TSTP Solution File: SET041-6 by SPASS---3.9
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- Process Solution
%------------------------------------------------------------------------------
% File : SPASS---3.9
% Problem : SET041-6 : TPTP v8.1.0. Bugfixed v2.1.0.
% Transfm : none
% Format : tptp
% Command : run_spass %d %s
% Computer : n026.cluster.edu
% Model : x86_64 x86_64
% CPU : Intel(R) Xeon(R) CPU E5-2620 v4 2.10GHz
% Memory : 8042.1875MB
% OS : Linux 3.10.0-693.el7.x86_64
% CPULimit : 300s
% WCLimit : 600s
% DateTime : Tue Jul 19 05:23:01 EDT 2022
% Result : Timeout 299.74s 300.41s
% Output : None
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----No solution output by system
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.07/0.12 % Problem : SET041-6 : TPTP v8.1.0. Bugfixed v2.1.0.
% 0.07/0.13 % Command : run_spass %d %s
% 0.13/0.34 % Computer : n026.cluster.edu
% 0.13/0.34 % Model : x86_64 x86_64
% 0.13/0.34 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.13/0.34 % Memory : 8042.1875MB
% 0.13/0.34 % OS : Linux 3.10.0-693.el7.x86_64
% 0.13/0.34 % CPULimit : 300
% 0.13/0.34 % WCLimit : 600
% 0.13/0.34 % DateTime : Sun Jul 10 17:46:11 EDT 2022
% 0.13/0.34 % CPUTime :
% 299.74/300.41
% 299.74/300.41 SPASS V 3.9
% 299.74/300.41 SPASS beiseite: Ran out of time.
% 299.74/300.41 Problem: /export/starexec/sandbox/benchmark/theBenchmark.p
% 299.74/300.41 SPASS derived 123794 clauses, backtracked 590 clauses, performed 11 splits and kept 39300 clauses.
% 299.74/300.41 SPASS allocated 220271 KBytes.
% 299.74/300.41 SPASS spent 0:05:00.06 on the problem.
% 299.74/300.41 0:00:00.04 for the input.
% 299.74/300.41 0:00:00.00 for the FLOTTER CNF translation.
% 299.74/300.41 0:00:01.75 for inferences.
% 299.74/300.41 0:00:00.03 for the backtracking.
% 299.74/300.41 0:4:56.15 for the reduction.
% 299.74/300.41
% 299.74/300.41
% 299.74/300.41 The set of clauses at termination is :
% 299.74/300.41 48037[0:Rew:47963.0,9888.1] || member(u,universal_class) -> member(u,intersection(complement(v),union(complement(power_class(w)),x)))* member(u,union(v,intersection(power_class(w),complement(x)))).
% 299.74/300.41 172036[6:Res:171862.0,50055.1] || equal(union(singleton(null_class),union(u,v)),null_class)** -> .
% 299.74/300.41 171435[6:Res:171242.0,50055.1] || equal(union(singleton(null_class),symmetric_difference(u,v)),null_class)** -> .
% 299.74/300.41 171514[6:Res:171413.0,64986.1] || equal(successor(union(singleton(null_class),complement(u))),null_class)** -> .
% 299.74/300.41 171506[6:Res:171413.0,1058.1] || equal(complement(union(singleton(null_class),complement(u))),universal_class)** -> .
% 299.74/300.41 48008[0:Rew:47963.0,9900.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),complement(x)))* member(u,union(intersection(complement(v),power_class(w)),x)).
% 299.74/300.41 171310[6:Res:171240.0,64986.1] || equal(successor(union(singleton(null_class),successor(u))),null_class)** -> .
% 299.74/300.41 171302[6:Res:171240.0,1058.1] || equal(complement(union(singleton(null_class),successor(u))),universal_class)** -> .
% 299.74/300.41 171292[6:Res:171239.0,64986.1] || equal(successor(union(singleton(null_class),power_class(u))),null_class)** -> .
% 299.74/300.41 171284[6:Res:171239.0,1058.1] || equal(complement(union(singleton(null_class),power_class(u))),universal_class)** -> .
% 299.74/300.41 47996[0:Rew:47963.0,13376.1] || member(u,union(complement(v),power_class(w))) member(u,union(v,complement(power_class(w)))) -> member(u,symmetric_difference(complement(v),power_class(w)))*.
% 299.74/300.41 171862[6:SpR:103496.0,171406.0] || -> member(null_class,union(singleton(null_class),union(u,v)))*.
% 299.74/300.41 171515[6:Res:171413.0,50055.1] || equal(union(singleton(null_class),complement(u)),null_class)** -> .
% 299.74/300.41 47988[0:Rew:47963.0,9885.1] || member(u,universal_class) -> member(u,intersection(complement(v),union(w,complement(power_class(x)))))* member(u,union(v,intersection(complement(w),power_class(x)))).
% 299.74/300.41 171413[6:SpR:73795.0,171242.0] || -> member(null_class,union(singleton(null_class),complement(u)))*.
% 299.74/300.41 171242[6:Rew:109093.0,171241.0] || -> member(null_class,union(singleton(null_class),symmetric_difference(u,v)))*.
% 299.74/300.41 171311[6:Res:171240.0,50055.1] || equal(union(singleton(null_class),successor(u)),null_class)** -> .
% 299.74/300.41 171293[6:Res:171239.0,50055.1] || equal(union(singleton(null_class),power_class(u)),null_class)** -> .
% 299.74/300.41 13994[0:Res:1040.2,24.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class))+ subclass(composition_function,intersection(w,x))* -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),w)*.
% 299.74/300.41 171240[6:Rew:105197.0,171192.0,28759.0,171192.0] || -> member(null_class,union(singleton(null_class),successor(u)))*.
% 299.74/300.41 171239[6:Rew:48542.0,171191.0,28759.0,171191.0] || -> member(null_class,union(singleton(null_class),power_class(u)))*.
% 299.74/300.41 13995[0:Res:1040.2,25.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class))+ subclass(composition_function,intersection(w,x))* -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),x)*.
% 299.74/300.41 170570[6:Res:32575.1,170477.0] || equal(intersection(complement(singleton(null_class)),u),singleton(null_class))** -> .
% 299.74/300.41 170509[6:MRR:170508.0,1042.0] || -> member(null_class,union(singleton(null_class),image(element_relation,power_class(u))))*.
% 299.74/300.41 170465[6:Res:9.1,170239.0] || equal(intersection(u,complement(singleton(null_class))),singleton(null_class))** -> .
% 299.74/300.41 9799[0:Res:494.3,11.0] || member(u,universal_class) subclass(u,unordered_pair(v,w))* -> equal(u,null_class) equal(apply(choice,u),w) equal(apply(choice,u),v).
% 299.74/300.41 170294[6:Res:92205.1,170216.0] || subclass(singleton(null_class),intersection(complement(singleton(null_class)),u))* -> .
% 299.74/300.41 170293[6:Res:9.1,170216.0] || equal(intersection(complement(singleton(null_class)),u),successor(null_class))** -> .
% 299.74/300.41 170291[6:Res:90947.1,170216.0] || equal(complement(intersection(complement(singleton(null_class)),u)),null_class)** -> .
% 299.74/300.41 13991[0:Res:1040.2,27.1] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,complement(w)) member(ordered_pair(u,ordered_pair(v,compose(u,v))),w)* -> .
% 299.74/300.41 170572[6:Res:50.1,170477.0] inductive(intersection(complement(singleton(null_class)),u)) || -> .
% 299.74/300.41 170477[6:SpL:75578.0,170466.0] || member(null_class,intersection(complement(singleton(null_class)),u))* -> .
% 299.74/300.41 170497[6:Res:50.1,170466.0] inductive(intersection(u,complement(singleton(null_class)))) || -> .
% 299.74/300.41 13912[0:SpL:823.1,22.0] || member(regular(cross_product(u,v)),element_relation) -> equal(cross_product(u,v),null_class) member(first(regular(cross_product(u,v))),second(regular(cross_product(u,v))))*.
% 299.74/300.41 170466[6:Res:1266.1,170239.0] || member(null_class,intersection(u,complement(singleton(null_class))))* -> .
% 299.74/300.41 170239[6:Res:92205.1,170111.0] || subclass(singleton(null_class),intersection(u,complement(singleton(null_class))))* -> .
% 299.74/300.41 170238[6:Res:9.1,170111.0] || equal(intersection(u,complement(singleton(null_class))),successor(null_class))** -> .
% 299.74/300.41 170236[6:Res:90947.1,170111.0] || equal(complement(intersection(u,complement(singleton(null_class)))),null_class)** -> .
% 299.74/300.41 9529[0:SpR:71.0,237.1] || member(restrict(element_relation,universal_class,image(u,singleton(v))),universal_class) -> member(ordered_pair(restrict(element_relation,universal_class,image(u,singleton(v))),apply(u,v)),domain_relation)*.
% 299.74/300.41 170296[6:Rew:36660.0,170277.0] || subclass(successor(null_class),complement(successor(null_class)))* -> .
% 299.74/300.41 170216[6:SpL:75578.0,170111.0] || subclass(successor(null_class),intersection(complement(singleton(null_class)),u))* -> .
% 299.74/300.41 170111[6:MRR:170072.1,84974.0] || subclass(successor(null_class),intersection(u,complement(singleton(null_class))))* -> .
% 299.74/300.41 170123[6:SpL:75578.0,170110.0] || equal(intersection(complement(singleton(null_class)),u),universal_class)** -> .
% 299.74/300.41 1073[0:Rew:314.0,1070.2] || equal(compose(u,singleton(v)),v) member(singleton(singleton(singleton(v))),cross_product(universal_class,universal_class))*+ -> member(singleton(singleton(singleton(v))),compose_class(u))*.
% 299.74/300.41 170110[6:MRR:170080.1,84974.0] || equal(intersection(u,complement(singleton(null_class))),universal_class)** -> .
% 299.74/300.41 124171[4:Res:123906.0,92912.0] || -> subclass(complement(successor(complement(intersection(u,successor(null_class))))),singleton(null_class))*.
% 299.74/300.41 124170[4:Res:123906.0,93561.0] || equal(complement(successor(complement(intersection(u,successor(null_class))))),universal_class)** -> .
% 299.74/300.41 40304[9:Rew:40295.1,39683.1] one_to_one(restrict(element_relation,universal_class,u)) || subclass(universal_class,cantor(sum_class(u))) equal(cross_product(cantor(sum_class(u)),cantor(sum_class(u))),sum_class(u))** -> .
% 299.74/300.41 124011[4:Res:123487.0,92912.0] || -> subclass(complement(successor(complement(intersection(successor(null_class),u)))),singleton(null_class))*.
% 299.74/300.41 169806[4:SpL:80005.0,169790.0] || equal(successor(union(complement(successor(null_class)),u)),null_class)** -> .
% 299.74/300.41 169790[4:SpL:103948.0,169701.0] || equal(successor(union(u,complement(successor(null_class)))),null_class)** -> .
% 299.74/300.41 169701[4:SpL:75578.0,169694.0] || equal(successor(complement(intersection(u,successor(null_class)))),null_class)** -> .
% 299.74/300.41 17391[4:Rew:17265.0,9136.3] inductive(singleton(u)) || member(u,universal_class) subclass(singleton(u),range_of(null_class))* -> member(u,cantor(successor_relation)) equal(range_of(null_class),singleton(u)).
% 299.74/300.41 169694[4:Obv:169665.1] || equal(successor(complement(intersection(successor(null_class),u))),null_class)** -> .
% 299.74/300.41 124010[4:Res:123487.0,93561.0] || equal(complement(successor(complement(intersection(successor(null_class),u)))),universal_class)** -> .
% 299.74/300.41 168763[4:Res:59447.0,168069.0] || equal(intersection(intersection(u,singleton(null_class)),v),universal_class)** -> .
% 299.74/300.41 80653[4:Rew:80566.0,80111.2] || -> equal(regular(unordered_pair(u,v)),v) equal(unordered_pair(u,v),null_class) equal(symmetric_difference(u,unordered_pair(u,v)),union(u,unordered_pair(u,v)))**.
% 299.74/300.41 168752[4:Res:57711.0,168069.0] || equal(intersection(u,intersection(singleton(null_class),v)),universal_class)** -> .
% 299.74/300.41 168727[4:Res:58246.0,168069.0] || equal(intersection(u,intersection(v,singleton(null_class))),universal_class)** -> .
% 299.74/300.41 168717[4:Res:59078.0,168069.0] || equal(intersection(intersection(singleton(null_class),u),v),universal_class)** -> .
% 299.74/300.41 168771[4:Res:60803.0,168069.0] || equal(union(null_class,intersection(u,singleton(null_class))),universal_class)** -> .
% 299.74/300.41 80626[4:Rew:80566.0,80108.2] || -> equal(regular(unordered_pair(u,v)),u) equal(unordered_pair(u,v),null_class) equal(symmetric_difference(v,unordered_pair(u,v)),union(v,unordered_pair(u,v)))**.
% 299.74/300.41 168721[4:Res:59213.0,168069.0] || equal(union(null_class,intersection(singleton(null_class),u)),universal_class)** -> .
% 299.74/300.41 168069[4:SpL:92837.1,168062.0] || subclass(u,singleton(null_class))* equal(u,universal_class) -> .
% 299.74/300.41 168464[4:Res:9.1,168147.0] || equal(intersection(singleton(null_class),u),complement(successor(null_class)))** -> .
% 299.74/300.41 168173[4:Res:9.1,168064.0] || equal(intersection(u,singleton(null_class)),complement(successor(null_class)))** -> .
% 299.74/300.41 79442[0:SpR:75587.0,573.1] || member(u,symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))))* -> member(u,complement(symmetric_difference(v,cross_product(w,x)))).
% 299.74/300.41 168453[4:SpL:40206.0,168147.0] || subclass(complement(successor(null_class)),successor(null_class))* -> .
% 299.74/300.41 168147[4:SpL:75578.0,168064.0] || subclass(complement(successor(null_class)),intersection(singleton(null_class),u))* -> .
% 299.74/300.41 168333[4:SpL:75578.0,168171.0] || equal(complement(intersection(singleton(null_class),u)),null_class)** -> .
% 299.74/300.41 168171[4:Res:90947.1,168064.0] || equal(complement(intersection(u,singleton(null_class))),null_class)** -> .
% 299.74/300.41 78949[0:SpR:75586.0,573.1] || member(u,symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))))* -> member(u,complement(symmetric_difference(cross_product(v,w),x))).
% 299.74/300.41 168064[4:MRR:168023.1,165320.0] || subclass(complement(successor(null_class)),intersection(u,singleton(null_class)))* -> .
% 299.74/300.41 168071[4:SpL:75578.0,168062.0] || equal(intersection(singleton(null_class),u),universal_class)** -> .
% 299.74/300.41 168062[4:MRR:168031.1,165320.0] || equal(intersection(u,singleton(null_class)),universal_class)** -> .
% 299.74/300.41 12416[0:SpL:116.0,891.2] || member(u,union(v,w)) member(u,complement(intersection(v,w)))*+ subclass(symmetric_difference(v,w),x)* -> member(u,x)*.
% 299.74/300.41 166399[4:Res:59447.0,165988.0] || subclass(universal_class,intersection(intersection(u,successor(null_class)),v))* -> .
% 299.74/300.41 166388[4:Res:57711.0,165988.0] || subclass(universal_class,intersection(u,intersection(successor(null_class),v)))* -> .
% 299.74/300.41 166361[4:Res:58246.0,165988.0] || subclass(universal_class,intersection(u,intersection(v,successor(null_class))))* -> .
% 299.74/300.41 7890[0:Res:417.2,20.0] || subclass(u,cross_product(v,w))*+ -> subclass(u,x) equal(ordered_pair(first(not_subclass_element(u,x)),second(not_subclass_element(u,x))),not_subclass_element(u,x))**.
% 299.74/300.41 166351[4:Res:59078.0,165988.0] || subclass(universal_class,intersection(intersection(successor(null_class),u),v))* -> .
% 299.74/300.41 166340[4:Res:9.1,165988.0] || equal(successor(null_class),u) subclass(universal_class,u)* -> .
% 299.74/300.41 166428[4:Res:125277.0,165988.0] || subclass(universal_class,regular(union(complement(successor(null_class)),u)))* -> .
% 299.74/300.41 166427[4:Res:124550.0,165988.0] || subclass(universal_class,regular(union(u,complement(successor(null_class)))))* -> .
% 299.74/300.41 13394[0:Res:405.1,885.1] || subclass(universal_class,complement(intersection(u,v))) member(unordered_pair(w,x),union(u,v)) -> member(unordered_pair(w,x),symmetric_difference(u,v))*.
% 299.74/300.41 166407[4:Res:60803.0,165988.0] || subclass(universal_class,union(null_class,intersection(u,successor(null_class))))* -> .
% 299.74/300.41 166355[4:Res:59213.0,165988.0] || subclass(universal_class,union(null_class,intersection(successor(null_class),u)))* -> .
% 299.74/300.41 166616[4:Res:90947.1,166430.0] || equal(complement(regular(successor(complement(successor(null_class))))),null_class)** -> .
% 299.74/300.41 166479[4:Res:90947.1,166425.0] || equal(complement(regular(complement(successor(null_class)))),null_class)** -> .
% 299.74/300.41 102918[0:Rew:102293.0,9502.1] || member(u,universal_class) subclass(power_class(complement(union(v,w))),x)*+ -> member(u,image(element_relation,union(v,w)))* member(u,x)*.
% 299.74/300.41 166430[4:Res:125820.0,165988.0] || subclass(universal_class,regular(successor(complement(successor(null_class)))))* -> .
% 299.74/300.41 166364[4:Res:61595.0,165988.0] || subclass(universal_class,complement(successor(complement(singleton(null_class)))))* -> .
% 299.74/300.41 166363[4:Res:95322.0,165988.0] || subclass(universal_class,complement(successor(complement(successor(null_class)))))* -> .
% 299.74/300.41 166337[4:Res:54.1,165988.0] inductive(successor(null_class)) || subclass(universal_class,omega)* -> .
% 299.74/300.41 48200[0:Rew:47963.0,9507.1] || member(u,universal_class) subclass(union(complement(power_class(v)),w),x)*+ -> member(u,intersection(power_class(v),complement(w)))* member(u,x)*.
% 299.74/300.41 166425[4:Res:106412.0,165988.0] || subclass(universal_class,regular(complement(successor(null_class))))* -> .
% 299.74/300.41 165988[4:SpL:92837.1,165958.0] || subclass(u,successor(null_class))* subclass(universal_class,u) -> .
% 299.74/300.41 166115[4:Res:19302.1,165938.0] || equal(intersection(successor(null_class),u),singleton(singleton(null_class)))** -> .
% 299.74/300.41 165929[4:Res:9.1,165897.0] || equal(intersection(u,successor(null_class)),singleton(singleton(null_class)))** -> .
% 299.74/300.41 48011[0:Rew:47963.0,9504.1] || member(u,universal_class) subclass(union(v,complement(power_class(w))),x)*+ -> member(u,intersection(complement(v),power_class(w)))* member(u,x)*.
% 299.74/300.41 165904[4:SpL:75578.0,165897.0] || subclass(singleton(singleton(null_class)),intersection(successor(null_class),u))* -> .
% 299.74/300.41 165938[4:SpL:75578.0,165930.0] || member(singleton(null_class),intersection(successor(null_class),u))* -> .
% 299.74/300.41 165990[4:SpL:75578.0,165958.0] || subclass(universal_class,intersection(successor(null_class),u))* -> .
% 299.74/300.41 165958[4:Res:406.1,165930.0] || subclass(universal_class,intersection(u,successor(null_class)))* -> .
% 299.74/300.41 18416[4:Rew:17265.0,17819.2] || member(u,universal_class) subclass(domain_relation,unordered_pair(v,w))*+ -> equal(ordered_pair(u,cantor(u)),w)* equal(ordered_pair(u,cantor(u)),v)*.
% 299.74/300.41 165930[4:Res:1266.1,165897.0] || member(singleton(null_class),intersection(u,successor(null_class)))* -> .
% 299.74/300.41 165897[4:MRR:165854.1,46997.0] || subclass(singleton(singleton(null_class)),intersection(u,successor(null_class)))* -> .
% 299.74/300.41 17409[4:Rew:17265.0,9125.2] || member(u,universal_class) member(ordered_pair(u,v),compose(w,x))* -> member(u,cantor(x)) member(v,image(w,range_of(null_class))).
% 299.74/300.41 165620[4:Res:9.1,164994.0] || equal(intersection(successor(null_class),u),complement(singleton(null_class)))** -> .
% 299.74/300.41 165020[4:Res:9.1,164988.0] || equal(intersection(u,successor(null_class)),complement(singleton(null_class)))** -> .
% 299.74/300.41 164994[4:SpL:75578.0,164988.0] || subclass(complement(singleton(null_class)),intersection(successor(null_class),u))* -> .
% 299.74/300.41 165321[4:MRR:115618.1,165320.0] || member(not_subclass_element(complement(successor(null_class)),null_class),singleton(null_class))* -> .
% 299.74/300.41 13287[0:Res:496.2,4.0] || member(intersection(u,v),universal_class) subclass(u,w) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),w)*.
% 299.74/300.41 165301[4:SpL:80005.0,165048.0] || equal(union(complement(successor(null_class)),u),null_class)** -> .
% 299.74/300.41 165320[4:Obv:165306.1] || subclass(complement(successor(null_class)),null_class)* -> .
% 299.74/300.41 165048[4:SpL:103948.0,165018.0] || equal(union(u,complement(successor(null_class))),null_class)** -> .
% 299.74/300.41 165029[4:SpL:75578.0,165018.0] || equal(complement(intersection(successor(null_class),u)),null_class)** -> .
% 299.74/300.41 13089[0:Res:497.2,4.0] || member(intersection(u,v),universal_class) subclass(v,w) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),w)*.
% 299.74/300.41 165018[4:Res:90947.1,164988.0] || equal(complement(intersection(u,successor(null_class))),null_class)** -> .
% 299.74/300.41 164988[4:MRR:164946.1,68557.0] || subclass(complement(singleton(null_class)),intersection(u,successor(null_class)))* -> .
% 299.74/300.41 164478[6:Res:162163.1,69345.0] || subclass(universal_class,cantor(complement(cross_product(singleton(regular(element_relation)),universal_class))))* -> .
% 299.74/300.41 103394[0:Rew:102293.0,9607.1] || member(union(u,v),universal_class) member(apply(choice,union(u,v)),complement(union(u,v)))* -> equal(union(u,v),null_class).
% 299.74/300.41 164477[6:Res:162163.1,136895.0] || subclass(universal_class,cantor(singleton(cross_product(singleton(regular(element_relation)),universal_class))))* -> .
% 299.74/300.41 164698[9:SoR:164697.0,74.1] one_to_one(complement(cross_product(singleton(regular(element_relation)),universal_class))) || -> .
% 299.74/300.41 164697[9:Obv:164696.1] function(complement(cross_product(singleton(regular(element_relation)),universal_class))) || -> .
% 299.74/300.41 164366[6:Res:162162.1,69345.0] || equal(cantor(complement(cross_product(singleton(regular(element_relation)),universal_class))),universal_class)** -> .
% 299.74/300.41 17912[4:Rew:17265.0,13932.2] || member(ordered_pair(u,regular(cross_product(v,w))),application_function)* -> equal(cross_product(v,w),null_class) member(first(regular(cross_product(v,w))),cantor(u)).
% 299.74/300.41 163376[6:SpL:71468.1,162432.0] || equal(first(regular(element_relation)),universal_class)** member(null_class,element_relation) -> .
% 299.74/300.41 162152[6:SpR:161913.0,71492.1] || equal(first(regular(element_relation)),universal_class) -> member(null_class,regular(element_relation))*.
% 299.74/300.41 164295[6:Res:90947.1,162238.0] || equal(complement(regular(unordered_pair(u,regular(element_relation)))),null_class)** -> .
% 299.74/300.41 164254[6:Rew:28759.0,164250.0] || equal(union(null_class,unordered_pair(u,regular(element_relation))),null_class)** -> .
% 299.74/300.41 17769[4:Rew:17265.0,14036.1] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) member(v,cantor(u)) -> member(ordered_pair(u,ordered_pair(v,apply(u,v))),application_function)*.
% 299.74/300.41 164089[6:Res:90947.1,162208.0] || equal(complement(regular(unordered_pair(regular(element_relation),u))),null_class)** -> .
% 299.74/300.41 164064[6:Rew:28759.0,164060.0] || equal(union(null_class,unordered_pair(regular(element_relation),u)),null_class)** -> .
% 299.74/300.41 164560[9:SoR:163377.0,74.1] one_to_one(first(regular(element_relation))) || member(null_class,element_relation)* -> .
% 299.74/300.41 164548[9:SoR:162153.0,74.1] one_to_one(first(regular(element_relation))) || -> member(null_class,regular(element_relation))*.
% 299.74/300.41 13988[0:Res:1040.2,628.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class))+ subclass(composition_function,singleton(w))* -> equal(ordered_pair(u,ordered_pair(v,compose(u,v))),w)*.
% 299.74/300.41 163377[9:SpL:39752.1,162432.0] function(first(regular(element_relation))) || member(null_class,element_relation)* -> .
% 299.74/300.41 162196[6:SpL:161913.0,52605.0] || member(singleton(first(regular(element_relation))),singleton(regular(element_relation)))* -> .
% 299.74/300.41 162153[9:SpR:161913.0,39853.1] function(first(regular(element_relation))) || -> member(null_class,regular(element_relation))*.
% 299.74/300.41 162151[6:SpR:161913.0,47487.0] || -> member(singleton(first(regular(element_relation))),complement(singleton(regular(element_relation))))*.
% 299.74/300.41 14017[0:Res:1040.2,96.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class))*+ subclass(composition_function,compose_class(w))* -> equal(compose(w,u),ordered_pair(v,compose(u,v)))*.
% 299.74/300.41 162163[6:SpR:161913.0,429.1] || subclass(universal_class,u) -> member(regular(element_relation),u)*.
% 299.74/300.41 162162[6:SpR:161913.0,27911.1] || equal(u,universal_class) -> member(regular(element_relation),u)*.
% 299.74/300.41 162239[6:SpL:161913.0,68921.0] || equal(regular(unordered_pair(u,regular(element_relation))),universal_class)** -> .
% 299.74/300.41 162238[6:SpL:161913.0,66665.0] || subclass(universal_class,regular(unordered_pair(u,regular(element_relation))))* -> .
% 299.74/300.41 13902[0:SpR:823.1,315.0] || -> equal(cross_product(u,v),null_class) member(unordered_pair(first(regular(cross_product(u,v))),singleton(second(regular(cross_product(u,v))))),regular(cross_product(u,v)))*.
% 299.74/300.41 162237[6:SpL:161913.0,63912.0] || equal(successor(unordered_pair(u,regular(element_relation))),null_class)** -> .
% 299.74/300.41 162234[6:SpL:161913.0,16936.0] || equal(complement(unordered_pair(u,regular(element_relation))),universal_class)** -> .
% 299.74/300.41 162233[6:SpL:161913.0,16891.0] || subclass(universal_class,complement(unordered_pair(u,regular(element_relation))))* -> .
% 299.74/300.41 162209[6:SpL:161913.0,69008.0] || equal(regular(unordered_pair(regular(element_relation),u)),universal_class)** -> .
% 299.74/300.41 12960[0:Res:1068.3,4.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,w) -> member(ordered_pair(v,u),w)*.
% 299.74/300.41 162208[6:SpL:161913.0,67472.0] || subclass(universal_class,regular(unordered_pair(regular(element_relation),u)))* -> .
% 299.74/300.41 162207[6:SpL:161913.0,63917.0] || equal(successor(unordered_pair(regular(element_relation),u)),null_class)** -> .
% 299.74/300.41 162204[6:SpL:161913.0,16947.0] || equal(complement(unordered_pair(regular(element_relation),u)),universal_class)** -> .
% 299.74/300.41 162203[6:SpL:161913.0,16900.0] || subclass(universal_class,complement(unordered_pair(regular(element_relation),u)))* -> .
% 299.74/300.41 887[0:Res:26.2,174.0] || member(regular(complement(intersection(u,v))),v)*+ member(regular(complement(intersection(u,v))),u)* -> equal(complement(intersection(u,v)),null_class).
% 299.74/300.41 162202[6:SpL:161913.0,67004.0] || equal(complement(regular(singleton(regular(element_relation)))),null_class)** -> .
% 299.74/300.41 162198[6:SpL:161913.0,61404.0] || equal(union(null_class,singleton(regular(element_relation))),null_class)** -> .
% 299.74/300.41 162197[6:SpL:161913.0,52606.0] || equal(union(null_class,singleton(regular(element_relation))),universal_class)** -> .
% 299.74/300.41 162190[6:SpL:161913.0,65388.0] || equal(successor(complement(singleton(regular(element_relation)))),null_class)** -> .
% 299.74/300.41 13288[0:Res:496.2,27.1] || member(intersection(complement(u),v),universal_class) member(apply(choice,intersection(complement(u),v)),u)* -> equal(intersection(complement(u),v),null_class).
% 299.74/300.41 162236[6:SpL:161913.0,50057.0] || equal(unordered_pair(u,regular(element_relation)),null_class)** -> .
% 299.74/300.41 162235[6:SpL:161913.0,47005.0] || subclass(unordered_pair(u,regular(element_relation)),null_class)* -> .
% 299.74/300.41 162206[6:SpL:161913.0,50070.0] || equal(unordered_pair(regular(element_relation),u),null_class)** -> .
% 299.74/300.41 162205[6:SpL:161913.0,47010.0] || subclass(unordered_pair(regular(element_relation),u),null_class)* -> .
% 299.74/300.41 13090[0:Res:497.2,27.1] || member(intersection(u,complement(v)),universal_class) member(apply(choice,intersection(u,complement(v))),v)* -> equal(intersection(u,complement(v)),null_class).
% 299.74/300.41 162432[6:MRR:162429.1,161903.0] || member(singleton(first(regular(element_relation))),element_relation)* -> .
% 299.74/300.41 162218[6:SpL:161913.0,61393.0] || equal(union(null_class,regular(element_relation)),null_class)** -> .
% 299.74/300.41 162215[6:SpL:161913.0,61387.0] || equal(complement(regular(regular(element_relation))),null_class)** -> .
% 299.74/300.41 162201[6:SpL:161913.0,67002.0] || equal(regular(singleton(regular(element_relation))),universal_class)** -> .
% 299.74/300.41 48279[0:Rew:47963.0,9381.0] || -> equal(intersection(union(image(element_relation,power_class(u)),v),union(power_class(complement(power_class(u))),complement(v))),symmetric_difference(power_class(complement(power_class(u))),complement(v)))**.
% 299.74/300.41 162200[6:SpL:161913.0,66966.0] || subclass(universal_class,regular(singleton(regular(element_relation))))* -> .
% 299.74/300.41 162199[6:SpL:161913.0,63906.0] || equal(successor(singleton(regular(element_relation))),null_class)** -> .
% 299.74/300.41 162189[6:SpL:161913.0,57561.0] || subclass(complement(singleton(regular(element_relation))),null_class)* -> .
% 299.74/300.41 162188[6:SpL:161913.0,16849.0] || equal(complement(singleton(regular(element_relation))),universal_class)** -> .
% 299.74/300.41 48063[0:Rew:47963.0,9366.0] || -> equal(intersection(union(u,image(element_relation,power_class(v))),union(complement(u),power_class(complement(power_class(v))))),symmetric_difference(complement(u),power_class(complement(power_class(v)))))**.
% 299.74/300.41 162187[6:SpL:161913.0,16825.0] || subclass(universal_class,complement(singleton(regular(element_relation))))* -> .
% 299.74/300.41 162148[6:SpR:161913.0,313.0] || -> member(singleton(first(regular(element_relation))),regular(element_relation))*.
% 299.74/300.41 162222[6:SpL:161913.0,83289.0] || equal(cantor(regular(element_relation)),universal_class)** -> .
% 299.74/300.41 162221[6:SpL:161913.0,72773.0] || equal(sum_class(regular(element_relation)),universal_class)** -> .
% 299.74/300.41 17393[4:Rew:17265.0,9129.3] || member(u,universal_class) equal(range_of(null_class),singleton(u))+ member(null_class,singleton(u))* -> member(u,cantor(successor_relation))* inductive(singleton(u)).
% 299.74/300.41 162220[6:SpL:161913.0,72488.0] || equal(power_class(regular(element_relation)),universal_class)** -> .
% 299.74/300.41 162219[6:SpL:161913.0,63903.0] || equal(successor(regular(element_relation)),null_class)** -> .
% 299.74/300.41 162214[6:SpL:161913.0,35011.0] || equal(regular(regular(element_relation)),universal_class)** -> .
% 299.74/300.41 162213[6:SpL:161913.0,34988.0] || subclass(universal_class,regular(regular(element_relation)))* -> .
% 299.74/300.41 17392[4:Rew:17265.0,9128.3] || member(u,universal_class) member(null_class,singleton(u)) subclass(range_of(null_class),singleton(u))* -> member(u,cantor(successor_relation)) inductive(singleton(u)).
% 299.74/300.41 162192[6:SpL:161913.0,47483.0] || equal(singleton(regular(element_relation)),null_class)** -> .
% 299.74/300.41 162191[6:SpL:161913.0,46998.0] || subclass(singleton(regular(element_relation)),null_class)* -> .
% 299.74/300.41 162186[6:SpL:161913.0,61390.0] || equal(complement(regular(element_relation)),null_class)** -> .
% 299.74/300.41 162185[6:SpL:161913.0,16802.0] || subclass(universal_class,complement(regular(element_relation)))* -> .
% 299.74/300.41 10720[4:Rew:10111.0,10199.1,10111.0,10199.0] || member(complement(compose(element_relation,universal_class)),universal_class) member(apply(choice,complement(compose(element_relation,universal_class))),element_relation)* -> equal(complement(compose(element_relation,universal_class)),null_class).
% 299.74/300.41 162184[6:SpL:161913.0,977.0] || equal(complement(regular(element_relation)),universal_class)** -> .
% 299.74/300.41 162217[6:SpL:161913.0,47462.0] || equal(regular(element_relation),universal_class)** -> .
% 299.74/300.41 162216[6:SpL:161913.0,47432.0] || subclass(universal_class,regular(element_relation))* -> .
% 299.74/300.41 162212[6:SpL:161913.0,23545.0] || equal(regular(element_relation),null_class)** -> .
% 299.74/300.41 13573[0:Obv:13553.1] || subclass(unordered_pair(u,v),w)*+ -> equal(not_subclass_element(unordered_pair(u,v),x),u)** subclass(unordered_pair(u,v),x) member(v,w).
% 299.74/300.41 162211[6:SpL:161913.0,23530.0] || subclass(regular(element_relation),null_class)* -> .
% 299.74/300.41 162296[9:SoR:162292.0,74.1] one_to_one(regular(element_relation)) || -> .
% 299.74/300.41 162292[9:Res:162150.0,39666.1] function(regular(element_relation)) || -> .
% 299.74/300.41 162150[6:SpR:161913.0,308.0] || -> member(regular(element_relation),universal_class)*.
% 299.74/300.41 13572[0:Obv:13559.1] || subclass(unordered_pair(u,v),w)*+ -> equal(not_subclass_element(unordered_pair(u,v),x),v)** subclass(unordered_pair(u,v),x) member(u,w).
% 299.74/300.41 161913[6:MRR:99926.0,161903.0] || -> equal(ordered_pair(first(regular(element_relation)),second(regular(element_relation))),regular(element_relation))**.
% 299.74/300.41 162128[6:Res:9.1,161915.0] || equal(union(null_class,complement(compose(element_relation,universal_class))),element_relation)** -> .
% 299.74/300.41 161916[6:MRR:156512.1,161903.0] || equal(union(null_class,complement(compose(element_relation,universal_class))),universal_class)** -> .
% 299.74/300.41 161915[6:MRR:156455.1,161903.0] || subclass(element_relation,union(null_class,complement(compose(element_relation,universal_class))))* -> .
% 299.74/300.41 13500[0:MRR:13499.0,14.0] || subclass(unordered_pair(u,v),w)*+ -> equal(apply(choice,unordered_pair(u,v)),u)** equal(unordered_pair(u,v),null_class) member(v,w).
% 299.74/300.41 162089[6:Obv:162085.1] || subclass(compose(element_relation,universal_class),null_class)* -> .
% 299.74/300.41 161914[6:MRR:151818.1,161903.0] || equal(union(null_class,compose(element_relation,universal_class)),null_class)** -> .
% 299.74/300.41 161911[6:MRR:151817.1,161903.0] || equal(complement(compose(element_relation,universal_class)),element_relation)** -> .
% 299.74/300.41 161910[6:MRR:122352.1,161903.0] || subclass(element_relation,complement(compose(element_relation,universal_class)))* -> .
% 299.74/300.41 13498[0:MRR:13497.0,14.0] || subclass(unordered_pair(u,v),w)*+ -> equal(apply(choice,unordered_pair(u,v)),v)** equal(unordered_pair(u,v),null_class) member(u,w).
% 299.74/300.41 161909[6:MRR:119179.1,161903.0] || equal(complement(compose(element_relation,universal_class)),universal_class)** -> .
% 299.74/300.41 161908[6:MRR:64957.1,161903.0] || equal(successor(compose(element_relation,universal_class)),null_class)** -> .
% 299.74/300.41 161907[6:MRR:50041.1,161903.0] || equal(compose(element_relation,universal_class),null_class)** -> .
% 299.74/300.41 161902[6:Res:60062.1,161760.0] || equal(complement(element_relation),universal_class)** -> .
% 299.74/300.41 11969[2:Obv:11956.2] || member(u,v) member(u,unordered_pair(w,v))* -> equal(regular(unordered_pair(w,v)),w) equal(unordered_pair(w,v),null_class).
% 299.74/300.41 161901[6:Res:64963.1,161760.0] || equal(successor(element_relation),null_class)** -> .
% 299.74/300.41 161906[6:Res:9.1,161760.0] || equal(composition_function,element_relation)** -> .
% 299.74/300.41 161903[6:Res:7907.1,161760.0] || equal(null_class,element_relation)** -> .
% 299.74/300.41 161760[6:Res:19171.0,100510.0] || subclass(element_relation,composition_function)* -> .
% 299.74/300.41 11968[2:Obv:11957.2] || member(u,v) member(u,unordered_pair(v,w))* -> equal(regular(unordered_pair(v,w)),w) equal(unordered_pair(v,w),null_class).
% 299.74/300.41 95422[4:SpR:75151.0,95322.0] || -> subclass(complement(successor(complement(sum_class(range_of(null_class))))),apply(null_class,u))*.
% 299.74/300.41 161659[5:SpL:7424.0,161571.0] || equal(successor(successor(complement(sum_class(range_of(null_class))))),null_class)** -> .
% 299.74/300.41 161571[5:MRR:161557.1,72131.0] || equal(successor(successor(complement(apply(null_class,u)))),null_class)** -> .
% 299.74/300.41 500[0:Res:73.2,271.0] || member(restrict(u,v,w),universal_class) -> equal(restrict(u,v,w),null_class) member(apply(choice,restrict(u,v,w)),u)*.
% 299.74/300.41 95417[4:SpR:75151.0,95322.0] || -> subclass(complement(successor(complement(apply(null_class,u)))),sum_class(range_of(null_class)))*.
% 299.74/300.41 83198[4:Obv:83187.0] || -> equal(intersection(complement(compose(element_relation,universal_class)),intersection(element_relation,u)),null_class)**.
% 299.74/300.41 83196[4:Obv:83191.0] || -> equal(intersection(complement(compose(element_relation,universal_class)),intersection(u,element_relation)),null_class)**.
% 299.74/300.41 83110[4:Obv:83100.0] || -> equal(intersection(intersection(element_relation,u),complement(compose(element_relation,universal_class))),null_class)**.
% 299.74/300.41 13915[0:SpL:823.1,17.0] || member(regular(cross_product(u,v)),cross_product(w,x))* -> equal(cross_product(u,v),null_class) member(first(regular(cross_product(u,v))),w).
% 299.74/300.41 83108[4:Obv:83104.0] || -> equal(intersection(intersection(u,element_relation),complement(compose(element_relation,universal_class))),null_class)**.
% 299.74/300.41 82728[4:SpR:75151.0,59945.0] || -> subclass(complement(successor(sum_class(range_of(null_class)))),complement(apply(null_class,u)))*.
% 299.74/300.41 82713[4:SpR:75151.0,33570.0] || -> equal(symmetric_difference(sum_class(range_of(null_class)),complement(apply(null_class,u))),universal_class)**.
% 299.74/300.41 82712[4:SpR:75151.0,33519.0] || -> equal(union(sum_class(range_of(null_class)),complement(apply(null_class,u))),universal_class)**.
% 299.74/300.41 13916[0:SpL:823.1,18.0] || member(regular(cross_product(u,v)),cross_product(w,x))* -> equal(cross_product(u,v),null_class) member(second(regular(cross_product(u,v))),x).
% 299.74/300.41 82711[4:SpR:75151.0,33407.0] || -> equal(intersection(sum_class(range_of(null_class)),complement(apply(null_class,u))),null_class)**.
% 299.74/300.41 82661[4:SpR:75151.0,59945.0] || -> subclass(complement(successor(apply(null_class,u))),complement(sum_class(range_of(null_class))))*.
% 299.74/300.41 82646[4:SpR:75151.0,33570.0] || -> equal(symmetric_difference(apply(null_class,u),complement(sum_class(range_of(null_class)))),universal_class)**.
% 299.74/300.41 82645[4:SpR:75151.0,33519.0] || -> equal(union(apply(null_class,u),complement(sum_class(range_of(null_class)))),universal_class)**.
% 299.74/300.41 9992[0:Res:415.2,617.0] || subclass(u,ordered_pair(v,w))* -> equal(u,null_class) equal(regular(u),unordered_pair(v,singleton(w))) equal(regular(u),singleton(v)).
% 299.74/300.41 82644[4:SpR:75151.0,33407.0] || -> equal(intersection(apply(null_class,u),complement(sum_class(range_of(null_class)))),null_class)**.
% 299.74/300.41 76074[5:MRR:76073.1,72226.0] || member(regular(complement(sum_class(range_of(null_class)))),apply(null_class,u))* -> .
% 299.74/300.41 158809[5:SpL:7424.0,76065.0] || member(regular(complement(sum_class(range_of(null_class)))),sum_class(range_of(null_class)))* -> .
% 299.74/300.41 76065[5:MRR:76064.1,72289.0] || member(regular(complement(apply(null_class,u))),sum_class(range_of(null_class)))* -> .
% 299.74/300.41 9807[0:Res:494.3,270.0] || member(u,universal_class) subclass(u,restrict(v,w,x))*+ -> equal(u,null_class) member(apply(choice,u),cross_product(w,x))*.
% 299.74/300.41 158654[4:SpL:19166.0,69401.0] || subclass(universal_class,cantor(complement(cross_product(singleton(null_class),universal_class))))* -> .
% 299.74/300.41 69401[4:Res:406.1,69345.0] || subclass(universal_class,cantor(complement(cross_product(singleton(singleton(u)),universal_class))))* -> .
% 299.74/300.41 158649[9:SoR:158631.0,74.1] one_to_one(complement(cross_product(singleton(singleton(u)),universal_class))) || -> .
% 299.74/300.41 158631[9:Obv:158630.1] function(complement(cross_product(singleton(singleton(u)),universal_class))) || -> .
% 299.74/300.41 9745[0:Res:530.3,270.0] function(u) || member(v,universal_class) subclass(universal_class,restrict(w,x,y))*+ -> member(image(u,v),cross_product(x,y))*.
% 299.74/300.41 69400[4:Res:27910.1,69345.0] || equal(cantor(complement(cross_product(singleton(singleton(u)),universal_class))),universal_class)** -> .
% 299.74/300.41 65387[4:Res:64963.1,58453.0] || equal(successor(complement(singleton(singleton(singleton(singleton(u)))))),null_class)** -> .
% 299.74/300.41 61418[5:Rew:28759.0,61358.0] || equal(union(null_class,unordered_pair(sum_class(range_of(null_class)),u)),null_class)** -> .
% 299.74/300.42 61413[5:Rew:28759.0,61351.0] || equal(union(null_class,unordered_pair(u,sum_class(range_of(null_class)))),null_class)** -> .
% 299.74/300.42 9363[0:SpR:569.0,26.2] || member(u,union(complement(v),complement(w))) member(u,union(v,w)) -> member(u,symmetric_difference(complement(v),complement(w)))*.
% 299.74/300.42 104291[0:Rew:102293.0,103276.1] || member(not_subclass_element(power_class(complement(union(u,v))),w),image(element_relation,union(u,v)))* -> subclass(power_class(complement(union(u,v))),w).
% 299.74/300.42 56049[4:SpL:314.0,52606.0] || equal(union(null_class,singleton(singleton(singleton(singleton(u))))),universal_class)** -> .
% 299.74/300.42 151116[4:MRR:151100.1,137098.0] inductive(intersection(successor(null_class),union(null_class,singleton(singleton(null_class))))) || -> .
% 299.74/300.42 104284[0:Rew:102293.0,102661.0] || -> equal(complement(intersection(power_class(complement(union(u,v))),union(w,x))),union(image(element_relation,union(u,v)),complement(union(w,x))))**.
% 299.74/300.42 157505[4:Rew:29733.0,157499.0] || equal(union(null_class,complement(singleton(singleton(null_class)))),universal_class)** -> .
% 299.74/300.42 157498[4:Res:64963.1,157447.0] || equal(successor(union(null_class,singleton(singleton(null_class)))),null_class)** -> .
% 299.74/300.42 157447[4:MRR:157290.1,61395.0] || subclass(union(null_class,singleton(singleton(null_class))),successor(null_class))* -> .
% 299.74/300.42 151108[4:Res:114999.0,4846.0] || -> equal(intersection(successor(null_class),union(null_class,singleton(singleton(null_class)))),null_class)**.
% 299.74/300.42 104283[0:Rew:102293.0,102615.0] || -> equal(complement(intersection(union(u,v),power_class(complement(union(w,x))))),union(complement(union(u,v)),image(element_relation,union(w,x))))**.
% 299.74/300.42 151069[4:MRR:151050.1,137098.0] inductive(intersection(element_relation,union(null_class,complement(compose(element_relation,universal_class))))) || -> .
% 299.74/300.42 151058[4:Res:114994.0,4846.0] || -> equal(intersection(element_relation,union(null_class,complement(compose(element_relation,universal_class)))),null_class)**.
% 299.74/300.42 150881[4:MRR:150863.1,137098.0] inductive(intersection(union(element_relation,element_relation),complement(compose(element_relation,universal_class)))) || -> .
% 299.74/300.42 150876[4:Rew:80005.0,150867.0,36664.0,150867.0,102312.0,150867.0] || -> equal(union(compose(element_relation,universal_class),union(null_class,complement(element_relation))),universal_class)**.
% 299.74/300.42 103452[0:Rew:102293.0,48039.0] || -> equal(complement(intersection(union(u,v),union(complement(power_class(w)),x))),union(complement(union(u,v)),intersection(power_class(w),complement(x))))**.
% 299.74/300.42 150871[4:Res:114686.0,4846.0] || -> equal(intersection(union(element_relation,element_relation),complement(compose(element_relation,universal_class))),null_class)**.
% 299.74/300.42 150279[4:Res:148335.1,69345.0] || subclass(universal_class,cantor(complement(cross_product(singleton(regular(composition_function)),universal_class))))* -> .
% 299.74/300.42 150278[4:Res:148335.1,136895.0] || subclass(universal_class,cantor(singleton(cross_product(singleton(regular(composition_function)),universal_class))))* -> .
% 299.74/300.42 103451[0:Rew:102293.0,47990.0] || -> equal(complement(intersection(union(u,v),union(w,complement(power_class(x))))),union(complement(union(u,v)),intersection(complement(w),power_class(x))))**.
% 299.74/300.42 155051[9:SoR:155050.0,74.1] one_to_one(complement(cross_product(singleton(regular(composition_function)),universal_class))) || -> .
% 299.74/300.42 155050[9:Obv:155049.1] function(complement(cross_product(singleton(regular(composition_function)),universal_class))) || -> .
% 299.74/300.42 149954[4:Res:148334.1,69345.0] || equal(cantor(complement(cross_product(singleton(regular(composition_function)),universal_class))),universal_class)** -> .
% 299.74/300.42 149317[4:SpL:71468.1,148877.0] || equal(first(regular(composition_function)),universal_class)** member(null_class,composition_function) -> .
% 299.74/300.42 103205[0:Rew:102293.0,47992.0] || -> equal(complement(intersection(union(complement(union(u,v)),w),power_class(x))),union(intersection(union(u,v),complement(w)),complement(power_class(x))))**.
% 299.74/300.42 148324[4:SpR:100002.0,71492.1] || equal(first(regular(composition_function)),universal_class) -> member(null_class,regular(composition_function))*.
% 299.74/300.42 148095[4:Res:145290.1,69345.0] || subclass(universal_class,cantor(complement(cross_product(singleton(regular(domain_relation)),universal_class))))* -> .
% 299.74/300.42 148094[4:Res:145290.1,136895.0] || subclass(universal_class,cantor(singleton(cross_product(singleton(regular(domain_relation)),universal_class))))* -> .
% 299.74/300.42 103019[0:Rew:102293.0,48483.0] || -> equal(complement(intersection(power_class(u),union(complement(union(v,w)),x))),union(complement(power_class(u)),intersection(union(v,w),complement(x))))**.
% 299.74/300.42 154122[9:SoR:154121.0,74.1] one_to_one(complement(cross_product(singleton(regular(domain_relation)),universal_class))) || -> .
% 299.74/300.42 154121[9:Obv:154120.1] function(complement(cross_product(singleton(regular(domain_relation)),universal_class))) || -> .
% 299.74/300.42 147990[4:Res:145289.1,69345.0] || equal(cantor(complement(cross_product(singleton(regular(domain_relation)),universal_class))),universal_class)** -> .
% 299.74/300.42 147395[4:SpL:71468.1,147286.0] || equal(first(regular(domain_relation)),universal_class)** member(null_class,domain_relation) -> .
% 299.74/300.42 102909[0:Rew:102293.0,8667.0] || member(u,intersection(power_class(complement(union(v,w))),complement(x)))* member(u,union(image(element_relation,union(v,w)),x)) -> .
% 299.74/300.42 145279[4:SpR:100001.0,71492.1] || equal(first(regular(domain_relation)),universal_class) -> member(null_class,regular(domain_relation))*.
% 299.74/300.42 144770[4:SpR:50818.0,106427.0] || -> subclass(regular(image(element_relation,power_class(null_class))),power_class(complement(power_class(null_class))))*.
% 299.74/300.42 144482[4:SpR:50817.0,106427.0] || -> subclass(regular(image(element_relation,power_class(universal_class))),power_class(complement(power_class(universal_class))))*.
% 299.74/300.42 144263[4:Rew:144254.1,40259.1] || equal(cantor(xf),successor(null_class)) -> member(x__dfg,successor(x__dfg))*.
% 299.74/300.42 102866[0:Rew:102293.0,47993.0] || -> equal(complement(intersection(union(u,complement(union(v,w))),power_class(x))),union(intersection(complement(u),union(v,w)),complement(power_class(x))))**.
% 299.74/300.42 144262[4:Rew:144254.1,40260.1] || equal(cantor(xf),successor(null_class)) -> member(x__dfg,singleton(x__dfg))*.
% 299.74/300.42 138802[4:SpL:77602.0,138772.0] || member(universal_class,complement(union(element_relation,complement(compose(element_relation,universal_class)))))* -> .
% 299.74/300.42 136972[6:Res:32575.1,136895.0] || equal(cantor(singleton(cross_product(singleton(null_class),universal_class))),singleton(null_class))** -> .
% 299.74/300.42 136971[6:Res:32644.1,136895.0] || equal(cantor(singleton(cross_product(singleton(null_class),universal_class))),successor(null_class))** -> .
% 299.74/300.42 102668[0:Rew:102293.0,48406.0] || -> equal(complement(intersection(union(complement(power_class(u)),v),union(w,x))),union(intersection(power_class(u),complement(v)),complement(union(w,x))))**.
% 299.74/300.42 136970[6:Res:49515.1,136895.0] || equal(complement(cantor(singleton(cross_product(singleton(null_class),universal_class)))),null_class)** -> .
% 299.74/300.42 136964[4:Res:61327.1,136895.0] || equal(complement(cantor(singleton(cross_product(singleton(omega),universal_class)))),null_class)** -> .
% 299.74/300.42 136959[4:Res:11057.1,136895.0] || equal(cantor(singleton(cross_product(singleton(x__dfg),universal_class))),cantor(xf))** -> .
% 299.74/300.42 136958[4:Res:61326.1,136895.0] || equal(complement(cantor(singleton(cross_product(singleton(x__dfg),universal_class)))),null_class)** -> .
% 299.74/300.42 102667[0:Rew:102293.0,48118.0] || -> equal(complement(intersection(union(u,complement(power_class(v))),union(w,x))),union(intersection(complement(u),power_class(v)),complement(union(w,x))))**.
% 299.74/300.42 136916[4:SpR:136834.0,19188.0] || -> equal(apply(singleton(cross_product(null_class,universal_class)),universal_class),sum_class(range_of(null_class)))**.
% 299.74/300.42 152400[4:Res:9.1,152334.0] || equal(singleton(complement(singleton(null_class))),complement(successor(null_class)))** -> .
% 299.74/300.42 152334[4:MRR:152139.1,68556.0] || subclass(complement(successor(null_class)),singleton(complement(singleton(null_class))))* -> .
% 299.74/300.42 132781[4:Rew:75578.0,132657.0] || -> equal(intersection(complement(successor(null_class)),singleton(complement(singleton(null_class)))),null_class)**.
% 299.74/300.42 102607[0:Rew:102293.0,8657.0] || member(u,intersection(complement(v),power_class(complement(union(w,x)))))* member(u,union(v,image(element_relation,union(w,x)))) -> .
% 299.74/300.42 151350[6:Res:9.1,151135.0] || equal(union(null_class,singleton(singleton(null_class))),singleton(null_class))** -> .
% 299.74/300.42 151366[6:Res:50.1,151351.0] inductive(union(null_class,singleton(singleton(null_class)))) || -> .
% 299.74/300.42 102583[0:Rew:102293.0,48484.0] || -> equal(complement(intersection(power_class(u),union(v,complement(union(w,x))))),union(complement(power_class(u)),intersection(complement(v),union(w,x))))**.
% 299.74/300.42 151351[6:Res:1266.1,151135.0] || member(null_class,union(null_class,singleton(singleton(null_class))))* -> .
% 299.74/300.42 151135[6:Res:92205.1,151115.0] || subclass(singleton(null_class),union(null_class,singleton(singleton(null_class))))* -> .
% 299.74/300.42 151134[6:Res:9.1,151115.0] || equal(union(null_class,singleton(singleton(null_class))),successor(null_class))** -> .
% 299.74/300.42 151152[6:Obv:151148.1] || subclass(complement(singleton(singleton(null_class))),null_class)* -> .
% 299.74/300.42 48918[0:Rew:47963.0,48403.1] || member(not_subclass_element(union(complement(power_class(u)),v),w),intersection(power_class(u),complement(v)))* -> subclass(union(complement(power_class(u)),v),w).
% 299.74/300.42 151137[6:Rew:29733.0,151132.0] || equal(union(null_class,complement(singleton(singleton(null_class)))),null_class)** -> .
% 299.74/300.42 151115[6:MRR:151086.1,84974.0] || subclass(successor(null_class),union(null_class,singleton(singleton(null_class))))* -> .
% 299.74/300.42 48910[0:Rew:47963.0,48115.1] || member(not_subclass_element(union(u,complement(power_class(v))),w),intersection(complement(u),power_class(v)))* -> subclass(union(u,complement(power_class(v))),w).
% 299.74/300.42 149889[4:Res:90947.1,148409.0] || equal(complement(regular(unordered_pair(u,regular(composition_function)))),null_class)** -> .
% 299.74/300.42 149659[4:Rew:28759.0,149655.0] || equal(union(null_class,unordered_pair(u,regular(composition_function))),null_class)** -> .
% 299.74/300.42 149634[4:Res:90947.1,148379.0] || equal(complement(regular(unordered_pair(regular(composition_function),u))),null_class)** -> .
% 299.74/300.42 48198[0:Rew:47963.0,8670.0] || member(u,intersection(union(complement(power_class(v)),w),complement(x)))* member(u,union(intersection(power_class(v),complement(w)),x)) -> .
% 299.74/300.42 149583[4:Rew:28759.0,149579.0] || equal(union(null_class,unordered_pair(regular(composition_function),u)),null_class)** -> .
% 299.74/300.42 150560[9:SoR:149318.0,74.1] one_to_one(first(regular(composition_function))) || member(null_class,composition_function)* -> .
% 299.74/300.42 150321[9:SoR:148325.0,74.1] one_to_one(first(regular(composition_function))) || -> member(null_class,regular(composition_function))*.
% 299.74/300.42 149318[9:SpL:39752.1,148877.0] function(first(regular(composition_function))) || member(null_class,composition_function)* -> .
% 299.74/300.42 48038[0:Rew:47963.0,8660.0] || member(u,intersection(complement(v),union(complement(power_class(w)),x)))* member(u,union(v,intersection(power_class(w),complement(x)))) -> .
% 299.74/300.42 148367[4:SpL:100002.0,52605.0] || member(singleton(first(regular(composition_function))),singleton(regular(composition_function)))* -> .
% 299.74/300.42 148325[9:SpR:100002.0,39853.1] function(first(regular(composition_function))) || -> member(null_class,regular(composition_function))*.
% 299.74/300.42 148323[4:SpR:100002.0,47487.0] || -> member(singleton(first(regular(composition_function))),complement(singleton(regular(composition_function))))*.
% 299.74/300.42 148335[4:SpR:100002.0,429.1] || subclass(universal_class,u) -> member(regular(composition_function),u)*.
% 299.74/300.42 48009[0:Rew:47963.0,8669.0] || member(u,intersection(union(v,complement(power_class(w))),complement(x)))* member(u,union(intersection(complement(v),power_class(w)),x)) -> .
% 299.74/300.42 148334[4:SpR:100002.0,27911.1] || equal(u,universal_class) -> member(regular(composition_function),u)*.
% 299.74/300.42 148410[4:SpL:100002.0,68921.0] || equal(regular(unordered_pair(u,regular(composition_function))),universal_class)** -> .
% 299.74/300.42 148409[4:SpL:100002.0,66665.0] || subclass(universal_class,regular(unordered_pair(u,regular(composition_function))))* -> .
% 299.74/300.42 148408[4:SpL:100002.0,63912.0] || equal(successor(unordered_pair(u,regular(composition_function))),null_class)** -> .
% 299.74/300.42 47989[0:Rew:47963.0,8659.0] || member(u,intersection(complement(v),union(w,complement(power_class(x)))))* member(u,union(v,intersection(complement(w),power_class(x)))) -> .
% 299.74/300.42 148405[4:SpL:100002.0,16936.0] || equal(complement(unordered_pair(u,regular(composition_function))),universal_class)** -> .
% 299.74/300.42 148404[4:SpL:100002.0,16891.0] || subclass(universal_class,complement(unordered_pair(u,regular(composition_function))))* -> .
% 299.74/300.42 148380[4:SpL:100002.0,69008.0] || equal(regular(unordered_pair(regular(composition_function),u)),universal_class)** -> .
% 299.74/300.42 148379[4:SpL:100002.0,67472.0] || subclass(universal_class,regular(unordered_pair(regular(composition_function),u)))* -> .
% 299.74/300.42 14014[0:Res:1040.2,18.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class))+ subclass(composition_function,cross_product(w,x))* -> member(ordered_pair(v,compose(u,v)),x)*.
% 299.74/300.42 148378[4:SpL:100002.0,63917.0] || equal(successor(unordered_pair(regular(composition_function),u)),null_class)** -> .
% 299.74/300.42 148375[4:SpL:100002.0,16947.0] || equal(complement(unordered_pair(regular(composition_function),u)),universal_class)** -> .
% 299.74/300.42 148374[4:SpL:100002.0,16900.0] || subclass(universal_class,complement(unordered_pair(regular(composition_function),u)))* -> .
% 299.74/300.42 148373[4:SpL:100002.0,67004.0] || equal(complement(regular(singleton(regular(composition_function)))),null_class)** -> .
% 299.74/300.42 13768[0:Res:65.1,1000.1] function(image(u,image(v,singleton(w)))) || member(ordered_pair(w,x),compose(u,v))* -> member(x,cross_product(universal_class,universal_class)).
% 299.74/300.42 148369[4:SpL:100002.0,61404.0] || equal(union(null_class,singleton(regular(composition_function))),null_class)** -> .
% 299.74/300.42 148368[4:SpL:100002.0,52606.0] || equal(union(null_class,singleton(regular(composition_function))),universal_class)** -> .
% 299.74/300.42 148361[4:SpL:100002.0,65388.0] || equal(successor(complement(singleton(regular(composition_function)))),null_class)** -> .
% 299.74/300.42 148407[4:SpL:100002.0,50057.0] || equal(unordered_pair(u,regular(composition_function)),null_class)** -> .
% 299.74/300.42 13323[0:Rew:116.0,13259.1,116.0,13259.0] || member(symmetric_difference(u,v),universal_class) -> equal(symmetric_difference(u,v),null_class) member(apply(choice,symmetric_difference(u,v)),complement(intersection(u,v)))*.
% 299.74/300.42 148406[4:SpL:100002.0,47005.0] || subclass(unordered_pair(u,regular(composition_function)),null_class)* -> .
% 299.74/300.42 148377[4:SpL:100002.0,50070.0] || equal(unordered_pair(regular(composition_function),u),null_class)** -> .
% 299.74/300.42 148376[4:SpL:100002.0,47010.0] || subclass(unordered_pair(regular(composition_function),u),null_class)* -> .
% 299.74/300.42 148877[4:MRR:148874.1,47828.0] || member(singleton(first(regular(composition_function))),composition_function)* -> .
% 299.74/300.42 48061[0:Rew:47963.0,9895.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),complement(w)))* member(u,union(image(element_relation,power_class(v)),w)).
% 299.74/300.42 148389[4:SpL:100002.0,61393.0] || equal(union(null_class,regular(composition_function)),null_class)** -> .
% 299.74/300.42 148386[4:SpL:100002.0,61387.0] || equal(complement(regular(regular(composition_function))),null_class)** -> .
% 299.74/300.42 148372[4:SpL:100002.0,67002.0] || equal(regular(singleton(regular(composition_function))),universal_class)** -> .
% 299.74/300.42 148371[4:SpL:100002.0,66966.0] || subclass(universal_class,regular(singleton(regular(composition_function))))* -> .
% 299.74/300.42 48029[0:Rew:47963.0,9880.1] || member(u,universal_class) -> member(u,intersection(complement(v),power_class(complement(power_class(w)))))* member(u,union(v,image(element_relation,power_class(w)))).
% 299.74/300.42 148370[4:SpL:100002.0,63906.0] || equal(successor(singleton(regular(composition_function))),null_class)** -> .
% 299.74/300.42 148360[4:SpL:100002.0,57561.0] || subclass(complement(singleton(regular(composition_function))),null_class)* -> .
% 299.74/300.42 148359[4:SpL:100002.0,16849.0] || equal(complement(singleton(regular(composition_function))),universal_class)** -> .
% 299.74/300.42 148358[4:SpL:100002.0,16825.0] || subclass(universal_class,complement(singleton(regular(composition_function))))* -> .
% 299.74/300.42 39559[9:Rew:39510.1,18412.2] function(u) || equal(cantor(range_of(v)),range_of(u)) equal(cantor(cantor(w)),universal_class) -> compatible(u,w,inverse(v))*.
% 299.74/300.42 148320[4:SpR:100002.0,313.0] || -> member(singleton(first(regular(composition_function))),regular(composition_function))*.
% 299.74/300.42 148393[4:SpL:100002.0,83289.0] || equal(cantor(regular(composition_function)),universal_class)** -> .
% 299.74/300.42 148392[4:SpL:100002.0,72773.0] || equal(sum_class(regular(composition_function)),universal_class)** -> .
% 299.74/300.42 148391[4:SpL:100002.0,72488.0] || equal(power_class(regular(composition_function)),universal_class)** -> .
% 299.74/300.42 29051[4:Rew:28748.0,17595.2] || member(u,universal_class) -> member(u,cantor(v)) equal(symmetric_difference(cross_product(singleton(u),universal_class),v),union(cross_product(singleton(u),universal_class),v))**.
% 299.74/300.42 148390[4:SpL:100002.0,63903.0] || equal(successor(regular(composition_function)),null_class)** -> .
% 299.74/300.42 148385[4:SpL:100002.0,35011.0] || equal(regular(regular(composition_function)),universal_class)** -> .
% 299.74/300.42 148384[4:SpL:100002.0,34988.0] || subclass(universal_class,regular(regular(composition_function)))* -> .
% 299.74/300.42 148363[4:SpL:100002.0,47483.0] || equal(singleton(regular(composition_function)),null_class)** -> .
% 299.74/300.42 29043[4:Rew:28748.0,17596.2] || member(u,universal_class) -> member(u,cantor(v)) equal(symmetric_difference(v,cross_product(singleton(u),universal_class)),union(v,cross_product(singleton(u),universal_class)))**.
% 299.74/300.42 148362[4:SpL:100002.0,46998.0] || subclass(singleton(regular(composition_function)),null_class)* -> .
% 299.74/300.42 148357[4:SpL:100002.0,61390.0] || equal(complement(regular(composition_function)),null_class)** -> .
% 299.74/300.42 148356[4:SpL:100002.0,16802.0] || subclass(universal_class,complement(regular(composition_function)))* -> .
% 299.74/300.42 148355[4:SpL:100002.0,977.0] || equal(complement(regular(composition_function)),universal_class)** -> .
% 299.74/300.42 13285[0:Res:496.2,628.0] || member(intersection(singleton(u),v),universal_class) -> equal(intersection(singleton(u),v),null_class) equal(apply(choice,intersection(singleton(u),v)),u)**.
% 299.74/300.42 148388[4:SpL:100002.0,47462.0] || equal(regular(composition_function),universal_class)** -> .
% 299.74/300.42 148387[4:SpL:100002.0,47432.0] || subclass(universal_class,regular(composition_function))* -> .
% 299.74/300.42 148383[4:SpL:100002.0,23545.0] || equal(regular(composition_function),null_class)** -> .
% 299.74/300.42 148382[4:SpL:100002.0,23530.0] || subclass(regular(composition_function),null_class)* -> .
% 299.74/300.42 13087[0:Res:497.2,628.0] || member(intersection(u,singleton(v)),universal_class) -> equal(intersection(u,singleton(v)),null_class) equal(apply(choice,intersection(u,singleton(v))),v)**.
% 299.74/300.42 148445[9:SoR:148441.0,74.1] one_to_one(regular(composition_function)) || -> .
% 299.74/300.42 148441[9:Res:148322.0,39666.1] function(regular(composition_function)) || -> .
% 299.74/300.42 148322[4:SpR:100002.0,308.0] || -> member(regular(composition_function),universal_class)*.
% 299.74/300.42 100002[4:MRR:99931.0,47828.0] || -> equal(ordered_pair(first(regular(composition_function)),second(regular(composition_function))),regular(composition_function))**.
% 299.74/300.42 9821[2:Res:494.3,6873.0] || member(u,universal_class) subclass(u,regular(v)) member(apply(choice,u),v)* -> equal(u,null_class) equal(v,null_class).
% 299.74/300.42 147800[4:Res:90947.1,145364.0] || equal(complement(regular(unordered_pair(u,regular(domain_relation)))),null_class)** -> .
% 299.74/300.42 147680[4:Rew:28759.0,147676.0] || equal(union(null_class,unordered_pair(u,regular(domain_relation))),null_class)** -> .
% 299.74/300.42 147655[4:Res:90947.1,145334.0] || equal(complement(regular(unordered_pair(regular(domain_relation),u))),null_class)** -> .
% 299.74/300.42 147558[4:Rew:28759.0,147554.0] || equal(union(null_class,unordered_pair(regular(domain_relation),u)),null_class)** -> .
% 299.74/300.42 1069[0:Rew:314.0,1066.2] || equal(successor(singleton(u)),u) member(singleton(singleton(singleton(u))),cross_product(universal_class,universal_class))* -> member(singleton(singleton(singleton(u))),successor_relation).
% 299.74/300.42 148158[9:SoR:147396.0,74.1] one_to_one(first(regular(domain_relation))) || member(null_class,domain_relation)* -> .
% 299.74/300.42 148137[9:SoR:145280.0,74.1] one_to_one(first(regular(domain_relation))) || -> member(null_class,regular(domain_relation))*.
% 299.74/300.42 147396[9:SpL:39752.1,147286.0] function(first(regular(domain_relation))) || member(null_class,domain_relation)* -> .
% 299.74/300.42 145322[4:SpL:100001.0,52605.0] || member(singleton(first(regular(domain_relation))),singleton(regular(domain_relation)))* -> .
% 299.74/300.42 145280[9:SpR:100001.0,39853.1] function(first(regular(domain_relation))) || -> member(null_class,regular(domain_relation))*.
% 299.74/300.42 145278[4:SpR:100001.0,47487.0] || -> member(singleton(first(regular(domain_relation))),complement(singleton(regular(domain_relation))))*.
% 299.74/300.42 145290[2:SpR:100001.0,429.1] || subclass(universal_class,u) -> member(regular(domain_relation),u)*.
% 299.74/300.42 145289[4:SpR:100001.0,27911.1] || equal(u,universal_class) -> member(regular(domain_relation),u)*.
% 299.74/300.42 7831[0:Res:194.1,270.0] || -> subclass(intersection(restrict(u,v,w),x),y) member(not_subclass_element(intersection(restrict(u,v,w),x),y),cross_product(v,w))*.
% 299.74/300.42 145365[4:SpL:100001.0,68921.0] || equal(regular(unordered_pair(u,regular(domain_relation))),universal_class)** -> .
% 299.74/300.42 145364[4:SpL:100001.0,66665.0] || subclass(universal_class,regular(unordered_pair(u,regular(domain_relation))))* -> .
% 299.74/300.42 145363[4:SpL:100001.0,63912.0] || equal(successor(unordered_pair(u,regular(domain_relation))),null_class)** -> .
% 299.74/300.42 145360[2:SpL:100001.0,16936.0] || equal(complement(unordered_pair(u,regular(domain_relation))),universal_class)** -> .
% 299.74/300.42 7839[0:Res:186.1,270.0] || -> subclass(intersection(u,restrict(v,w,x)),y) member(not_subclass_element(intersection(u,restrict(v,w,x)),y),cross_product(w,x))*.
% 299.74/300.42 145359[2:SpL:100001.0,16891.0] || subclass(universal_class,complement(unordered_pair(u,regular(domain_relation))))* -> .
% 299.74/300.42 145335[4:SpL:100001.0,69008.0] || equal(regular(unordered_pair(regular(domain_relation),u)),universal_class)** -> .
% 299.74/300.42 145334[4:SpL:100001.0,67472.0] || subclass(universal_class,regular(unordered_pair(regular(domain_relation),u)))* -> .
% 299.74/300.42 145333[4:SpL:100001.0,63917.0] || equal(successor(unordered_pair(regular(domain_relation),u)),null_class)** -> .
% 299.74/300.42 12273[0:Rew:566.0,12234.0] || -> subclass(symmetric_difference(cross_product(u,v),w),x) member(not_subclass_element(symmetric_difference(cross_product(u,v),w),x),complement(restrict(w,u,v)))*.
% 299.74/300.42 145330[2:SpL:100001.0,16947.0] || equal(complement(unordered_pair(regular(domain_relation),u)),universal_class)** -> .
% 299.74/300.42 145329[2:SpL:100001.0,16900.0] || subclass(universal_class,complement(unordered_pair(regular(domain_relation),u)))* -> .
% 299.74/300.42 145328[4:SpL:100001.0,67004.0] || equal(complement(regular(singleton(regular(domain_relation)))),null_class)** -> .
% 299.74/300.42 145324[4:SpL:100001.0,61404.0] || equal(union(null_class,singleton(regular(domain_relation))),null_class)** -> .
% 299.74/300.42 12104[0:Rew:565.0,12068.0] || -> subclass(symmetric_difference(u,cross_product(v,w)),x) member(not_subclass_element(symmetric_difference(u,cross_product(v,w)),x),complement(restrict(u,v,w)))*.
% 299.74/300.42 145323[4:SpL:100001.0,52606.0] || equal(union(null_class,singleton(regular(domain_relation))),universal_class)** -> .
% 299.74/300.42 145316[4:SpL:100001.0,65388.0] || equal(successor(complement(singleton(regular(domain_relation)))),null_class)** -> .
% 299.74/300.42 145362[4:SpL:100001.0,50057.0] || equal(unordered_pair(u,regular(domain_relation)),null_class)** -> .
% 299.74/300.42 145361[4:SpL:100001.0,47005.0] || subclass(unordered_pair(u,regular(domain_relation)),null_class)* -> .
% 299.74/300.42 10083[0:Res:882.2,4.0] || member(u,cross_product(v,w))* member(u,x)* subclass(restrict(x,v,w),y)*+ -> member(u,y)*.
% 299.74/300.42 145332[4:SpL:100001.0,50070.0] || equal(unordered_pair(regular(domain_relation),u),null_class)** -> .
% 299.74/300.42 145331[4:SpL:100001.0,47010.0] || subclass(unordered_pair(regular(domain_relation),u),null_class)* -> .
% 299.74/300.42 147286[2:MRR:147283.1,8077.0] || member(singleton(first(regular(domain_relation))),domain_relation)* -> .
% 299.74/300.42 145344[4:SpL:100001.0,61393.0] || equal(union(null_class,regular(domain_relation)),null_class)** -> .
% 299.74/300.42 13769[0:Res:9.1,1000.1] || equal(u,image(v,image(w,singleton(x))))*+ member(ordered_pair(x,y),compose(v,w))* -> member(y,u)*.
% 299.74/300.42 145341[4:SpL:100001.0,61387.0] || equal(complement(regular(regular(domain_relation))),null_class)** -> .
% 299.74/300.42 145327[4:SpL:100001.0,67002.0] || equal(regular(singleton(regular(domain_relation))),universal_class)** -> .
% 299.74/300.42 145326[4:SpL:100001.0,66966.0] || subclass(universal_class,regular(singleton(regular(domain_relation))))* -> .
% 299.74/300.42 145325[4:SpL:100001.0,63906.0] || equal(successor(singleton(regular(domain_relation))),null_class)** -> .
% 299.74/300.42 11967[0:Obv:11945.1] || subclass(unordered_pair(u,v),w)* -> equal(regular(unordered_pair(u,v)),u) equal(unordered_pair(u,v),null_class) member(v,w).
% 299.74/300.42 145315[4:SpL:100001.0,57561.0] || subclass(complement(singleton(regular(domain_relation))),null_class)* -> .
% 299.74/300.42 145314[2:SpL:100001.0,16849.0] || equal(complement(singleton(regular(domain_relation))),universal_class)** -> .
% 299.74/300.42 145313[2:SpL:100001.0,16825.0] || subclass(universal_class,complement(singleton(regular(domain_relation))))* -> .
% 299.74/300.42 145275[2:SpR:100001.0,313.0] || -> member(singleton(first(regular(domain_relation))),regular(domain_relation))*.
% 299.74/300.42 11965[0:Obv:11952.1] || subclass(unordered_pair(u,v),w)* -> equal(regular(unordered_pair(u,v)),v) equal(unordered_pair(u,v),null_class) member(u,w).
% 299.74/300.42 145348[4:SpL:100001.0,83289.0] || equal(cantor(regular(domain_relation)),universal_class)** -> .
% 299.74/300.42 145347[4:SpL:100001.0,72773.0] || equal(sum_class(regular(domain_relation)),universal_class)** -> .
% 299.74/300.42 145346[4:SpL:100001.0,72488.0] || equal(power_class(regular(domain_relation)),universal_class)** -> .
% 299.74/300.42 145345[4:SpL:100001.0,63903.0] || equal(successor(regular(domain_relation)),null_class)** -> .
% 299.74/300.42 103225[0:Rew:102293.0,75718.0] || -> equal(intersection(union(union(u,v),complement(w)),union(complement(union(u,v)),w)),symmetric_difference(union(u,v),complement(w)))**.
% 299.74/300.42 145340[2:SpL:100001.0,35011.0] || equal(regular(regular(domain_relation)),universal_class)** -> .
% 299.74/300.42 145339[2:SpL:100001.0,34988.0] || subclass(universal_class,regular(regular(domain_relation)))* -> .
% 299.74/300.42 145318[4:SpL:100001.0,47483.0] || equal(singleton(regular(domain_relation)),null_class)** -> .
% 299.74/300.42 145317[4:SpL:100001.0,46998.0] || subclass(singleton(regular(domain_relation)),null_class)* -> .
% 299.74/300.42 102976[0:Rew:102293.0,9208.2] || member(u,universal_class) -> member(u,intersection(union(v,w),complement(x)))* member(u,union(complement(union(v,w)),x)).
% 299.74/300.42 145312[4:SpL:100001.0,61390.0] || equal(complement(regular(domain_relation)),null_class)** -> .
% 299.74/300.42 145311[2:SpL:100001.0,16802.0] || subclass(universal_class,complement(regular(domain_relation)))* -> .
% 299.74/300.42 145310[2:SpL:100001.0,977.0] || equal(complement(regular(domain_relation)),universal_class)** -> .
% 299.74/300.42 145343[4:SpL:100001.0,47462.0] || equal(regular(domain_relation),universal_class)** -> .
% 299.74/300.42 104218[0:Rew:75578.0,102888.0] || -> equal(intersection(union(u,complement(union(v,w))),union(complement(u),union(v,w))),symmetric_difference(complement(u),union(v,w)))**.
% 299.74/300.42 145342[4:SpL:100001.0,47432.0] || subclass(universal_class,regular(domain_relation))* -> .
% 299.74/300.42 145338[2:SpL:100001.0,23545.0] || equal(regular(domain_relation),null_class)** -> .
% 299.74/300.42 145337[2:SpL:100001.0,23530.0] || subclass(regular(domain_relation),null_class)* -> .
% 299.74/300.42 145400[9:SoR:145396.0,74.1] one_to_one(regular(domain_relation)) || -> .
% 299.74/300.42 102540[0:Rew:102293.0,9282.2] || member(u,universal_class) -> member(u,intersection(complement(v),union(w,x)))* member(u,union(v,complement(union(w,x)))).
% 299.74/300.42 145396[9:Res:145277.0,39666.1] function(regular(domain_relation)) || -> .
% 299.74/300.42 145277[2:SpR:100001.0,308.0] || -> member(regular(domain_relation),universal_class)*.
% 299.74/300.42 100001[2:MRR:99924.0,8077.0] || -> equal(ordered_pair(first(regular(domain_relation)),second(regular(domain_relation))),regular(domain_relation))**.
% 299.74/300.42 78052[4:Rew:74517.0,78019.1] inductive(union(omega,null_class)) || -> equal(union(null_class,omega),omega)**.
% 299.74/300.42 100074[6:MRR:10075.2,100068.0] || member(regular(complement(restrict(u,v,w))),cross_product(v,w))*+ member(regular(complement(restrict(u,v,w))),u)* -> .
% 299.74/300.42 69411[6:Res:32575.1,69345.0] || equal(cantor(complement(cross_product(singleton(null_class),universal_class))),singleton(null_class))** -> .
% 299.74/300.42 69410[6:Res:32644.1,69345.0] || equal(cantor(complement(cross_product(singleton(null_class),universal_class))),successor(null_class))** -> .
% 299.74/300.42 69409[6:Res:49515.1,69345.0] || equal(complement(cantor(complement(cross_product(singleton(null_class),universal_class)))),null_class)** -> .
% 299.74/300.42 14385[0:Res:138.0,937.0] || member(u,v)*+ -> equal(ordered_pair(first(ordered_pair(u,singleton(w))),second(ordered_pair(u,singleton(w)))),ordered_pair(u,singleton(w)))**.
% 299.74/300.42 69402[4:Res:61327.1,69345.0] || equal(complement(cantor(complement(cross_product(singleton(omega),universal_class)))),null_class)** -> .
% 299.74/300.42 69397[4:Res:11057.1,69345.0] || equal(cantor(complement(cross_product(singleton(x__dfg),universal_class))),cantor(xf))** -> .
% 299.74/300.42 69395[4:Res:61326.1,69345.0] || equal(complement(cantor(complement(cross_product(singleton(x__dfg),universal_class)))),null_class)** -> .
% 299.74/300.42 69354[4:SpR:69304.0,19188.0] || -> equal(apply(complement(cross_product(null_class,universal_class)),universal_class),sum_class(range_of(null_class)))**.
% 299.74/300.42 13770[0:Res:51.1,1000.1] inductive(image(u,singleton(v))) || member(ordered_pair(v,w),compose(successor_relation,u))* -> member(w,image(u,singleton(v))).
% 299.74/300.42 144854[4:SpL:50818.0,138543.0] || member(universal_class,image(element_relation,power_class(null_class)))* -> .
% 299.74/300.42 13543[0:Res:65.1,936.2] function(cross_product(u,v)) || member(w,v)* member(x,u)* -> member(ordered_pair(x,w),cross_product(universal_class,universal_class))*.
% 299.74/300.42 50818[4:Rew:50325.0,50315.0] || -> equal(complement(power_class(complement(power_class(null_class)))),image(element_relation,power_class(null_class)))**.
% 299.74/300.42 144567[4:SpL:50817.0,138543.0] || member(universal_class,image(element_relation,power_class(universal_class)))* -> .
% 299.74/300.42 50817[0:Rew:50323.0,50313.0] || -> equal(complement(power_class(complement(power_class(universal_class)))),image(element_relation,power_class(universal_class)))**.
% 299.74/300.42 9801[0:Res:494.3,4.0] || member(u,universal_class)+ subclass(u,v)* subclass(v,w)* -> equal(u,null_class) member(apply(choice,u),w)*.
% 299.74/300.42 47018[4:Res:46634.1,19667.1] || subclass(element_relation,null_class)* equal(cantor(x__dfg),cantor(xf)) -> .
% 299.74/300.42 144254[4:Res:40260.1,628.0] || equal(cantor(xf),successor(null_class))** -> equal(null_class,x__dfg).
% 299.74/300.42 9816[0:Res:494.3,574.0] || member(u,universal_class) subclass(u,symmetric_difference(v,w)) -> equal(u,null_class) member(apply(choice,u),union(v,w))*.
% 299.74/300.42 37912[4:Res:37903.0,414.1] inductive(complement(compose(element_relation,universal_class))) || -> member(null_class,complement(element_relation))*.
% 299.74/300.42 144105[6:MRR:144104.1,100044.0] || subclass(universal_class,element_relation)* -> .
% 299.74/300.42 9739[0:Res:530.3,4.0] function(u) || member(v,universal_class)+ subclass(universal_class,w)* subclass(w,x)* -> member(image(u,v),x)*.
% 299.74/300.42 31868[4:Rew:31446.0,31855.1] inductive(union(omega,omega)) || -> equal(union(null_class,omega),omega)**.
% 299.74/300.42 31276[4:Res:29352.0,389.1] inductive(union(null_class,omega)) || -> equal(union(null_class,omega),omega)**.
% 299.74/300.42 29323[4:Rew:28759.0,23454.1] inductive(complement(complement(omega))) || -> equal(union(null_class,omega),omega)**.
% 299.74/300.42 58786[0:SpR:32.0,57780.0] || -> subclass(restrict(restrict(u,v,w),x,y),u)*.
% 299.74/300.42 9754[0:Res:530.3,574.0] function(u) || member(v,universal_class) subclass(universal_class,symmetric_difference(w,x)) -> member(image(u,v),union(w,x))*.
% 299.74/300.42 127963[0:Res:59447.0,92874.0] || -> subclass(intersection(intersection(u,intersection(v,w)),x),w)*.
% 299.74/300.42 127954[0:Res:57711.0,92874.0] || -> subclass(intersection(u,intersection(intersection(v,w),x)),w)*.
% 299.74/300.42 127918[0:Res:58246.0,92874.0] || -> subclass(intersection(u,intersection(v,intersection(w,x))),x)*.
% 299.74/300.42 127908[0:Res:59078.0,92874.0] || -> subclass(intersection(intersection(intersection(u,v),w),x),v)*.
% 299.74/300.42 9362[0:SpR:569.0,573.1] || member(u,symmetric_difference(union(v,w),union(complement(v),complement(w))))* -> member(u,complement(symmetric_difference(complement(v),complement(w)))).
% 299.74/300.42 127898[0:Res:9.1,92874.0] || equal(intersection(u,v),w)*+ -> subclass(w,v)*.
% 299.74/300.42 123525[0:Res:59447.0,92873.0] || -> subclass(intersection(intersection(u,intersection(v,w)),x),v)*.
% 299.74/300.42 123517[0:Res:57711.0,92873.0] || -> subclass(intersection(u,intersection(intersection(v,w),x)),v)*.
% 299.74/300.42 123485[0:Res:58246.0,92873.0] || -> subclass(intersection(u,intersection(v,intersection(w,x))),w)*.
% 299.74/300.42 5425[0:Res:73.2,574.0] || member(symmetric_difference(u,v),universal_class) -> equal(symmetric_difference(u,v),null_class) member(apply(choice,symmetric_difference(u,v)),union(u,v))*.
% 299.74/300.42 123475[0:Res:59078.0,92873.0] || -> subclass(intersection(intersection(intersection(u,v),w),x),u)*.
% 299.74/300.42 123465[0:Res:9.1,92873.0] || equal(intersection(u,v),w)*+ -> subclass(w,u)*.
% 299.74/300.42 120579[0:SpR:75578.0,73515.0] || -> subclass(intersection(u,intersection(v,w)),intersection(u,w))*.
% 299.74/300.42 120407[0:SpR:75578.0,73512.0] || -> subclass(intersection(u,intersection(v,w)),intersection(u,v))*.
% 299.74/300.42 48064[0:Rew:47963.0,9499.1] || member(u,universal_class) subclass(power_class(complement(power_class(v))),w)*+ -> member(u,image(element_relation,power_class(v)))* member(u,w)*.
% 299.74/300.42 117723[4:SpR:31446.0,114952.0] || -> subclass(intersection(u,union(v,v)),intersection(u,v))*.
% 299.74/300.42 116875[4:SpR:31446.0,114646.0] || -> subclass(intersection(u,union(v,v)),intersection(v,u))*.
% 299.74/300.42 114935[4:SpR:31446.0,114571.0] || -> subclass(intersection(union(u,u),v),intersection(v,u))*.
% 299.74/300.42 111681[4:SpR:42086.0,73203.0] || -> subclass(intersection(union(u,u),v),intersection(u,v))*.
% 299.74/300.42 104252[0:Rew:102293.0,103274.0] || member(regular(power_class(complement(union(u,v)))),image(element_relation,union(u,v)))* -> equal(power_class(complement(union(u,v))),null_class).
% 299.74/300.42 111609[0:SpR:75578.0,73203.0] || -> subclass(intersection(intersection(u,v),w),intersection(w,u))*.
% 299.74/300.42 138256[4:SpL:80566.0,137147.0] || member(complement(intersection(u,v)),symmetric_difference(v,u))* -> .
% 299.74/300.42 139025[4:Res:573.1,138762.0] || member(universal_class,symmetric_difference(power_class(u),power_class(v)))* -> .
% 299.74/300.42 138762[4:SpL:48808.0,138531.0] || member(universal_class,complement(intersection(power_class(u),power_class(v))))* -> .
% 299.74/300.42 48893[0:Rew:47963.0,48401.0] || member(regular(union(complement(power_class(u)),v)),intersection(power_class(u),complement(v)))* -> equal(union(complement(power_class(u)),v),null_class).
% 299.74/300.42 138772[4:SpL:102314.0,138531.0] || member(universal_class,complement(symmetric_difference(u,v)))* -> .
% 299.74/300.42 138531[4:SpL:103496.0,138364.0] || member(universal_class,union(u,v))* -> .
% 299.74/300.42 138544[4:SpL:105469.0,138364.0] || member(universal_class,complement(successor(u)))* -> .
% 299.74/300.42 138543[4:SpL:48511.0,138364.0] || member(universal_class,complement(power_class(u)))* -> .
% 299.74/300.42 48887[0:Rew:47963.0,48113.0] || member(regular(union(u,complement(power_class(v)))),intersection(complement(u),power_class(v)))* -> equal(union(u,complement(power_class(v))),null_class).
% 299.74/300.42 138530[4:SpL:48542.0,138364.0] || member(universal_class,power_class(u))* -> .
% 299.74/300.42 138512[4:Res:9.1,138506.0] || equal(domain_relation,composition_function)** -> .
% 299.74/300.42 138506[4:MRR:138505.0,138505.2,101.0,23545.0] || subclass(composition_function,domain_relation)* -> .
% 299.74/300.42 138370[4:Rew:10128.0,138288.0,119490.0,138288.0] || member(universal_class,successor(u))* -> .
% 299.74/300.42 137147[4:Res:573.1,137098.0] || member(complement(intersection(u,v)),symmetric_difference(u,v))* -> .
% 299.74/300.42 136520[2:SpR:75578.0,130340.0] || -> equal(intersection(symmetric_difference(u,v),intersection(v,u)),null_class)**.
% 299.74/300.42 14012[0:Res:1040.2,48.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class))*+ subclass(composition_function,successor_relation) -> equal(ordered_pair(v,compose(u,v)),successor(u))**.
% 299.74/300.42 135329[4:SpR:32.0,133953.0] || -> equal(intersection(u,restrict(singleton(u),v,w)),null_class)**.
% 299.74/300.42 134411[4:SpR:32.0,133741.0] || -> equal(intersection(singleton(u),restrict(u,v,w)),null_class)**.
% 299.74/300.42 137146[4:Res:28.2,137098.0] || member(complement(u),universal_class)*+ -> member(complement(u),u)*.
% 299.74/300.42 137045[4:Res:50.1,132175.0] inductive(singleton(u)) || member(null_class,u)* -> .
% 299.74/300.42 6379[0:Res:407.2,20.0] || member(u,universal_class) subclass(universal_class,cross_product(v,w))*+ -> equal(ordered_pair(first(power_class(u)),second(power_class(u))),power_class(u))**.
% 299.74/300.42 137157[4:Res:12455.1,137098.0] || member(compose(element_relation,universal_class),element_relation)* -> .
% 299.74/300.42 137098[4:MRR:137050.0,12451.1] || member(u,u)* -> .
% 299.74/300.42 132175[4:MRR:131898.2,6869.0] || member(u,singleton(v))* member(u,v) -> .
% 299.74/300.42 136974[4:Res:50.1,136895.0] inductive(cantor(singleton(cross_product(singleton(null_class),universal_class)))) || -> .
% 299.74/300.42 6320[0:Res:408.2,20.0] || member(u,universal_class) subclass(universal_class,cross_product(v,w))*+ -> equal(ordered_pair(first(sum_class(u)),second(sum_class(u))),sum_class(u))**.
% 299.74/300.42 136953[4:SpL:19166.0,136895.0] || member(universal_class,cantor(singleton(cross_product(null_class,universal_class))))* -> .
% 299.74/300.42 136895[4:Obv:136865.1] || member(u,cantor(singleton(cross_product(singleton(u),universal_class))))* -> .
% 299.74/300.42 136834[4:SpR:131867.0,45.0] || -> equal(image(singleton(cross_product(u,universal_class)),u),range_of(null_class))**.
% 299.74/300.42 131867[4:SpR:131286.0,32.0] || -> equal(restrict(singleton(cross_product(u,v)),u,v),null_class)**.
% 299.74/300.42 40300[9:Rew:40295.1,39686.1] one_to_one(flip(cross_product(u,universal_class))) || subclass(universal_class,range_of(u)) equal(cross_product(range_of(u),range_of(u)),inverse(u))** -> .
% 299.74/300.42 130340[2:Rew:75578.0,130214.0] || -> equal(intersection(symmetric_difference(u,v),intersection(u,v)),null_class)**.
% 299.74/300.42 130204[2:SpR:32.0,129832.0] || -> equal(intersection(u,restrict(complement(u),v,w)),null_class)**.
% 299.74/300.42 135136[4:MRR:135103.1,6869.0] inductive(intersection(u,intersection(singleton(u),v))) || -> .
% 299.74/300.42 135111[4:Res:133906.0,4846.0] || -> equal(intersection(u,intersection(singleton(u),v)),null_class)**.
% 299.74/300.42 8431[0:SpR:56.0,428.2] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,v) -> member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),v)*.
% 299.74/300.42 133972[4:MRR:133945.1,6869.0] inductive(intersection(u,intersection(v,singleton(u)))) || -> .
% 299.74/300.42 133953[4:Res:132088.0,4846.0] || -> equal(intersection(u,intersection(v,singleton(u))),null_class)**.
% 299.74/300.42 133889[4:MRR:133855.1,6869.0] inductive(intersection(singleton(u),intersection(u,v))) || -> .
% 299.74/300.42 8432[0:SpR:41.0,428.2] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,v) -> member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),v)*.
% 299.74/300.42 133863[4:Res:132087.0,4846.0] || -> equal(intersection(singleton(u),intersection(u,v)),null_class)**.
% 299.74/300.42 133766[4:MRR:133733.1,6869.0] inductive(intersection(singleton(u),intersection(v,u))) || -> .
% 299.74/300.42 133741[4:Res:132085.0,4846.0] || -> equal(intersection(singleton(u),intersection(v,u)),null_class)**.
% 299.74/300.42 133637[4:Res:9.1,131845.0] || equal(singleton(u),u)** -> equal(null_class,u).
% 299.74/300.42 5646[3:SpR:5072.1,100.1] function(u) || member(ordered_pair(u,inverse(u)),cross_product(universal_class,universal_class)) -> member(ordered_pair(u,ordered_pair(inverse(u),null_class)),composition_function)*.
% 299.74/300.42 132645[4:SpR:31446.0,132350.0] || -> equal(intersection(singleton(u),union(u,u)),null_class)**.
% 299.74/300.42 5617[3:SpR:5069.1,100.1] single_valued_class(u) || member(ordered_pair(u,inverse(u)),cross_product(universal_class,universal_class)) -> member(ordered_pair(u,ordered_pair(inverse(u),null_class)),composition_function)*.
% 299.74/300.42 131845[4:SpR:131286.0,92837.1] || subclass(u,singleton(u))* -> equal(null_class,u).
% 299.74/300.42 132499[4:MRR:132480.1,6869.0] inductive(intersection(u,union(null_class,singleton(u)))) || -> .
% 299.74/300.42 133562[4:MRR:133555.1,6053.0] || equal(union(null_class,singleton(domain_relation)),universal_class)** -> .
% 299.74/300.42 132488[4:Res:131841.0,4846.0] || -> equal(intersection(u,union(null_class,singleton(u))),null_class)**.
% 299.74/300.42 10200[4:Rew:10111.0,9803.1] || member(u,universal_class) subclass(u,complement(compose(element_relation,universal_class)))* member(apply(choice,u),element_relation) -> equal(u,null_class).
% 299.74/300.42 132442[4:MRR:132419.1,6869.0] inductive(intersection(singleton(u),union(u,null_class))) || -> .
% 299.74/300.42 132427[4:Res:132080.0,4846.0] || -> equal(intersection(singleton(u),union(u,null_class)),null_class)**.
% 299.74/300.42 132372[4:MRR:132342.1,6869.0] inductive(intersection(singleton(u),union(null_class,u))) || -> .
% 299.74/300.42 132350[4:Res:132079.0,4846.0] || -> equal(intersection(singleton(u),union(null_class,u)),null_class)**.
% 299.74/300.42 10191[4:Rew:10111.0,9741.2] function(u) || member(v,universal_class) subclass(universal_class,complement(compose(element_relation,universal_class)))*+ member(image(u,v),element_relation)* -> .
% 299.74/300.42 132273[4:Res:9.1,132154.0] || equal(singleton(domain_relation),domain_relation)** -> .
% 299.74/300.42 1049[0:Rew:314.0,1046.2] || member(singleton(u),u)* member(singleton(singleton(singleton(u))),cross_product(universal_class,universal_class))*+ -> member(singleton(singleton(singleton(u))),element_relation).
% 299.74/300.42 132154[4:MRR:132082.1,6053.0] || subclass(domain_relation,singleton(domain_relation))* -> .
% 299.74/300.42 131286[4:MRR:131285.0,4841.0] || -> equal(intersection(u,singleton(u)),null_class)**.
% 299.74/300.42 129985[2:MRR:129951.1,6869.0] inductive(intersection(u,intersection(complement(u),v))) || -> .
% 299.74/300.42 7879[0:Res:417.2,11.0] || subclass(u,unordered_pair(v,w))*+ -> subclass(u,x) equal(not_subclass_element(u,x),w)* equal(not_subclass_element(u,x),v)*.
% 299.74/300.42 129959[2:Res:129781.0,4846.0] || -> equal(intersection(u,intersection(complement(u),v)),null_class)**.
% 299.74/300.42 129854[2:MRR:129824.1,6869.0] inductive(intersection(u,intersection(v,complement(u)))) || -> .
% 299.74/300.42 129832[2:Res:129679.0,4846.0] || -> equal(intersection(u,intersection(v,complement(u))),null_class)**.
% 299.74/300.42 13544[0:Res:9.1,936.2] || equal(u,cross_product(v,w))*+ member(x,w)* member(y,v)* -> member(ordered_pair(y,x),u)*.
% 299.74/300.42 111166[0:SpR:75578.0,73202.0] || -> subclass(intersection(intersection(u,v),w),intersection(w,v))*.
% 299.74/300.42 105012[4:SpR:31446.0,103788.0] || -> equal(union(u,union(u,u)),union(u,u))**.
% 299.74/300.42 102143[4:Res:9.1,71389.0] || equal(not_subclass_element(u,v),u)** -> subclass(u,v).
% 299.74/300.42 7840[0:Res:184.1,270.0] || -> equal(intersection(u,restrict(v,w,x)),null_class) member(regular(intersection(u,restrict(v,w,x))),cross_product(w,x))*.
% 299.74/300.42 99476[4:SpR:31446.0,95356.0] || -> subclass(intersection(intersection(u,union(v,v)),w),v)*.
% 299.74/300.42 99049[4:SpR:31446.0,95350.0] || -> subclass(intersection(u,intersection(union(v,v),w)),v)*.
% 299.74/300.42 98926[4:SpR:31446.0,95320.0] || -> subclass(intersection(u,intersection(v,union(w,w))),w)*.
% 299.74/300.42 98788[4:SpR:31446.0,95309.0] || -> subclass(intersection(intersection(union(u,u),v),w),u)*.
% 299.74/300.42 7827[0:Res:192.1,270.0] || -> equal(intersection(restrict(u,v,w),x),null_class) member(regular(intersection(restrict(u,v,w),x)),cross_product(v,w))*.
% 299.74/300.42 98757[4:SpL:31446.0,95299.0] || equal(union(u,u),v)*+ -> subclass(v,u)*.
% 299.74/300.42 128192[4:Res:54.1,92897.0] inductive(union(u,u)) || -> subclass(omega,u)*.
% 299.74/300.42 92897[4:SpR:71286.1,59544.0] || subclass(u,union(v,v))* -> subclass(u,v).
% 299.74/300.42 127895[0:Res:54.1,92874.0] inductive(intersection(u,v)) || -> subclass(omega,v)*.
% 299.74/300.42 102790[0:Rew:102293.0,9503.2] || member(u,universal_class) subclass(union(v,w),x)*+ -> member(u,complement(union(v,w)))* member(u,x)*.
% 299.74/300.42 92874[0:SpR:71286.1,59447.0] || subclass(u,intersection(v,w))* -> subclass(u,w).
% 299.74/300.42 126836[4:SpR:80005.0,124367.0] || -> subclass(regular(complement(symmetric_difference(u,v))),union(v,u))*.
% 299.74/300.42 126557[4:SpR:75578.0,123529.0] || -> subclass(union(null_class,intersection(u,intersection(v,w))),w)*.
% 299.74/300.42 126395[4:SpR:75578.0,123520.0] || -> subclass(intersection(u,union(null_class,intersection(v,w))),w)*.
% 299.74/300.42 12271[0:Rew:566.0,12232.0] || -> equal(symmetric_difference(cross_product(u,v),w),null_class) member(regular(symmetric_difference(cross_product(u,v),w)),complement(restrict(w,u,v)))*.
% 299.74/300.42 126220[4:SpR:75578.0,123491.0] || -> subclass(intersection(union(null_class,intersection(u,v)),w),v)*.
% 299.74/300.42 126047[4:SpR:75578.0,123479.0] || -> subclass(union(null_class,intersection(intersection(u,v),w)),v)*.
% 299.74/300.42 124367[4:Rew:108911.0,124246.0] || -> subclass(regular(complement(symmetric_difference(u,v))),union(u,v))*.
% 299.74/300.42 123909[4:SpR:31.0,123487.0] || -> subclass(complement(successor(complement(restrict(u,v,w)))),u)*.
% 299.74/300.42 12102[0:Rew:565.0,12066.0] || -> equal(symmetric_difference(u,cross_product(v,w)),null_class) member(regular(symmetric_difference(u,cross_product(v,w))),complement(restrict(u,v,w)))*.
% 299.74/300.42 123529[4:Res:60803.0,92873.0] || -> subclass(union(null_class,intersection(u,intersection(v,w))),v)*.
% 299.74/300.42 123520[4:Res:57812.0,92873.0] || -> subclass(intersection(u,union(null_class,intersection(v,w))),v)*.
% 299.74/300.42 123491[4:Res:59182.0,92873.0] || -> subclass(intersection(union(null_class,intersection(u,v)),w),u)*.
% 299.74/300.42 123479[4:Res:59213.0,92873.0] || -> subclass(union(null_class,intersection(intersection(u,v),w)),u)*.
% 299.74/300.42 31020[4:Rew:28759.0,29510.1] || member(not_subclass_element(union(null_class,intersection(u,v)),w),symmetric_difference(u,v))* -> subclass(union(null_class,intersection(u,v)),w).
% 299.74/300.42 125820[4:SpR:46.0,125277.0] || -> subclass(regular(successor(complement(successor(u)))),successor(u))*.
% 299.74/300.42 125277[4:SpR:80005.0,124550.0] || -> subclass(regular(union(complement(successor(u)),v)),successor(u))*.
% 299.74/300.42 125049[4:SpR:80005.0,124375.0] || -> subclass(regular(union(complement(successor(u)),v)),complement(v))*.
% 299.74/300.42 124551[4:Rew:103496.0,124457.0] || -> subclass(regular(union(complement(power_class(u)),v)),complement(v))*.
% 299.74/300.42 17834[4:Rew:17265.0,8441.2] || member(u,universal_class) subclass(domain_relation,restrict(v,w,x))*+ -> member(ordered_pair(u,cantor(u)),cross_product(w,x))*.
% 299.74/300.42 125528[4:SpR:46.0,125349.0] || -> subclass(regular(successor(complement(successor(null_class)))),singleton(null_class))*.
% 299.74/300.42 125349[4:SpR:80005.0,125303.0] || -> subclass(regular(union(complement(successor(null_class)),u)),singleton(null_class))*.
% 299.74/300.42 125485[4:SpL:46.0,125318.0] || equal(regular(successor(complement(successor(null_class)))),universal_class)** -> .
% 299.74/300.42 125318[4:SpL:80005.0,125302.0] || equal(regular(union(complement(successor(null_class)),u)),universal_class)** -> .
% 299.74/300.42 9808[0:Res:494.3,271.0] || member(u,universal_class) subclass(u,restrict(v,w,x))* -> equal(u,null_class) member(apply(choice,u),v).
% 299.74/300.42 125303[4:Res:124550.0,92912.0] || -> subclass(regular(union(u,complement(successor(null_class)))),singleton(null_class))*.
% 299.74/300.42 125302[4:Res:124550.0,93561.0] || equal(regular(union(u,complement(successor(null_class)))),universal_class)** -> .
% 299.74/300.42 124550[4:Rew:103496.0,124456.0] || -> subclass(regular(union(u,complement(successor(v)))),successor(v))*.
% 299.74/300.42 124549[4:Rew:103496.0,124455.0] || -> subclass(regular(union(u,complement(power_class(v)))),power_class(v))*.
% 299.74/300.42 9746[0:Res:530.3,271.0] function(u) || member(v,universal_class) subclass(universal_class,restrict(w,x,y))*+ -> member(image(u,v),w)*.
% 299.74/300.42 125117[4:SpR:46.0,124376.0] || -> subclass(regular(successor(complement(power_class(u)))),power_class(u))*.
% 299.74/300.42 124376[4:Rew:103496.0,124277.0] || -> subclass(regular(union(complement(power_class(u)),v)),power_class(u))*.
% 299.74/300.42 124375[4:Rew:103496.0,124276.0] || -> subclass(regular(union(u,complement(successor(v)))),complement(u))*.
% 299.74/300.42 124374[4:Rew:103496.0,124275.0] || -> subclass(regular(union(u,complement(power_class(v)))),complement(u))*.
% 299.74/300.42 103450[0:Rew:102293.0,48031.0] || -> equal(complement(intersection(union(u,v),power_class(complement(power_class(w))))),union(complement(union(u,v)),image(element_relation,power_class(w))))**.
% 299.74/300.42 124223[4:SpR:75578.0,123484.0] || -> subclass(regular(union(null_class,complement(intersection(u,v)))),v)*.
% 299.74/300.42 123484[4:Res:106506.0,92873.0] || -> subclass(regular(union(null_class,complement(intersection(u,v)))),u)*.
% 299.74/300.42 123906[4:SpR:75578.0,123487.0] || -> subclass(complement(successor(complement(intersection(u,v)))),v)*.
% 299.74/300.42 123487[4:Res:95322.0,92873.0] || -> subclass(complement(successor(complement(intersection(u,v)))),u)*.
% 299.74/300.42 103320[0:Rew:102293.0,48026.0] || -> equal(complement(intersection(power_class(complement(union(u,v))),power_class(w))),union(image(element_relation,union(u,v)),complement(power_class(w))))**.
% 299.74/300.42 123462[0:Res:54.1,92873.0] inductive(intersection(u,v)) || -> subclass(omega,u)*.
% 299.74/300.42 92873[0:SpR:71286.1,59078.0] || subclass(u,intersection(v,w))* -> subclass(u,v).
% 299.74/300.42 122996[4:SpL:31446.0,122883.0] || equal(union(u,u),null_class)** -> equal(u,null_class).
% 299.74/300.42 122982[4:SpL:80005.0,122883.0] || equal(union(u,null_class),null_class)** -> equal(u,null_class).
% 299.74/300.42 103074[0:Rew:102293.0,48278.0] || -> equal(complement(intersection(power_class(complement(power_class(u))),union(v,w))),union(image(element_relation,power_class(u)),complement(union(v,w))))**.
% 299.74/300.42 122883[4:Rew:28759.0,122868.0] || equal(union(null_class,u),null_class)** -> equal(u,null_class).
% 299.74/300.42 122979[6:Obv:122975.1] || equal(successor(omega),null_class)** -> .
% 299.74/300.42 122974[6:SoR:122882.0,60246.1] || equal(complement(omega),universal_class)** -> .
% 299.74/300.42 122882[6:MRR:122867.1,49704.0] inductive(complement(omega)) || -> .
% 299.74/300.42 122349[0:SpR:92837.1,33407.0] || subclass(u,complement(u))* -> equal(u,null_class).
% 299.74/300.42 122817[6:Res:92205.1,122526.0] || subclass(singleton(null_class),singleton(singleton(null_class)))* -> .
% 299.74/300.42 122526[6:MRR:122425.1,32172.0] || subclass(successor(null_class),singleton(singleton(null_class)))* -> .
% 299.74/300.42 122525[4:MRR:122416.1,6053.0] || subclass(singleton(null_class),complement(successor(null_class)))* -> .
% 299.74/300.42 92837[0:SpR:71286.1,75578.0] || subclass(u,v) -> equal(intersection(u,v),u)**.
% 299.74/300.42 92692[0:SpR:80005.0,60748.0] || -> subclass(intersection(symmetric_difference(u,v),w),union(v,u))*.
% 299.74/300.42 92199[4:SpR:42086.0,58588.1] || subclass(u,v) -> subclass(union(u,u),v)*.
% 299.74/300.42 91863[0:SpR:80005.0,58323.0] || -> subclass(intersection(u,symmetric_difference(v,w)),union(w,v))*.
% 299.74/300.42 121526[4:Rew:120884.1,121391.1] || equal(intersection(u,v),universal_class)** -> equal(u,v).
% 299.74/300.42 90468[0:MRR:90430.0,6581.0] || -> equal(intersection(u,intersection(v,u)),intersection(v,u))**.
% 299.74/300.42 90326[0:MRR:90296.0,6581.0] || -> equal(intersection(u,intersection(u,v)),intersection(u,v))**.
% 299.74/300.42 73515[0:Obv:73486.0] || -> subclass(intersection(u,intersection(v,w)),intersection(w,u))*.
% 299.74/300.42 73512[0:Obv:73483.0] || -> subclass(intersection(u,intersection(v,w)),intersection(v,u))*.
% 299.74/300.42 118098[4:SpR:117109.1,59447.0] || equal(intersection(u,v),universal_class)**+ -> subclass(w,v)*.
% 299.74/300.42 118097[4:SpR:117109.1,59078.0] || equal(intersection(u,v),universal_class)**+ -> subclass(w,u)*.
% 299.74/300.42 119490[4:Obv:119489.0] || -> equal(symmetric_difference(u,singleton(u)),successor(u))**.
% 299.74/300.42 117951[4:MRR:117856.1,7774.0] || equal(u,universal_class) -> equal(intersection(v,u),v)**.
% 299.74/300.42 102945[0:Rew:102293.0,48474.0] || -> equal(complement(intersection(power_class(u),power_class(complement(union(v,w))))),union(complement(power_class(u)),image(element_relation,union(v,w))))**.
% 299.74/300.42 117240[4:SpR:75578.0,114727.0] || -> subclass(intersection(u,union(v,null_class)),intersection(u,v))*.
% 299.74/300.42 117109[4:MRR:117019.1,6581.0] || equal(u,universal_class) -> equal(intersection(u,v),v)**.
% 299.74/300.42 114952[4:SpR:75578.0,114571.0] || -> subclass(intersection(u,union(null_class,v)),intersection(u,v))*.
% 299.74/300.42 102489[0:Rew:102293.0,12072.0] || -> equal(union(restrict(u,v,w),complement(union(u,cross_product(v,w)))),complement(symmetric_difference(u,cross_product(v,w))))**.
% 299.74/300.42 114791[4:SpR:75578.0,111680.0] || -> subclass(intersection(u,union(v,null_class)),intersection(v,u))*.
% 299.74/300.42 114727[4:SpR:75578.0,111680.0] || -> subclass(intersection(union(u,null_class),v),intersection(v,u))*.
% 299.74/300.42 114646[4:SpR:75578.0,111679.0] || -> subclass(intersection(u,union(null_class,v)),intersection(v,u))*.
% 299.74/300.42 102469[0:Rew:102293.0,12238.0] || -> equal(union(restrict(u,v,w),complement(union(cross_product(v,w),u))),complement(symmetric_difference(cross_product(v,w),u)))**.
% 299.74/300.42 115359[4:MRR:115332.1,6869.0] inductive(intersection(u,union(null_class,complement(u)))) || -> .
% 299.74/300.42 115354[4:Rew:10128.0,115346.0] || -> equal(symmetric_difference(u,union(null_class,complement(u))),universal_class)**.
% 299.74/300.42 115340[4:Res:114988.0,4846.0] || -> equal(intersection(u,union(null_class,complement(u))),null_class)**.
% 299.74/300.42 115442[4:Rew:10128.0,115435.0] || -> equal(symmetric_difference(singleton(null_class),complement(successor(null_class))),universal_class)**.
% 299.74/300.42 104178[0:Rew:102293.0,102633.0] || -> equal(union(complement(union(u,v)),complement(union(w,x))),complement(intersection(union(u,v),union(w,x))))**.
% 299.74/300.42 115595[4:MRR:115506.1,68556.0] || subclass(complement(successor(null_class)),singleton(null_class))* -> .
% 299.74/300.42 115433[4:Res:115313.0,4846.0] || -> equal(intersection(singleton(null_class),complement(successor(null_class))),null_class)**.
% 299.74/300.42 102308[0:Rew:102293.0,8668.1] || member(u,intersection(union(v,w),complement(x)))* member(u,union(complement(union(v,w)),x)) -> .
% 299.74/300.42 114571[4:SpR:75578.0,111679.0] || -> subclass(intersection(union(null_class,u),v),intersection(v,u))*.
% 299.74/300.42 111680[4:SpR:77752.0,73203.0] || -> subclass(intersection(union(u,null_class),v),intersection(u,v))*.
% 299.74/300.42 111679[4:SpR:39356.0,73203.0] || -> subclass(intersection(union(null_class,u),v),intersection(u,v))*.
% 299.74/300.42 113763[4:Res:112620.1,4846.0] || -> member(null_class,u) equal(intersection(u,successor(null_class)),null_class)**.
% 299.74/300.42 102294[0:Rew:102293.0,8658.1] || member(u,intersection(complement(v),union(w,x)))* member(u,union(v,complement(union(w,x)))) -> .
% 299.74/300.42 112653[4:Res:111781.1,4846.0] || -> member(null_class,u) equal(intersection(successor(null_class),u),null_class)**.
% 299.74/300.42 112569[4:SpR:75578.0,111774.0] || -> subclass(intersection(u,successor(null_class)),intersection(u,singleton(null_class)))*.
% 299.74/300.42 111796[4:SpR:75578.0,111688.0] || -> subclass(intersection(u,successor(null_class)),intersection(singleton(null_class),u))*.
% 299.74/300.42 102303[0:Rew:102293.0,7971.2] || member(u,universal_class) -> member(u,image(element_relation,union(v,w)))* member(u,power_class(complement(union(v,w)))).
% 299.74/300.42 113424[6:SpR:112755.0,106.0] || -> equal(single_valued3(successor(null_class)),single_valued1(xf))**.
% 299.74/300.42 112755[6:Rew:5261.0,112724.0] || -> equal(domain__dfg(successor(null_class),u,v),single_valued1(xf))**.
% 299.74/300.42 112754[6:Rew:5282.0,112723.0] || -> equal(range__dfg(successor(null_class),u,v),single_valued2(xf))**.
% 299.74/300.42 113169[6:SpR:112707.0,71.0] || -> equal(apply(successor(null_class),u),sum_class(range_of(null_class)))**.
% 299.74/300.42 102309[0:Rew:102293.0,9215.1] || member(u,symmetric_difference(union(v,w),complement(x)))* -> member(u,union(complement(union(v,w)),x)).
% 299.74/300.42 112707[6:SpR:112682.0,45.0] || -> equal(image(successor(null_class),u),range_of(null_class))**.
% 299.74/300.42 113006[6:Res:50.1,112756.0] inductive(cantor(successor(null_class))) || -> .
% 299.74/300.42 112982[6:Res:69.1,112756.0] || -> equal(cantor(successor(null_class)),null_class)**.
% 299.74/300.42 102295[0:Rew:102293.0,9290.1] || member(u,symmetric_difference(complement(v),union(w,x)))* -> member(u,union(v,complement(union(w,x)))).
% 299.74/300.42 112682[6:Res:112659.0,4846.0] || -> equal(restrict(successor(null_class),u,v),null_class)**.
% 299.74/300.42 111774[4:SpR:75578.0,111688.0] || -> subclass(intersection(successor(null_class),u),intersection(u,singleton(null_class)))*.
% 299.74/300.42 102317[0:Rew:102293.0,3106.0] || member(not_subclass_element(union(u,v),w),complement(union(u,v)))* -> subclass(union(u,v),w).
% 299.74/300.42 111877[4:MRR:111862.1,6869.0] inductive(intersection(successor(null_class),singleton(singleton(null_class)))) || -> .
% 299.74/300.42 111870[4:Res:111793.0,4846.0] || -> equal(intersection(successor(null_class),singleton(singleton(null_class))),null_class)**.
% 299.74/300.42 112171[4:Res:406.1,111893.0] || subclass(universal_class,successor(null_class))* -> .
% 299.74/300.42 111893[4:Res:1266.1,111878.0] || member(singleton(null_class),successor(null_class))* -> .
% 299.74/300.42 102316[0:Rew:102293.0,48025.0] || -> equal(union(complement(union(u,v)),complement(power_class(w))),complement(intersection(union(u,v),power_class(w))))**.
% 299.74/300.42 111878[4:MRR:111854.1,46997.0] || subclass(singleton(singleton(null_class)),successor(null_class))* -> .
% 299.74/300.42 111688[4:SpR:40206.0,73203.0] || -> subclass(intersection(successor(null_class),u),intersection(singleton(null_class),u))*.
% 299.74/300.42 73203[0:Obv:73169.0] || -> subclass(intersection(intersection(u,v),w),intersection(u,w))*.
% 299.74/300.42 102305[0:Rew:102293.0,48473.0] || -> equal(union(complement(power_class(u)),complement(union(v,w))),complement(intersection(power_class(u),union(v,w))))**.
% 299.74/300.42 73202[0:Obv:73167.0] || -> subclass(intersection(intersection(u,v),w),intersection(v,w))*.
% 299.74/300.42 110385[4:SpR:80566.0,109034.0] || -> subclass(regular(complement(symmetric_difference(u,v))),symmetric_difference(u,v))*.
% 299.74/300.42 110094[4:Rew:103496.0,109818.0] || -> subclass(regular(union(u,v)),complement(union(v,u)))*.
% 299.74/300.42 109995[4:SpL:106411.0,47766.0] || equal(complement(union(u,v)),union(v,u))** -> .
% 299.74/300.42 102304[0:Rew:102293.0,6171.1] || member(u,image(element_relation,union(v,w)))* member(u,power_class(complement(union(v,w)))) -> .
% 299.74/300.42 109837[4:SpR:106411.0,104084.0] || -> subclass(regular(complement(union(u,v))),union(v,u))*.
% 299.74/300.42 109034[4:Rew:108911.0,107288.0] || -> subclass(regular(complement(symmetric_difference(u,v))),symmetric_difference(v,u))*.
% 299.74/300.42 107482[4:SpR:103496.0,107357.0] || -> subclass(regular(union(u,v)),complement(union(u,v)))*.
% 299.74/300.42 106411[0:MRR:106324.0,102457.0] || -> equal(complement(union(u,v)),complement(union(v,u)))*.
% 299.74/300.42 102315[0:Rew:102293.0,259.0] || member(regular(union(u,v)),complement(union(u,v)))* -> equal(union(u,v),null_class).
% 299.74/300.42 107527[4:Rew:103496.0,107460.0] || -> subclass(regular(union(u,u)),union(null_class,complement(u)))*.
% 299.74/300.42 107477[9:SpR:75747.1,107357.0] function(u) || -> subclass(regular(successor(u)),complement(u))*.
% 299.74/300.42 106491[4:SpR:36664.0,104084.0] || -> subclass(regular(union(null_class,complement(u))),union(u,u))*.
% 299.74/300.42 107529[4:Rew:103496.0,107462.0] || -> subclass(regular(union(null_class,u)),union(null_class,complement(u)))*.
% 299.74/300.42 102314[0:Rew:102293.0,9310.0] || -> equal(union(intersection(u,v),complement(union(u,v))),complement(symmetric_difference(u,v)))**.
% 299.74/300.42 107528[4:Rew:103496.0,107461.0] || -> subclass(regular(union(u,null_class)),union(null_class,complement(u)))*.
% 299.74/300.42 107302[4:SpR:46231.1,106506.0] || subclass(complement(u),null_class)* -> subclass(regular(null_class),u).
% 299.74/300.42 106493[4:SpR:29733.0,104084.0] || -> subclass(regular(union(null_class,complement(u))),union(null_class,u))*.
% 299.74/300.42 106492[4:SpR:74143.0,104084.0] || -> subclass(regular(union(null_class,complement(u))),union(u,null_class))*.
% 299.74/300.42 103948[0:Rew:46.0,102296.0] || -> equal(complement(intersection(complement(u),successor(v))),union(u,complement(successor(v))))**.
% 299.74/300.42 108052[4:SpR:36660.0,106733.0] || -> equal(union(singleton(null_class),complement(successor(null_class))),universal_class)**.
% 299.74/300.42 106733[4:Rew:29733.0,106672.0,10128.0,106672.0] || -> equal(union(u,union(null_class,complement(u))),universal_class)**.
% 299.74/300.42 107480[4:SpR:31446.0,107357.0] || -> subclass(regular(union(u,u)),complement(u))*.
% 299.74/300.42 107467[4:SpR:80005.0,107357.0] || -> subclass(regular(union(u,null_class)),complement(u))*.
% 299.74/300.42 103871[0:Rew:46.0,102298.0] || -> equal(complement(image(element_relation,successor(u))),power_class(complement(successor(u))))**.
% 299.74/300.42 107357[4:Rew:103496.0,107286.0] || -> subclass(regular(union(null_class,u)),complement(u))*.
% 299.74/300.42 106521[4:Rew:105197.0,106448.0,28759.0,106448.0] || -> subclass(regular(successor(u)),complement(successor(u)))*.
% 299.74/300.42 106520[4:Rew:48542.0,106447.0,28759.0,106447.0] || -> subclass(regular(power_class(u)),complement(power_class(u)))*.
% 299.74/300.42 106506[4:Rew:29733.0,106502.0] || -> subclass(regular(union(null_class,complement(u))),u)*.
% 299.74/300.42 102312[0:Rew:102293.0,250.0] || -> equal(complement(intersection(union(u,v),complement(w))),union(complement(union(u,v)),w))**.
% 299.74/300.42 106427[4:SpR:48542.0,104084.0] || -> subclass(regular(complement(power_class(u))),power_class(u))*.
% 299.74/300.42 106883[4:Res:106412.0,92912.0] || -> subclass(regular(complement(successor(null_class))),singleton(null_class))*.
% 299.74/300.42 106882[4:Res:106412.0,93561.0] || equal(regular(complement(successor(null_class))),universal_class)** -> .
% 299.74/300.42 106412[4:SpR:46.0,104084.0] || -> subclass(regular(complement(successor(u))),successor(u))*.
% 299.74/300.42 102302[0:Rew:102293.0,251.0] || -> equal(complement(intersection(complement(u),union(v,w))),union(u,complement(union(v,w))))**.
% 299.74/300.42 104084[4:MRR:104083.1,90947.0] || -> subclass(regular(complement(union(u,v))),union(u,v))*.
% 299.74/300.42 102457[0:Rew:102293.0,79740.0] || -> subclass(complement(union(u,v)),complement(union(v,u)))*.
% 299.74/300.42 105510[4:SpL:105197.0,91204.0] || equal(successor(u),null_class) -> subclass(successor(u),v)*.
% 299.74/300.42 105001[4:SpR:80005.0,103788.0] || -> equal(union(u,union(u,null_class)),union(u,null_class))**.
% 299.74/300.42 102311[0:Rew:102293.0,249.0] || -> equal(complement(image(element_relation,union(u,v))),power_class(complement(union(u,v))))**.
% 299.74/300.42 105469[4:SpR:105197.0,29733.0] || -> equal(union(null_class,complement(successor(u))),complement(successor(u)))**.
% 299.74/300.42 105000[4:SpR:46.0,103788.0] || -> equal(union(singleton(null_class),successor(null_class)),successor(null_class))**.
% 299.74/300.42 105197[4:SpR:46.0,103496.0] || -> equal(union(null_class,successor(u)),successor(u))**.
% 299.74/300.42 105122[9:Obv:105121.1] single_valued_class(union(null_class,null_class)) || -> .
% 299.74/300.42 103496[4:Rew:28759.0,102310.0] || -> equal(union(null_class,union(u,v)),union(u,v))**.
% 299.74/300.42 105118[9:SoR:105083.0,74.1] one_to_one(union(null_class,null_class)) || -> .
% 299.74/300.42 105083[9:MRR:105082.1,32172.0] function(union(null_class,null_class)) || -> .
% 299.74/300.42 103788[4:Rew:103496.0,42147.0] || -> equal(union(u,union(null_class,u)),union(null_class,u))**.
% 299.74/300.42 103878[4:Rew:103871.0,28955.0] || -> equal(power_class(complement(successor(null_class))),power_class(complement(singleton(null_class))))**.
% 299.74/300.42 102140[4:Res:54.1,71389.0] inductive(not_subclass_element(omega,u)) || -> subclass(omega,u)*.
% 299.74/300.42 71389[4:MRR:71388.2,56120.0] || subclass(u,not_subclass_element(u,v))* -> subclass(u,v).
% 299.74/300.42 98390[4:Res:59447.0,92900.0] || -> subclass(intersection(intersection(u,union(v,null_class)),w),v)*.
% 299.74/300.42 98382[4:Res:57711.0,92900.0] || -> subclass(intersection(u,intersection(union(v,null_class),w)),v)*.
% 299.74/300.42 98348[4:Res:58246.0,92900.0] || -> subclass(intersection(u,intersection(v,union(w,null_class))),w)*.
% 299.74/300.42 98337[4:Res:59078.0,92900.0] || -> subclass(intersection(intersection(union(u,null_class),v),w),u)*.
% 299.74/300.42 98327[4:Res:9.1,92900.0] || equal(union(u,null_class),v)*+ -> subclass(v,u)*.
% 299.74/300.42 96964[4:SpR:31446.0,95358.0] || -> subclass(union(null_class,intersection(u,union(v,v))),v)*.
% 299.74/300.42 100072[6:MRR:64215.1,100046.0] || member(singleton(singleton(singleton(singleton(singleton(null_class))))),composition_function)* -> .
% 299.74/300.42 100713[6:Res:1266.1,100069.0] || member(null_class,restrict(u,v,w))* -> .
% 299.74/300.42 100069[6:MRR:92320.1,100039.0] || subclass(singleton(null_class),restrict(u,v,w))* -> .
% 299.74/300.42 100068[6:MRR:52239.1,100039.0] || equal(complement(restrict(u,v,w)),null_class)** -> .
% 299.74/300.42 100067[6:MRR:32815.1,100039.0] || equal(restrict(u,v,w),successor(null_class))** -> .
% 299.74/300.42 100066[6:MRR:32660.1,100039.0] || equal(restrict(u,v,w),singleton(null_class))** -> .
% 299.74/300.42 100061[6:MRR:60353.2,100039.0] one_to_one(u) || equal(inverse(u),universal_class)** -> .
% 299.74/300.42 830[0:Res:405.1,20.0] || subclass(universal_class,cross_product(u,v))*+ -> equal(ordered_pair(first(unordered_pair(w,x)),second(unordered_pair(w,x))),unordered_pair(w,x))**.
% 299.74/300.42 100514[6:Res:90947.1,100506.0] || equal(complement(rotate(composition_function)),null_class)** -> .
% 299.74/300.42 100516[6:Res:9.1,100506.0] || equal(rotate(composition_function),domain_relation)** -> .
% 299.74/300.42 100506[6:Res:17398.1,100071.0] || subclass(domain_relation,rotate(composition_function))* -> .
% 299.74/300.42 100071[6:MRR:19299.1,100046.0] || member(ordered_pair(u,singleton(singleton(null_class))),composition_function)* -> .
% 299.74/300.42 17679[4:Rew:17265.0,10088.3] || member(u,universal_class) member(v,cross_product(singleton(u),universal_class))*+ member(v,w)* -> member(u,cantor(w))*.
% 299.74/300.42 100064[6:MRR:1130.1,100039.0] || equal(restrict(u,v,w),universal_class)** -> .
% 299.74/300.42 100060[6:MRR:60354.2,100039.0] one_to_one(u) || equal(u,universal_class)* -> .
% 299.74/300.42 100055[6:MRR:22808.2,100039.0] function(u) || equal(u,universal_class)* -> .
% 299.74/300.42 100070[6:MRR:19278.1,100046.0] || member(singleton(singleton(null_class)),compose_class(u))* -> .
% 299.74/300.42 17400[4:Rew:17265.0,8225.1] || member(u,universal_class) -> member(u,cantor(cross_product(v,w))) equal(restrict(cross_product(singleton(u),universal_class),v,w),null_class)**.
% 299.74/300.42 100065[6:MRR:7685.1,100039.0] inductive(restrict(u,v,w)) || -> .
% 299.74/300.42 100046[6:MRR:22807.1,100039.0] || equal(compose(u,v),universal_class)** -> .
% 299.74/300.42 100039[6:Res:1266.1,100005.0] || member(null_class,cross_product(u,v))* -> .
% 299.74/300.42 100063[6:MRR:22813.1,100039.0] || equal(rotate(u),universal_class)** -> .
% 299.74/300.42 100062[6:MRR:22812.1,100039.0] || equal(flip(u),universal_class)** -> .
% 299.74/300.42 100106[8:SoR:100059.0,74.1] one_to_one(complement(power_class(null_class))) || -> .
% 299.74/300.42 100103[7:SoR:100058.0,74.1] one_to_one(complement(power_class(universal_class))) || -> .
% 299.74/300.42 100098[8:SoR:100057.0,74.1] one_to_one(image(element_relation,universal_class)) || -> .
% 299.74/300.42 100045[6:MRR:1024.2,100039.0] function(u) inductive(u) || -> .
% 299.74/300.42 100092[7:SoR:100056.0,74.1] one_to_one(image(element_relation,null_class)) || -> .
% 299.74/300.42 100059[8:MRR:55991.1,100039.0] function(complement(power_class(null_class))) || -> .
% 299.74/300.42 100058[7:MRR:55836.1,100039.0] function(complement(power_class(universal_class))) || -> .
% 299.74/300.42 100057[8:MRR:37926.1,100039.0] function(image(element_relation,universal_class)) || -> .
% 299.74/300.42 100044[6:MRR:1023.1,100039.0] inductive(compose(u,v)) || -> .
% 299.74/300.42 100056[7:MRR:37823.1,100039.0] function(image(element_relation,null_class)) || -> .
% 299.74/300.42 100054[6:MRR:1028.1,100039.0] inductive(rotate(u)) || -> .
% 299.74/300.42 100053[6:MRR:1027.1,100039.0] inductive(flip(u)) || -> .
% 299.74/300.42 100050[6:MRR:36446.1,100039.0] one_to_one(complement(subset_relation)) || -> .
% 299.74/300.42 100043[6:MRR:1022.1,100039.0] inductive(compose_class(u)) || -> .
% 299.74/300.42 100049[6:MRR:33358.1,100039.0] one_to_one(successor(null_class)) || -> .
% 299.74/300.42 100048[6:MRR:32756.1,100039.0] function(complement(subset_relation)) || -> .
% 299.74/300.42 100047[6:MRR:32643.1,100039.0] function(successor(null_class)) || -> .
% 299.74/300.42 100052[6:MRR:1026.1,100039.0] inductive(composition_function) || -> .
% 299.74/300.42 100051[6:MRR:1025.1,100039.0] inductive(application_function) || -> .
% 299.74/300.42 100042[6:MRR:1021.1,100039.0] inductive(element_relation) || -> .
% 299.74/300.42 100041[6:MRR:1020.1,100039.0] inductive(successor_relation) || -> .
% 299.74/300.42 100040[6:MRR:1019.1,100039.0] inductive(domain_relation) || -> .
% 299.74/300.42 100005[6:MRR:100004.1,100004.2,32172.0,23545.0] || subclass(singleton(null_class),cross_product(u,v))* -> .
% 299.74/300.42 3486[0:Res:415.2,20.0] || subclass(u,cross_product(v,w))*+ -> equal(u,null_class) equal(ordered_pair(first(regular(u)),second(regular(u))),regular(u))**.
% 299.74/300.42 96629[4:SpR:31446.0,95315.0] || -> subclass(union(null_class,intersection(union(u,u),v)),u)*.
% 299.74/300.42 96448[4:SpL:31446.0,95298.0] || equal(union(u,u),universal_class)**+ -> subclass(v,u)*.
% 299.74/300.42 95356[4:Res:59447.0,92894.0] || -> subclass(intersection(intersection(u,union(null_class,v)),w),v)*.
% 299.74/300.42 48874[0:Rew:47963.0,48195.0] || -> equal(complement(intersection(power_class(u),union(complement(power_class(v)),w))),union(complement(power_class(u)),intersection(power_class(v),complement(w))))**.
% 299.74/300.42 95350[4:Res:57711.0,92894.0] || -> subclass(intersection(u,intersection(union(null_class,v),w)),v)*.
% 299.74/300.42 95320[4:Res:58246.0,92894.0] || -> subclass(intersection(u,intersection(v,union(null_class,w))),w)*.
% 299.74/300.42 95309[4:Res:59078.0,92894.0] || -> subclass(intersection(intersection(union(null_class,u),v),w),u)*.
% 299.74/300.42 95299[4:Res:9.1,92894.0] || equal(union(null_class,u),v)*+ -> subclass(v,u)*.
% 299.74/300.42 48872[0:Rew:47963.0,48028.0] || -> equal(complement(intersection(union(complement(power_class(u)),v),power_class(w))),union(intersection(power_class(u),complement(v)),complement(power_class(w))))**.
% 299.74/300.42 98324[4:Res:54.1,92900.0] inductive(union(u,null_class)) || -> subclass(omega,u)*.
% 299.74/300.42 92900[4:SpR:71286.1,77756.0] || subclass(u,union(v,null_class))* -> subclass(u,v).
% 299.74/300.42 96952[4:SpR:80005.0,95358.0] || -> subclass(union(null_class,intersection(u,union(v,null_class))),v)*.
% 299.74/300.42 48871[0:Rew:47963.0,48027.0] || -> equal(complement(intersection(union(u,complement(power_class(v))),power_class(w))),union(intersection(complement(u),power_class(v)),complement(power_class(w))))**.
% 299.74/300.42 96617[4:SpR:80005.0,95315.0] || -> subclass(union(null_class,intersection(union(u,null_class),v)),u)*.
% 299.74/300.42 96436[4:SpL:80005.0,95298.0] || equal(union(u,null_class),universal_class)**+ -> subclass(v,u)*.
% 299.74/300.42 48870[0:Rew:47963.0,48006.0] || -> equal(complement(intersection(power_class(u),union(v,complement(power_class(w))))),union(complement(power_class(u)),intersection(complement(v),power_class(w))))**.
% 299.74/300.42 95358[4:Res:60803.0,92894.0] || -> subclass(union(null_class,intersection(u,union(null_class,v))),v)*.
% 299.74/300.42 95315[4:Res:59213.0,92894.0] || -> subclass(union(null_class,intersection(union(null_class,u),v)),u)*.
% 299.74/300.42 48062[0:Rew:47963.0,8664.0] || member(u,intersection(power_class(complement(power_class(v))),complement(w)))* member(u,union(image(element_relation,power_class(v)),w)) -> .
% 299.74/300.42 95298[4:Res:59276.1,92894.0] || equal(union(null_class,u),universal_class)**+ -> subclass(v,u)*.
% 299.74/300.42 95433[4:Res:95322.0,414.1] inductive(complement(successor(complement(u)))) || -> member(null_class,u)*.
% 299.74/300.42 95426[4:SpR:47746.1,95322.0] || equal(successor(complement(u)),null_class)** -> subclass(universal_class,u).
% 299.74/300.42 48030[0:Rew:47963.0,8654.0] || member(u,intersection(complement(v),power_class(complement(power_class(w)))))* member(u,union(v,image(element_relation,power_class(w)))) -> .
% 299.74/300.42 95600[4:SpR:31446.0,95412.0] || -> subclass(complement(successor(union(u,u))),complement(u))*.
% 299.74/300.42 95588[4:SpR:80005.0,95412.0] || -> subclass(complement(successor(union(u,null_class))),complement(u))*.
% 299.74/300.42 95477[4:Rew:29733.0,95464.0] || -> subclass(complement(successor(union(null_class,complement(u)))),u)*.
% 299.74/300.42 17822[4:Rew:17265.0,8451.2] || member(u,universal_class) subclass(domain_relation,regular(v)) member(ordered_pair(u,cantor(u)),v)* -> equal(v,null_class).
% 299.74/300.42 95665[6:MRR:95661.1,84975.0] inductive(complement(successor(successor(null_class)))) || -> .
% 299.74/300.42 95587[4:SpR:46.0,95412.0] || -> subclass(complement(successor(successor(null_class))),complement(singleton(null_class)))*.
% 299.74/300.42 95412[4:SpR:28759.0,95322.0] || -> subclass(complement(successor(union(null_class,u))),complement(u))*.
% 299.74/300.42 95296[4:Res:54.1,92894.0] inductive(union(null_class,u)) || -> subclass(omega,u)*.
% 299.74/300.42 14010[0:Res:1040.2,22.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class))*+ subclass(composition_function,element_relation) -> member(u,ordered_pair(v,compose(u,v)))*.
% 299.74/300.42 95507[4:Obv:95503.1] || equal(successor(successor(complement(successor(null_class)))),null_class)** -> .
% 299.74/300.42 95463[4:Res:95322.0,92912.0] || -> subclass(complement(successor(complement(successor(null_class)))),singleton(null_class))*.
% 299.74/300.42 95506[4:Obv:95504.1] || equal(successor(complement(successor(null_class))),null_class)** -> .
% 299.74/300.42 95462[4:Res:95322.0,93561.0] || equal(complement(successor(complement(successor(null_class)))),universal_class)** -> .
% 299.74/300.42 9134[0:Rew:42.0,9124.1] || member(single_valued1(u),universal_class) -> member(single_valued1(u),range_of(u)) equal(domain__dfg(u,range_of(null_class),single_valued2(u)),single_valued3(u))**.
% 299.74/300.42 95322[4:Res:59958.0,92894.0] || -> subclass(complement(successor(complement(u))),u)*.
% 299.74/300.42 92894[4:SpR:71286.1,59182.0] || subclass(u,union(null_class,v))* -> subclass(u,v).
% 299.74/300.42 94514[4:Res:59447.0,93561.0] || equal(intersection(intersection(u,successor(null_class)),v),universal_class)** -> .
% 299.74/300.42 94508[4:Res:57711.0,93561.0] || equal(intersection(u,intersection(successor(null_class),v)),universal_class)** -> .
% 299.74/300.42 5956[0:SpR:45.0,236.1] || member(inverse(restrict(u,v,universal_class)),universal_class) -> member(ordered_pair(inverse(restrict(u,v,universal_class)),image(u,v)),domain_relation)*.
% 299.74/300.42 94494[4:Res:58246.0,93561.0] || equal(intersection(u,intersection(v,successor(null_class))),universal_class)** -> .
% 299.74/300.42 94483[4:Res:59078.0,93561.0] || equal(intersection(intersection(successor(null_class),u),v),universal_class)** -> .
% 299.74/300.42 94473[4:Res:9.1,93561.0] || equal(successor(null_class),u)* equal(u,universal_class) -> .
% 299.74/300.42 94932[4:SpR:39356.0,94880.0] || -> subclass(union(null_class,complement(compose(element_relation,universal_class))),complement(element_relation))*.
% 299.74/300.42 10709[4:Rew:10111.0,10207.1] || member(not_subclass_element(intersection(complement(compose(element_relation,universal_class)),u),v),element_relation)* -> subclass(intersection(complement(compose(element_relation,universal_class)),u),v).
% 299.74/300.42 94880[4:SpR:75578.0,94803.0] || -> subclass(intersection(complement(compose(element_relation,universal_class)),u),complement(element_relation))*.
% 299.74/300.42 94803[4:Obv:94788.0] || -> subclass(intersection(u,complement(compose(element_relation,universal_class))),complement(element_relation))*.
% 299.74/300.42 94516[4:Res:60803.0,93561.0] || equal(union(null_class,intersection(u,successor(null_class))),universal_class)** -> .
% 299.74/300.42 10708[4:Rew:10111.0,10205.1] || member(not_subclass_element(intersection(u,complement(compose(element_relation,universal_class))),v),element_relation)* -> subclass(intersection(u,complement(compose(element_relation,universal_class))),v).
% 299.74/300.42 94489[4:Res:59213.0,93561.0] || equal(union(null_class,intersection(successor(null_class),u)),universal_class)** -> .
% 299.74/300.42 94496[4:Res:61595.0,93561.0] || equal(complement(successor(complement(singleton(null_class)))),universal_class)** -> .
% 299.74/300.42 7760[0:Res:194.1,271.0] || -> subclass(intersection(restrict(u,v,w),x),y) member(not_subclass_element(intersection(restrict(u,v,w),x),y),u)*.
% 299.74/300.42 93561[4:SpL:71286.1,93541.0] || subclass(u,successor(null_class))* equal(u,universal_class) -> .
% 299.74/300.42 93387[4:Res:59447.0,92912.0] || -> subclass(intersection(intersection(u,successor(null_class)),v),singleton(null_class))*.
% 299.74/300.42 93381[4:Res:57711.0,92912.0] || -> subclass(intersection(u,intersection(successor(null_class),v)),singleton(null_class))*.
% 299.74/300.42 93367[4:Res:58246.0,92912.0] || -> subclass(intersection(u,intersection(v,successor(null_class))),singleton(null_class))*.
% 299.74/300.42 6567[0:Res:186.1,271.0] || -> subclass(intersection(u,restrict(v,w,x)),y) member(not_subclass_element(intersection(u,restrict(v,w,x)),y),v)*.
% 299.74/300.42 93356[4:Res:59078.0,92912.0] || -> subclass(intersection(intersection(successor(null_class),u),v),singleton(null_class))*.
% 299.74/300.42 94092[4:MRR:94085.1,23545.0] || equal(successor(null_class),domain_relation)** -> .
% 299.74/300.42 93346[4:Res:9.1,92912.0] || equal(successor(null_class),u) -> subclass(u,singleton(null_class))*.
% 299.74/300.42 93389[4:Res:60803.0,92912.0] || -> subclass(union(null_class,intersection(u,successor(null_class))),singleton(null_class))*.
% 299.74/300.42 7766[0:Res:194.1,574.0] || -> subclass(intersection(symmetric_difference(u,v),w),x) member(not_subclass_element(intersection(symmetric_difference(u,v),w),x),union(u,v))*.
% 299.74/300.42 93546[4:SpL:75578.0,93541.0] || equal(intersection(u,successor(null_class)),universal_class)** -> .
% 299.74/300.42 6573[0:Res:186.1,574.0] || -> subclass(intersection(u,symmetric_difference(v,w)),x) member(not_subclass_element(intersection(u,symmetric_difference(v,w)),x),union(v,w))*.
% 299.74/300.42 93541[4:MRR:93518.1,47431.0] || equal(intersection(successor(null_class),u),universal_class)** -> .
% 299.74/300.42 93362[4:Res:59213.0,92912.0] || -> subclass(union(null_class,intersection(successor(null_class),u)),singleton(null_class))*.
% 299.74/300.42 15094[0:SpR:826.1,313.0] || -> subclass(cross_product(u,v),w) member(singleton(first(not_subclass_element(cross_product(u,v),w))),not_subclass_element(cross_product(u,v),w))*.
% 299.74/300.42 93434[4:MRR:93420.1,47431.0] || equal(successor(successor(complement(singleton(null_class)))),null_class)** -> .
% 299.74/300.42 93343[4:Res:54.1,92912.0] inductive(successor(null_class)) || -> subclass(omega,singleton(null_class))*.
% 299.74/300.42 92912[4:SpR:71286.1,59196.0] || subclass(u,successor(null_class))* -> subclass(u,singleton(null_class)).
% 299.74/300.42 71286[0:MRR:71217.1,6581.0] || subclass(u,v) -> equal(intersection(v,u),u)**.
% 299.74/300.42 60748[0:SpR:116.0,59447.0] || -> subclass(intersection(symmetric_difference(u,v),w),union(u,v))*.
% 299.74/300.42 92198[4:SpR:77752.0,58588.1] || subclass(u,v) -> subclass(union(u,null_class),v)*.
% 299.74/300.42 92197[4:SpR:39356.0,58588.1] || subclass(u,v) -> subclass(union(null_class,u),v)*.
% 299.74/300.42 9419[0:Rew:569.0,9359.0] || -> subclass(symmetric_difference(complement(u),complement(v)),w) member(not_subclass_element(symmetric_difference(complement(u),complement(v)),w),union(u,v))*.
% 299.74/300.42 92300[6:MRR:92299.1,32172.0] || subclass(singleton(null_class),singleton(u))* -> equal(null_class,u).
% 299.74/300.42 92297[6:Res:92205.1,84976.0] || subclass(singleton(null_class),complement(singleton(null_class)))* -> .
% 299.74/300.42 92205[4:SpR:40206.0,58588.1] || subclass(singleton(null_class),u) -> subclass(successor(null_class),u)*.
% 299.74/300.42 58588[0:Obv:58571.1] || subclass(u,v) -> subclass(intersection(u,w),v)*.
% 299.74/300.42 58323[0:SpR:116.0,58246.0] || -> subclass(intersection(u,symmetric_difference(v,w)),union(v,w))*.
% 299.74/300.42 58102[4:Con:58086.1] || member(u,union(v,v))* -> member(u,v).
% 299.74/300.42 91433[4:SpL:31446.0,91204.0] || equal(union(u,u),null_class)**+ -> subclass(u,v)*.
% 299.74/300.42 91421[4:SpL:80005.0,91204.0] || equal(union(u,null_class),null_class)**+ -> subclass(u,v)*.
% 299.74/300.42 91204[4:Rew:28759.0,90967.0] || equal(union(null_class,u),null_class)**+ -> subclass(u,v)*.
% 299.74/300.42 91233[6:MRR:90990.1,49515.1] || equal(complement(u),null_class)** -> inductive(u).
% 299.74/300.42 91177[4:Res:90947.1,41875.0] || equal(complement(flip(null_class)),null_class)** -> .
% 299.74/300.42 91175[4:Res:90947.1,41757.0] || equal(complement(rotate(null_class)),null_class)** -> .
% 299.74/300.42 7769[2:Res:194.1,6873.0] || member(not_subclass_element(intersection(regular(u),v),w),u)* -> subclass(intersection(regular(u),v),w) equal(u,null_class).
% 299.74/300.42 90947[4:Res:59633.1,90857.0] || equal(complement(u),null_class) -> subclass(v,u)*.
% 299.74/300.42 90857[0:SpR:76768.0,57163.1] || subclass(universal_class,u)*+ -> subclass(v,u)*.
% 299.74/300.42 57163[0:Obv:57146.1] || subclass(u,v) -> subclass(intersection(w,u),v)*.
% 299.74/300.42 42086[4:SpR:31446.0,39356.0] || -> equal(intersection(u,union(u,u)),union(u,u))**.
% 299.74/300.42 7727[2:Res:186.1,6873.0] || member(not_subclass_element(intersection(u,regular(v)),w),v)* -> subclass(intersection(u,regular(v)),w) equal(v,null_class).
% 299.74/300.42 89138[4:SpR:80005.0,85984.0] || -> subclass(intersection(union(u,u),v),union(null_class,u))*.
% 299.74/300.42 89048[4:SpR:80005.0,85955.0] || -> subclass(intersection(union(u,null_class),v),union(u,u))*.
% 299.74/300.42 88778[4:SpR:80005.0,85889.0] || -> subclass(intersection(u,union(v,v)),union(null_class,v))*.
% 299.74/300.42 89591[4:SpR:75578.0,89465.0] || -> subclass(intersection(union(u,null_class),v),union(null_class,u))*.
% 299.74/300.42 89465[4:SpR:31446.0,88696.0] || -> subclass(intersection(u,union(v,null_class)),union(null_class,v))*.
% 299.74/300.42 88696[4:SpR:80005.0,85860.0] || -> subclass(intersection(u,union(v,null_class)),union(v,v))*.
% 299.74/300.42 48186[0:Rew:47963.0,8082.2] || member(u,universal_class) -> member(u,intersection(power_class(v),complement(w)))* member(u,union(complement(power_class(v)),w)).
% 299.74/300.42 88271[4:SpL:80128.0,47766.0] || equal(complement(symmetric_difference(u,v)),symmetric_difference(v,u))** -> .
% 299.74/300.42 87357[4:Res:9.1,72139.0] || equal(unordered_pair(u,singleton(v)),ordered_pair(u,v))** -> .
% 299.74/300.42 85984[4:SpR:31446.0,75087.0] || -> subclass(intersection(union(u,u),v),union(u,null_class))*.
% 299.74/300.42 85955[4:SpR:77740.0,75087.0] || -> subclass(intersection(union(null_class,u),v),union(u,u))*.
% 299.74/300.42 47997[0:Rew:47963.0,8007.2] || member(u,universal_class) -> member(u,intersection(complement(v),power_class(w)))* member(u,union(v,complement(power_class(w)))).
% 299.74/300.42 85889[4:SpR:31446.0,75044.0] || -> subclass(intersection(u,union(v,v)),union(v,null_class))*.
% 299.74/300.42 85860[4:SpR:77740.0,75044.0] || -> subclass(intersection(u,union(null_class,v)),union(v,v))*.
% 299.74/300.42 80327[4:SpR:80005.0,60885.0] || -> subclass(union(null_class,symmetric_difference(u,v)),union(v,u))*.
% 299.74/300.42 80315[0:SpR:80005.0,7868.0] || -> subclass(symmetric_difference(complement(u),complement(v)),union(v,u))*.
% 299.74/300.42 23552[2:MRR:10002.0,23545.0] || -> equal(apply(choice,ordered_pair(u,v)),unordered_pair(u,singleton(v)))** equal(apply(choice,ordered_pair(u,v)),singleton(u)).
% 299.74/300.42 80128[0:Rew:79690.0,79741.0] || -> equal(complement(symmetric_difference(u,v)),complement(symmetric_difference(v,u)))*.
% 299.74/300.42 79218[9:SpR:39851.1,77782.0] function(u) || -> subclass(intersection(v,successor(u)),u)*.
% 299.74/300.42 79114[9:SpR:39851.1,77756.0] function(u) || -> subclass(intersection(successor(u),v),u)*.
% 299.74/300.42 87962[9:SoR:87894.0,74.1] one_to_one(element_relation) || equal(successor(element_relation),universal_class)** -> .
% 299.74/300.42 18386[4:Rew:17265.0,17836.1] || member(u,universal_class) equal(compose(v,u),cantor(u)) -> member(ordered_pair(u,cantor(u)),compose_class(v))*.
% 299.74/300.42 87959[9:SoR:87893.0,74.1] one_to_one(element_relation) || equal(successor(element_relation),domain_relation)** -> .
% 299.74/300.42 87894[9:SpL:78579.1,31448.0] function(element_relation) || equal(successor(element_relation),universal_class)** -> .
% 299.74/300.42 87893[9:SpL:78579.1,31447.0] function(element_relation) || equal(successor(element_relation),domain_relation)** -> .
% 299.74/300.42 78579[9:SpR:77740.0,39851.1] function(u) || -> equal(union(u,u),successor(u))**.
% 299.74/300.42 17832[4:Rew:17265.0,8448.2] || member(u,universal_class) subclass(domain_relation,symmetric_difference(v,w)) -> member(ordered_pair(u,cantor(u)),union(v,w))*.
% 299.74/300.42 77882[4:SpL:74517.0,42116.0] || member(u,union(v,null_class))* -> member(u,v).
% 299.74/300.42 87497[4:Res:9.1,87358.0] || equal(singleton(singleton(singleton(u))),singleton(singleton(u)))** -> .
% 299.74/300.42 87358[4:Rew:314.0,87346.0] || subclass(singleton(singleton(singleton(u))),singleton(singleton(u)))* -> .
% 299.74/300.42 17826[4:Rew:17265.0,8436.3] || member(u,universal_class)+ subclass(domain_relation,v)* subclass(v,w)* -> member(ordered_pair(u,cantor(u)),w)*.
% 299.74/300.42 87369[4:Res:9.1,87344.0] || equal(unordered_pair(u,null_class),ordered_pair(u,universal_class))** -> .
% 299.74/300.42 87344[4:SpL:19166.0,72139.0] || subclass(ordered_pair(u,universal_class),unordered_pair(u,null_class))* -> .
% 299.74/300.42 72139[4:MRR:72122.1,47425.0] || subclass(ordered_pair(u,v),unordered_pair(u,singleton(v)))* -> .
% 299.74/300.42 72022[4:Res:12502.1,71863.1] || equal(not_subclass_element(u,v),universal_class)** -> subclass(u,v).
% 299.74/300.42 17768[4:Rew:17265.0,15393.1] || member(u,universal_class) member(v,cantor(u)) -> member(ordered_pair(u,ordered_pair(v,apply(u,v))),application_function)*.
% 299.74/300.42 78441[9:SpR:39851.1,77753.0] function(u) || -> equal(symmetric_difference(u,successor(u)),null_class)**.
% 299.74/300.42 12443[0:Res:65.1,891.2] function(intersection(u,v)) || member(w,v)* member(w,u)* -> member(w,cross_product(universal_class,universal_class))*.
% 299.74/300.42 78076[9:SpL:39851.1,73820.0] function(u) || equal(complement(u),successor(u))** -> .
% 299.74/300.42 77754[4:SpR:74517.0,41644.0] || -> equal(power_class(union(u,null_class)),power_class(union(u,u)))*.
% 299.74/300.42 77752[4:SpR:74517.0,39356.0] || -> equal(intersection(u,union(u,null_class)),union(u,null_class))**.
% 299.74/300.42 9805[0:Res:494.3,25.0] || member(u,universal_class) subclass(u,intersection(v,w))* -> equal(u,null_class) member(apply(choice,u),w).
% 299.74/300.42 86350[9:SoR:86207.0,74.1] one_to_one(successor_relation) || equal(successor(successor_relation),domain_relation)** -> .
% 299.74/300.42 86347[9:SoR:86206.0,74.1] one_to_one(successor_relation) || equal(successor(successor_relation),universal_class)** -> .
% 299.74/300.42 9804[0:Res:494.3,24.0] || member(u,universal_class) subclass(u,intersection(v,w))* -> equal(u,null_class) member(apply(choice,u),v).
% 299.74/300.42 86344[9:SoR:86204.0,74.1] one_to_one(domain_relation) || equal(successor(domain_relation),universal_class)** -> .
% 299.74/300.42 86207[9:SpL:75747.1,32176.0] function(successor_relation) || equal(successor(successor_relation),domain_relation)** -> .
% 299.74/300.42 86206[9:SpL:75747.1,29330.0] function(successor_relation) || equal(successor(successor_relation),universal_class)** -> .
% 299.74/300.42 86204[9:SpL:75747.1,29324.0] function(domain_relation) || equal(successor(domain_relation),universal_class)** -> .
% 299.74/300.42 9743[0:Res:530.3,25.0] function(u) || member(v,universal_class) subclass(universal_class,intersection(w,x))*+ -> member(image(u,v),x)*.
% 299.74/300.42 75747[9:Rew:28748.0,75655.1] function(u) || -> equal(union(null_class,u),successor(u))**.
% 299.74/300.42 75087[4:Rew:75021.0,59186.0] || -> subclass(intersection(union(null_class,u),v),union(u,null_class))*.
% 299.74/300.42 75044[4:Rew:75021.0,57816.0] || -> subclass(intersection(u,union(null_class,v)),union(v,null_class))*.
% 299.74/300.42 72136[2:MRR:72090.0,6257.1] || -> member(complement(u),u)* equal(singleton(complement(u)),null_class).
% 299.74/300.42 9742[0:Res:530.3,24.0] function(u) || member(v,universal_class) subclass(universal_class,intersection(w,x))*+ -> member(image(u,v),w)*.
% 299.74/300.42 72064[2:Obv:72056.1] || equal(singleton(u),u)** -> equal(singleton(u),null_class).
% 299.74/300.42 72018[4:Res:6254.1,71863.1] function(u) || equal(apply(u,v),universal_class)** -> .
% 299.74/300.42 71492[4:SpR:71468.1,313.0] || equal(u,universal_class) -> member(null_class,ordered_pair(u,v))*.
% 299.74/300.42 71448[2:Obv:71426.1] || subclass(singleton(u),u)* -> equal(singleton(u),null_class).
% 299.74/300.42 83302[4:Res:12497.1,72023.0] || equal(cantor(regular(u)),universal_class)** -> equal(u,null_class).
% 299.74/300.42 83290[4:Res:6257.1,72023.0] || equal(cantor(u),universal_class)** -> equal(singleton(u),null_class).
% 299.74/300.42 83068[5:SpL:7424.0,82906.0] || subclass(complement(apply(null_class,u)),apply(null_class,v))* -> .
% 299.74/300.42 984[0:SpL:314.0,36.0] || member(ordered_pair(singleton(singleton(singleton(u))),v),rotate(w))*+ -> member(ordered_pair(ordered_pair(u,v),singleton(u)),w)*.
% 299.74/300.42 83049[4:SpL:7424.0,82783.0] || equal(complement(apply(null_class,u)),apply(null_class,v))* -> .
% 299.74/300.42 84983[6:MRR:63372.1,84975.0] || equal(intersection(complement(successor(null_class)),u),universal_class)** -> .
% 299.74/300.42 84981[6:MRR:63326.1,84975.0] || equal(intersection(u,complement(successor(null_class))),universal_class)** -> .
% 299.74/300.42 962[0:SpL:314.0,39.0] || member(ordered_pair(singleton(singleton(singleton(u))),v),flip(w))*+ -> member(ordered_pair(ordered_pair(u,singleton(u)),v),w)*.
% 299.74/300.42 84982[6:MRR:63375.1,84975.0] inductive(intersection(complement(successor(null_class)),u)) || -> .
% 299.74/300.42 84980[6:MRR:63329.1,84975.0] inductive(intersection(u,complement(successor(null_class)))) || -> .
% 299.74/300.42 85233[6:Obv:85229.1] || equal(successor(successor(singleton(null_class))),null_class)** -> .
% 299.74/300.42 30964[4:Rew:28759.0,29506.1] || member(regular(union(null_class,intersection(u,v))),symmetric_difference(u,v))* -> equal(union(null_class,intersection(u,v)),null_class).
% 299.74/300.42 85140[6:Obv:85136.1] || equal(successor(successor(successor(null_class))),null_class)** -> .
% 299.74/300.42 85053[6:Res:28414.1,84975.0] || equal(complement(successor(singleton(null_class))),universal_class)** -> .
% 299.74/300.42 84978[6:MRR:63075.1,84975.0] inductive(union(null_class,complement(successor(null_class)))) || -> .
% 299.74/300.42 84976[6:MRR:71164.1,84974.0] || subclass(successor(null_class),complement(singleton(null_class)))* -> .
% 299.74/300.42 13677[0:MRR:13673.1,138.0] || member(u,universal_class) equal(compose(v,singleton(u)),u) -> member(singleton(singleton(singleton(u))),compose_class(v))*.
% 299.74/300.42 84960[6:Res:28414.1,84906.0] || equal(complement(successor(successor(null_class))),universal_class)** -> .
% 299.74/300.42 84955[6:Res:32575.1,84906.0] || equal(complement(successor(null_class)),singleton(null_class))** -> .
% 299.74/300.42 9802[0:Res:494.3,27.1] || member(u,universal_class) subclass(u,complement(v)) member(apply(choice,u),v)* -> equal(u,null_class).
% 299.74/300.42 84977[6:MRR:61243.1,84975.0] inductive(symmetric_difference(universal_class,successor(null_class))) || -> .
% 299.74/300.42 85050[6:Res:50.1,84975.0] inductive(complement(singleton(null_class))) || -> .
% 299.74/300.42 84975[6:MRR:34817.1,84974.0] || member(null_class,complement(singleton(null_class)))* -> .
% 299.74/300.42 84974[6:Obv:84970.1] || subclass(successor(null_class),null_class)* -> .
% 299.74/300.42 9740[0:Res:530.3,27.1] function(u) || member(v,universal_class) subclass(universal_class,complement(w)) member(image(u,v),w)* -> .
% 299.74/300.42 84907[6:MRR:30646.1,84906.0] inductive(symmetric_difference(successor(universal_class),successor(null_class))) || -> .
% 299.74/300.42 84957[6:Res:50.1,84906.0] inductive(complement(successor(null_class))) || -> .
% 299.74/300.42 84906[6:MRR:84905.1,32172.0] || member(null_class,complement(successor(null_class)))* -> .
% 299.74/300.42 78779[4:SpL:77740.0,47784.0] || equal(union(null_class,complement(u)),union(u,null_class))** -> .
% 299.74/300.42 78724[4:SpR:77740.0,41644.0] || -> equal(power_class(union(null_class,u)),power_class(union(u,null_class)))*.
% 299.74/300.42 77874[4:SpL:74517.0,29341.0] || equal(union(u,null_class),universal_class)** -> member(x__dfg,u).
% 299.74/300.42 77873[4:SpL:74517.0,29342.0] || equal(union(u,null_class),universal_class)** -> member(omega,u).
% 299.74/300.42 48856[0:Rew:47963.0,48275.1] || member(not_subclass_element(power_class(complement(power_class(u))),v),image(element_relation,power_class(u)))* -> subclass(power_class(complement(power_class(u))),v).
% 299.74/300.42 77872[4:SpL:74517.0,29343.0] || equal(union(u,null_class),universal_class)** -> member(null_class,u).
% 299.74/300.42 75150[4:Rew:73795.0,74088.0] || -> equal(complement(apply(null_class,u)),complement(apply(null_class,v)))*.
% 299.74/300.42 40303[9:Rew:40295.1,14667.1] one_to_one(restrict(element_relation,universal_class,u)) || subclass(universal_class,v) -> maps(restrict(element_relation,universal_class,u),sum_class(u),v)*.
% 299.74/300.42 74156[6:Rew:73795.0,32628.0] || -> member(null_class,complement(u)) member(null_class,union(u,null_class))*.
% 299.74/300.42 74143[4:Rew:73795.0,30281.0] || -> equal(complement(union(u,null_class)),union(null_class,complement(u)))**.
% 299.74/300.42 74103[4:Rew:73795.0,30321.0] || -> subclass(complement(apply(null_class,u)),complement(apply(null_class,v)))*.
% 299.74/300.42 40299[9:Rew:40295.1,14620.1] one_to_one(flip(cross_product(u,universal_class))) || subclass(universal_class,v) -> maps(flip(cross_product(u,universal_class)),inverse(u),v)*.
% 299.74/300.42 72786[4:Res:12497.1,72014.0] || equal(sum_class(regular(u)),universal_class)** -> equal(u,null_class).
% 299.74/300.42 72774[4:Res:6257.1,72014.0] || equal(sum_class(u),universal_class)** -> equal(singleton(u),null_class).
% 299.74/300.42 72501[4:Res:12497.1,72013.0] || equal(power_class(regular(u)),universal_class)** -> equal(u,null_class).
% 299.74/300.42 72489[4:Res:6257.1,72013.0] || equal(power_class(u),universal_class)** -> equal(singleton(u),null_class).
% 299.74/300.42 17597[4:Rew:17265.0,9131.2] || member(u,universal_class) member(range_of(null_class),universal_class) -> member(u,cantor(v)) member(apply(v,u),universal_class)*.
% 299.74/300.42 72435[4:Res:59633.1,72413.0] || equal(complement(u),null_class)** -> equal(singleton(u),null_class).
% 299.74/300.42 72407[4:Res:59633.1,72134.0] || equal(complement(regular(u)),null_class)** -> equal(u,null_class).
% 299.74/300.42 72138[4:MRR:72104.2,56111.1] || member(u,universal_class) subclass(universal_class,power_class(u))* -> .
% 299.74/300.42 72137[4:MRR:72103.2,56112.1] || member(u,universal_class) subclass(universal_class,sum_class(u))* -> .
% 299.74/300.42 48485[0:Rew:47963.0,9603.1] || member(power_class(u),universal_class) member(apply(choice,power_class(u)),complement(power_class(u)))* -> equal(power_class(u),null_class).
% 299.74/300.42 83314[5:Res:75461.0,72023.0] || equal(cantor(regular(complement(apply(null_class,u)))),universal_class)** -> .
% 299.74/300.42 83313[5:Res:75463.0,72023.0] || equal(cantor(regular(complement(sum_class(range_of(null_class))))),universal_class)** -> .
% 299.74/300.42 83289[4:Res:308.0,72023.0] || equal(cantor(ordered_pair(u,v)),universal_class)** -> .
% 299.74/300.42 83286[4:Res:14.0,72023.0] || equal(cantor(unordered_pair(u,v)),universal_class)** -> .
% 299.74/300.42 30965[4:Rew:28759.0,29543.1,28759.0,29543.0] || member(union(null_class,u),universal_class) -> member(apply(choice,union(null_class,u)),u)* equal(union(null_class,u),null_class).
% 299.74/300.42 83298[5:Res:21239.0,72023.0] || equal(cantor(apply(null_class,u)),universal_class)** -> .
% 299.74/300.42 83293[5:Res:21244.0,72023.0] || equal(cantor(sum_class(range_of(null_class))),universal_class)** -> .
% 299.74/300.42 83288[4:Res:138.0,72023.0] || equal(cantor(singleton(u)),universal_class)** -> .
% 299.74/300.42 83287[4:Res:147.0,72023.0] || equal(cantor(x__dfg),universal_class)** -> .
% 299.74/300.42 17833[4:Rew:17265.0,10208.2] || member(u,universal_class) subclass(domain_relation,complement(compose(element_relation,universal_class)))*+ member(ordered_pair(u,cantor(u)),element_relation)* -> .
% 299.74/300.42 83285[4:Res:55.0,72023.0] || equal(cantor(omega),universal_class)** -> .
% 299.74/300.42 72023[4:Res:35099.1,71863.1] || member(u,universal_class)* equal(cantor(u),universal_class) -> .
% 299.74/300.42 82907[5:MRR:82818.1,72226.0] || subclass(complement(apply(null_class,u)),sum_class(range_of(null_class)))* -> .
% 299.74/300.42 83066[5:SpL:7424.0,82906.0] || subclass(complement(sum_class(range_of(null_class))),sum_class(range_of(null_class)))* -> .
% 299.74/300.42 10702[4:Rew:10111.0,10206.1] || member(regular(intersection(complement(compose(element_relation,universal_class)),u)),element_relation)* -> equal(intersection(complement(compose(element_relation,universal_class)),u),null_class).
% 299.74/300.42 83133[5:SpL:7424.0,83078.0] || equal(union(null_class,apply(null_class,u)),universal_class)** -> .
% 299.74/300.42 83124[5:SpL:7424.0,83073.0] || equal(successor(complement(apply(null_class,u))),null_class)** -> .
% 299.74/300.42 83078[5:Rew:28759.0,83074.0] || equal(union(null_class,sum_class(range_of(null_class))),universal_class)** -> .
% 299.74/300.42 83073[5:Res:64963.1,82906.0] || equal(successor(complement(sum_class(range_of(null_class)))),null_class)** -> .
% 299.74/300.42 10701[4:Rew:10111.0,10204.1] || member(regular(intersection(u,complement(compose(element_relation,universal_class)))),element_relation)* -> equal(intersection(u,complement(compose(element_relation,universal_class))),null_class).
% 299.74/300.42 82906[5:MRR:82769.1,72289.0] || subclass(complement(sum_class(range_of(null_class))),apply(null_class,u))* -> .
% 299.74/300.42 82832[4:SpL:75151.0,47766.0] || equal(complement(apply(null_class,u)),sum_class(range_of(null_class)))** -> .
% 299.74/300.42 82783[4:SpL:75151.0,47766.0] || equal(complement(sum_class(range_of(null_class))),apply(null_class,u))* -> .
% 299.74/300.42 77697[5:Res:75461.0,52644.0] || equal(singleton(regular(complement(apply(null_class,u)))),null_class)** -> .
% 299.74/300.42 13571[0:Obv:13551.0] || -> equal(not_subclass_element(unordered_pair(u,v),w),u)** subclass(unordered_pair(u,v),w) member(v,unordered_pair(u,v))*.
% 299.74/300.42 77695[5:Res:75461.0,72013.0] || equal(power_class(regular(complement(apply(null_class,u)))),universal_class)** -> .
% 299.74/300.42 77694[5:Res:75461.0,72014.0] || equal(sum_class(regular(complement(apply(null_class,u)))),universal_class)** -> .
% 299.74/300.42 75151[4:Rew:73795.0,74104.0] || -> equal(complement(apply(null_class,u)),complement(sum_class(range_of(null_class))))*.
% 299.74/300.42 74332[4:Rew:73795.0,29744.0] || -> subclass(complement(sum_class(range_of(null_class))),complement(apply(null_class,u)))*.
% 299.74/300.42 13570[0:Obv:13557.0] || -> equal(not_subclass_element(unordered_pair(u,v),w),v)** subclass(unordered_pair(u,v),w) member(u,unordered_pair(u,v))*.
% 299.74/300.42 74102[4:Rew:73795.0,30320.0] || -> subclass(complement(apply(null_class,u)),complement(sum_class(range_of(null_class))))*.
% 299.74/300.42 77367[5:Res:75463.0,52644.0] || equal(singleton(regular(complement(sum_class(range_of(null_class))))),null_class)** -> .
% 299.74/300.42 77365[5:Res:75463.0,72013.0] || equal(power_class(regular(complement(sum_class(range_of(null_class))))),universal_class)** -> .
% 299.74/300.42 77364[5:Res:75463.0,72014.0] || equal(sum_class(regular(complement(sum_class(range_of(null_class))))),universal_class)** -> .
% 299.74/300.42 7886[0:Res:417.2,270.0] || subclass(u,restrict(v,w,x))*+ -> subclass(u,y) member(not_subclass_element(u,y),cross_product(w,x))*.
% 299.74/300.42 79675[0:SpR:75578.0,7792.0] || -> subclass(symmetric_difference(u,v),complement(intersection(v,u)))*.
% 299.74/300.42 77755[4:SpR:74517.0,57960.0] || -> subclass(restrict(union(u,null_class),v,w),u)*.
% 299.74/300.42 78017[4:Res:77739.0,414.1] inductive(union(u,null_class)) || -> member(null_class,u)*.
% 299.74/300.42 73824[4:Rew:73795.0,59960.0] || -> subclass(complement(successor(complement(u))),union(u,null_class))*.
% 299.74/300.42 77406[0:SpR:75599.0,573.1] || member(u,symmetric_difference(union(v,w),complement(intersection(v,w))))* -> member(u,complement(symmetric_difference(v,w))).
% 299.74/300.42 73814[4:Rew:73795.0,33709.0] || -> equal(symmetric_difference(complement(u),union(u,null_class)),universal_class)**.
% 299.74/300.42 73813[4:Rew:73795.0,33646.0] || -> equal(union(complement(u),union(u,null_class)),universal_class)**.
% 299.74/300.42 73812[4:Rew:73795.0,33482.0] || -> equal(intersection(complement(u),union(u,null_class)),null_class)**.
% 299.74/300.42 77696[5:Res:75461.0,71863.1] || equal(regular(complement(apply(null_class,u))),universal_class)** -> .
% 299.74/300.42 75585[0:Rew:75578.0,48392.0] || -> equal(intersection(union(power_class(u),complement(v)),union(complement(power_class(u)),v)),symmetric_difference(power_class(u),complement(v)))**.
% 299.74/300.42 77366[5:Res:75463.0,71863.1] || equal(regular(complement(sum_class(range_of(null_class)))),universal_class)** -> .
% 299.74/300.42 75330[7:MRR:75114.1,33212.0] inductive(complement(union(image(element_relation,null_class),null_class))) || -> .
% 299.74/300.42 75329[8:MRR:75112.1,33298.0] inductive(complement(union(image(element_relation,universal_class),null_class))) || -> .
% 299.74/300.42 80566[0:Rew:79679.0,80328.0] || -> equal(symmetric_difference(u,v),symmetric_difference(v,u))*.
% 299.74/300.42 77631[0:Rew:75578.0,77381.0] || -> equal(intersection(complement(symmetric_difference(u,v)),union(union(u,v),complement(intersection(u,v)))),symmetric_difference(union(u,v),complement(intersection(u,v))))**.
% 299.74/300.42 80313[0:SpR:80005.0,6601.0] || -> subclass(symmetric_difference(u,v),union(v,u))*.
% 299.74/300.42 80005[0:Rew:29.0,79739.0] || -> equal(union(u,v),union(v,u))*.
% 299.74/300.42 75578[0:MRR:73771.0,73491.0] || -> equal(intersection(u,v),intersection(v,u))*.
% 299.74/300.42 78585[4:SpR:77740.0,75136.0] || -> subclass(union(u,u),union(null_class,u))*.
% 299.74/300.42 75587[0:Rew:75578.0,565.0] || -> equal(intersection(union(u,cross_product(v,w)),complement(restrict(u,v,w))),symmetric_difference(u,cross_product(v,w)))**.
% 299.74/300.42 78131[4:SpR:31446.0,75022.0] || -> subclass(union(u,u),union(u,null_class))*.
% 299.74/300.42 77998[9:SpR:39851.1,77739.0] function(u) || -> subclass(successor(u),u)*.
% 299.74/300.42 77782[4:SpR:74517.0,57812.0] || -> subclass(intersection(u,union(v,null_class)),v)*.
% 299.74/300.42 77756[4:SpR:74517.0,59182.0] || -> subclass(intersection(union(u,null_class),v),u)*.
% 299.74/300.42 75586[0:Rew:75578.0,566.0] || -> equal(intersection(union(cross_product(u,v),w),complement(restrict(w,u,v))),symmetric_difference(cross_product(u,v),w))**.
% 299.74/300.42 77744[4:SpR:74517.0,31805.0] || -> subclass(union(u,null_class),union(u,u))*.
% 299.74/300.42 77740[4:SpR:74517.0,31446.0] || -> equal(union(u,null_class),union(u,u))*.
% 299.74/300.42 77753[4:SpR:74517.0,42901.0] || -> equal(symmetric_difference(u,union(u,null_class)),null_class)**.
% 299.74/300.42 75136[4:Rew:75021.0,75135.0] || -> subclass(union(u,null_class),union(null_class,u))*.
% 299.74/300.42 75022[4:Rew:75021.0,10152.0] || -> subclass(union(null_class,u),union(u,null_class))*.
% 299.74/300.42 73820[4:Rew:73795.0,47782.0] || equal(union(u,null_class),complement(u))** -> .
% 299.74/300.42 77739[4:SpR:74517.0,29352.0] || -> subclass(union(u,null_class),u)*.
% 299.74/300.42 77602[4:Rew:76768.0,77443.0,10128.0,77443.0] || -> equal(symmetric_difference(element_relation,complement(compose(element_relation,universal_class))),union(element_relation,complement(compose(element_relation,universal_class))))**.
% 299.74/300.42 77704[9:SoR:77700.0,74.1] one_to_one(regular(complement(apply(null_class,u)))) || -> .
% 299.74/300.42 77700[9:Res:75461.0,39666.1] function(regular(complement(apply(null_class,u)))) || -> .
% 299.74/300.42 75461[5:MRR:75460.0,72289.0] || -> member(regular(complement(apply(null_class,u))),universal_class)*.
% 299.74/300.42 75599[0:Rew:75578.0,116.0] || -> equal(intersection(union(u,v),complement(intersection(u,v))),symmetric_difference(u,v))**.
% 299.74/300.42 77374[9:SoR:77370.0,74.1] one_to_one(regular(complement(sum_class(range_of(null_class))))) || -> .
% 299.74/300.42 77370[9:Res:75463.0,39666.1] function(regular(complement(sum_class(range_of(null_class))))) || -> .
% 299.74/300.42 75463[5:MRR:75462.0,72289.0] || -> member(regular(complement(sum_class(range_of(null_class)))),universal_class)*.
% 299.74/300.42 76772[4:Rew:76768.0,73803.0] || -> equal(symmetric_difference(u,universal_class),complement(u))**.
% 299.74/300.42 75597[4:Rew:75578.0,10129.0] || -> equal(intersection(element_relation,complement(compose(element_relation,universal_class))),null_class)**.
% 299.74/300.42 73795[4:MRR:31526.0,73794.0] || -> equal(symmetric_difference(universal_class,u),complement(u))**.
% 299.74/300.42 76768[0:MRR:76675.0,7774.0] || -> equal(intersection(u,universal_class),u)**.
% 299.74/300.42 73491[0:Obv:73477.0] || -> subclass(intersection(u,v),intersection(v,u))*.
% 299.74/300.42 14566[0:Obv:14544.1] || member(not_subclass_element(intersection(u,v),intersection(w,u)),w)* -> subclass(intersection(u,v),intersection(w,u)).
% 299.74/300.42 72773[4:Res:308.0,72014.0] || equal(sum_class(ordered_pair(u,v)),universal_class)** -> .
% 299.74/300.42 72770[4:Res:14.0,72014.0] || equal(sum_class(unordered_pair(u,v)),universal_class)** -> .
% 299.74/300.42 72782[5:Res:21239.0,72014.0] || equal(sum_class(apply(null_class,u)),universal_class)** -> .
% 299.74/300.42 72777[5:Res:21244.0,72014.0] || equal(sum_class(sum_class(range_of(null_class))),universal_class)** -> .
% 299.74/300.42 14565[0:Obv:14555.1] || member(not_subclass_element(intersection(u,v),intersection(w,v)),w)* -> subclass(intersection(u,v),intersection(w,v)).
% 299.74/300.42 72772[4:Res:138.0,72014.0] || equal(sum_class(singleton(u)),universal_class)** -> .
% 299.74/300.42 72779[4:Res:1042.0,72014.0] || equal(sum_class(null_class),universal_class)** -> .
% 299.74/300.42 72771[4:Res:147.0,72014.0] || equal(sum_class(x__dfg),universal_class)** -> .
% 299.74/300.42 72769[4:Res:55.0,72014.0] || equal(sum_class(omega),universal_class)** -> .
% 299.74/300.42 14563[0:Obv:14556.2] || subclass(u,v) member(not_subclass_element(u,intersection(w,v)),w)* -> subclass(u,intersection(w,v)).
% 299.74/300.42 72014[4:Res:57.1,71863.1] || member(u,universal_class)* equal(sum_class(u),universal_class) -> .
% 299.74/300.42 72488[4:Res:308.0,72013.0] || equal(power_class(ordered_pair(u,v)),universal_class)** -> .
% 299.74/300.42 72485[4:Res:14.0,72013.0] || equal(power_class(unordered_pair(u,v)),universal_class)** -> .
% 299.74/300.42 72497[5:Res:21239.0,72013.0] || equal(power_class(apply(null_class,u)),universal_class)** -> .
% 299.74/300.42 12444[0:Res:9.1,891.2] || equal(u,intersection(v,w))*+ member(x,w)* member(x,v)* -> member(x,u)*.
% 299.74/300.42 72492[5:Res:21244.0,72013.0] || equal(power_class(sum_class(range_of(null_class))),universal_class)** -> .
% 299.74/300.42 72487[4:Res:138.0,72013.0] || equal(power_class(singleton(u)),universal_class)** -> .
% 299.74/300.42 72486[4:Res:147.0,72013.0] || equal(power_class(x__dfg),universal_class)** -> .
% 299.74/300.42 72484[4:Res:55.0,72013.0] || equal(power_class(omega),universal_class)** -> .
% 299.74/300.42 3319[0:Res:192.1,271.0] || -> equal(intersection(restrict(u,v,w),x),null_class) member(regular(intersection(restrict(u,v,w),x)),u)*.
% 299.74/300.42 72013[4:Res:59.1,71863.1] || member(u,universal_class)* equal(power_class(u),universal_class) -> .
% 299.74/300.42 72413[4:Obv:72394.1] || subclass(universal_class,u)* -> equal(singleton(u),null_class).
% 299.74/300.42 72134[4:MRR:72118.2,56122.0] || subclass(universal_class,regular(u))* -> equal(u,null_class).
% 299.74/300.42 72289[5:Res:59633.1,72130.0] || equal(complement(apply(null_class,u)),null_class)** -> .
% 299.74/300.42 3147[0:Res:184.1,271.0] || -> equal(intersection(u,restrict(v,w,x)),null_class) member(regular(intersection(u,restrict(v,w,x))),v)*.
% 299.74/300.42 72226[5:Res:59633.1,72131.0] || equal(complement(sum_class(range_of(null_class))),null_class)** -> .
% 299.74/300.42 72130[5:MRR:72080.1,47378.0] || subclass(universal_class,apply(null_class,u))* -> .
% 299.74/300.42 72133[4:MRR:72113.1,47483.0] || subclass(domain_relation,ordered_pair(null_class,null_class))* -> .
% 299.74/300.42 72132[4:MRR:72112.1,47483.0] || equal(ordered_pair(null_class,null_class),domain_relation)** -> .
% 299.74/300.42 13495[0:MRR:13494.0,14.0] || -> equal(apply(choice,unordered_pair(u,v)),u)** equal(unordered_pair(u,v),null_class) member(v,unordered_pair(u,v))*.
% 299.74/300.42 72131[5:MRR:72089.1,47374.0] || subclass(universal_class,sum_class(range_of(null_class)))* -> .
% 299.74/300.42 72129[4:MRR:72077.1,50006.0] || equal(complement(omega),null_class)** -> .
% 299.74/300.42 72128[4:MRR:72072.1,50004.0] || equal(cantor(xf),x__dfg)** -> .
% 299.74/300.42 72127[4:MRR:72071.1,50004.0] || equal(complement(x__dfg),null_class)** -> .
% 299.74/300.42 13493[0:MRR:13492.0,14.0] || -> equal(apply(choice,unordered_pair(u,v)),v)** equal(unordered_pair(u,v),null_class) member(u,unordered_pair(u,v))*.
% 299.74/300.42 71439[2:Res:9.1,71277.0] || equal(regular(u),u)** -> equal(u,null_class).
% 299.74/300.42 71863[4:MRR:71505.2,6869.0] || equal(u,universal_class) member(u,universal_class)* -> .
% 299.74/300.42 71860[5:MRR:71826.1,4841.0] || equal(apply(null_class,u),universal_class)** -> .
% 299.74/300.42 8231[0:SpR:277.0,43.0] || -> equal(first(not_subclass_element(restrict(cross_product(u,singleton(v)),w,x),null_class)),domain__dfg(cross_product(w,x),u,v))**.
% 299.74/300.42 71858[5:MRR:71820.1,4841.0] || equal(sum_class(range_of(null_class)),universal_class)** -> .
% 299.74/300.42 71838[4:Obv:71784.1] || equal(omega,universal_class)** -> .
% 299.74/300.42 71836[4:Obv:71661.1] || equal(universal_class,x__dfg)** -> .
% 299.74/300.42 71468[4:Obv:71460.1] || equal(u,universal_class) -> equal(singleton(u),null_class)**.
% 299.74/300.42 8230[0:SpR:277.0,44.0] || -> equal(second(not_subclass_element(restrict(cross_product(singleton(u),v),w,x),null_class)),range__dfg(cross_product(w,x),u,v))**.
% 299.74/300.42 71438[4:Res:59276.1,71277.0] || equal(regular(u),universal_class)** -> equal(u,null_class).
% 299.74/300.42 71455[6:SoR:71444.0,60246.1] || equal(regular(omega),universal_class)** -> .
% 299.74/300.42 71444[6:MRR:71437.1,49704.0] inductive(regular(omega)) || -> .
% 299.74/300.42 71277[2:MRR:71171.2,4846.0] || subclass(u,regular(u))* -> equal(u,null_class).
% 299.74/300.42 7896[2:Res:417.2,6873.0] || subclass(u,regular(v)) member(not_subclass_element(u,w),v)* -> subclass(u,w) equal(v,null_class).
% 299.74/300.42 71283[4:MRR:71205.1,46997.0] || subclass(singleton(singleton(null_class)),singleton(null_class))* -> .
% 299.74/300.42 60885[4:SpR:116.0,60803.0] || -> subclass(union(null_class,symmetric_difference(u,v)),union(u,v))*.
% 299.74/300.42 6548[0:Res:573.1,6.0] || member(not_subclass_element(u,complement(intersection(v,w))),symmetric_difference(v,w))* -> subclass(u,complement(intersection(v,w))).
% 299.74/300.42 43541[0:SpR:31.0,42566.0] || -> equal(intersection(complement(u),restrict(u,v,w)),null_class)**.
% 299.74/300.42 42116[4:SpL:39356.0,24.0] || member(u,union(null_class,v))* -> member(u,v).
% 299.74/300.42 69840[9:SoR:69684.0,74.1] one_to_one(complement(cross_product(singleton(null_class),universal_class))) || -> .
% 299.74/300.42 69684[9:Obv:69683.1] function(complement(cross_product(singleton(null_class),universal_class))) || -> .
% 299.74/300.42 3542[0:Res:184.1,574.0] || -> equal(intersection(u,symmetric_difference(v,w)),null_class) member(regular(intersection(u,symmetric_difference(v,w))),union(v,w))*.
% 299.74/300.42 69412[4:Res:1052.1,69345.0] || equal(cantor(complement(cross_product(singleton(null_class),universal_class))),universal_class)** -> .
% 299.74/300.42 69676[9:SoR:69675.0,74.1] one_to_one(complement(cross_product(singleton(omega),universal_class))) || -> .
% 299.74/300.42 69675[9:Obv:69674.1] function(complement(cross_product(singleton(omega),universal_class))) || -> .
% 299.74/300.42 69404[4:Res:435.1,69345.0] || equal(cantor(complement(cross_product(singleton(omega),universal_class))),universal_class)** -> .
% 299.74/300.42 3537[0:Res:192.1,574.0] || -> equal(intersection(symmetric_difference(u,v),w),null_class) member(regular(intersection(symmetric_difference(u,v),w)),union(u,v))*.
% 299.74/300.42 69509[9:SoR:69508.0,74.1] one_to_one(complement(cross_product(singleton(x__dfg),universal_class))) || -> .
% 299.74/300.42 69508[9:Obv:69507.1] function(complement(cross_product(singleton(x__dfg),universal_class))) || -> .
% 299.74/300.42 69398[4:Res:440.1,69345.0] || equal(cantor(complement(cross_product(singleton(x__dfg),universal_class))),universal_class)** -> .
% 299.74/300.42 69413[4:Res:50.1,69345.0] inductive(cantor(complement(cross_product(singleton(null_class),universal_class)))) || -> .
% 299.74/300.42 3477[0:Res:415.2,11.0] || subclass(u,unordered_pair(v,w))* -> equal(u,null_class) equal(regular(u),w) equal(regular(u),v).
% 299.74/300.42 69389[4:SpL:19166.0,69345.0] || member(universal_class,cantor(complement(cross_product(null_class,universal_class))))* -> .
% 299.74/300.42 69345[4:Obv:69323.1] || member(u,cantor(complement(cross_product(singleton(u),universal_class))))* -> .
% 299.74/300.42 69304[0:SpR:33455.0,45.0] || -> equal(image(complement(cross_product(u,universal_class)),u),range_of(null_class))**.
% 299.74/300.42 33455[0:SpR:33407.0,32.0] || -> equal(restrict(complement(cross_product(u,v)),u,v),null_class)**.
% 299.74/300.42 69008[4:Res:59276.1,67472.0] || equal(regular(unordered_pair(ordered_pair(u,v),w)),universal_class)** -> .
% 299.74/300.42 68989[2:Res:9.1,66720.0] || equal(cross_product(u,v),composition_function)** -> member(null_class,u).
% 299.74/300.42 68921[4:Res:59276.1,66665.0] || equal(regular(unordered_pair(u,ordered_pair(v,w))),universal_class)** -> .
% 299.74/300.42 67798[4:Res:7907.1,57575.0] || equal(complement(u),null_class) -> member(singleton(v),u)*.
% 299.74/300.42 48215[0:Rew:47963.0,9498.2] || member(u,universal_class) subclass(power_class(v),w)*+ -> member(u,complement(power_class(v)))* member(u,w)*.
% 299.74/300.42 67485[4:Res:59276.1,50068.0] || equal(regular(unordered_pair(unordered_pair(u,v),w)),universal_class)** -> .
% 299.74/300.42 67472[4:SpL:16.0,50068.0] || subclass(universal_class,regular(unordered_pair(ordered_pair(u,v),w)))* -> .
% 299.74/300.42 66989[4:MRR:66988.2,47513.0] || equal(singleton(u),v)* equal(v,universal_class) -> .
% 299.74/300.42 66720[2:MRR:66718.0,101.0] || subclass(composition_function,cross_product(u,v))* -> member(null_class,u).
% 299.74/300.42 66703[4:MRR:66695.2,47513.0] || equal(singleton(u),v)*+ subclass(universal_class,v)* -> .
% 299.74/300.42 66681[4:Res:59276.1,50060.0] || equal(regular(unordered_pair(u,unordered_pair(v,w))),universal_class)** -> .
% 299.74/300.42 66665[4:SpL:16.0,50060.0] || subclass(universal_class,regular(unordered_pair(u,ordered_pair(v,w))))* -> .
% 299.74/300.42 68636[4:Res:406.1,64986.1] || subclass(universal_class,u)* equal(successor(u),null_class) -> .
% 299.74/300.42 64986[4:MRR:64748.2,12451.1] || equal(successor(u),null_class) member(v,u)* -> .
% 299.74/300.42 68608[4:MRR:68607.1,68557.0] || subclass(complement(singleton(null_class)),successor(null_class))* -> .
% 299.74/300.42 68558[4:MRR:35456.1,68557.0] || member(not_subclass_element(complement(singleton(null_class)),null_class),successor(null_class))* -> .
% 299.74/300.42 68580[4:Res:64963.1,68557.0] || equal(successor(complement(singleton(null_class))),null_class)** -> .
% 299.74/300.42 17823[4:Rew:17265.0,8442.2] || member(u,universal_class) subclass(domain_relation,restrict(v,w,x))*+ -> member(ordered_pair(u,cantor(u)),v)*.
% 299.74/300.42 68557[4:MRR:46599.1,68556.0] || subclass(complement(singleton(null_class)),null_class)* -> .
% 299.74/300.42 68556[4:MRR:56502.1,68555.0] || equal(complement(successor(null_class)),null_class)** -> .
% 299.74/300.42 12468[0:MRR:11871.1,12451.1] || member(u,universal_class) member(v,u) subclass(element_relation,w) -> member(ordered_pair(v,u),w)*.
% 299.74/300.42 63917[4:Res:59966.1,16900.0] || equal(successor(unordered_pair(ordered_pair(u,v),w)),null_class)** -> .
% 299.74/300.42 63916[4:Res:59966.1,16812.0] || equal(successor(unordered_pair(unordered_pair(u,v),w)),null_class)** -> .
% 299.74/300.42 63912[4:Res:59966.1,16891.0] || equal(successor(unordered_pair(u,ordered_pair(v,w))),null_class)** -> .
% 299.74/300.42 7843[0:Res:407.2,270.0] || member(u,universal_class) subclass(universal_class,restrict(v,w,x))*+ -> member(power_class(u),cross_product(w,x))*.
% 299.74/300.42 63910[4:Res:59966.1,16811.0] || equal(successor(unordered_pair(u,unordered_pair(v,w))),null_class)** -> .
% 299.74/300.42 7842[0:Res:408.2,270.0] || member(u,universal_class) subclass(universal_class,restrict(v,w,x))*+ -> member(sum_class(u),cross_product(w,x))*.
% 299.74/300.42 57575[4:MRR:57550.0,138.0] || subclass(complement(u),null_class)*+ -> member(singleton(v),u)*.
% 299.74/300.42 50193[4:MRR:50180.1,12502.1] || equal(power_class(u),null_class) -> subclass(power_class(u),v)*.
% 299.74/300.42 935[0:SpR:314.0,19.2] || member(u,v) member(singleton(u),w) -> member(singleton(singleton(singleton(u))),cross_product(w,v))*.
% 299.74/300.42 67506[4:Res:59633.1,67470.0] || equal(complement(regular(unordered_pair(singleton(u),v))),null_class)** -> .
% 299.74/300.42 67504[4:Res:59276.1,67470.0] || equal(regular(unordered_pair(singleton(u),v)),universal_class)** -> .
% 299.74/300.42 67522[4:Res:59633.1,67491.0] || equal(complement(regular(unordered_pair(null_class,u))),null_class)** -> .
% 299.74/300.42 67520[4:Res:59276.1,67491.0] || equal(regular(unordered_pair(null_class,u)),universal_class)** -> .
% 299.74/300.42 67491[4:SpL:19166.0,67470.0] || subclass(universal_class,regular(unordered_pair(null_class,u)))* -> .
% 299.74/300.42 67470[4:SpL:15.0,50068.0] || subclass(universal_class,regular(unordered_pair(singleton(u),v)))* -> .
% 299.74/300.42 50068[4:MRR:34996.1,50067.0] || subclass(universal_class,regular(unordered_pair(unordered_pair(u,v),w)))* -> .
% 299.74/300.42 67004[4:Res:59633.1,66966.0] || equal(complement(regular(singleton(ordered_pair(u,v)))),null_class)** -> .
% 299.74/300.42 66978[4:Res:59633.1,66669.0] || equal(complement(regular(singleton(unordered_pair(u,v)))),null_class)** -> .
% 299.74/300.42 66701[4:Res:59633.1,66663.0] || equal(complement(regular(unordered_pair(u,singleton(v)))),null_class)** -> .
% 299.74/300.42 67002[4:Res:59276.1,66966.0] || equal(regular(singleton(ordered_pair(u,v))),universal_class)** -> .
% 299.74/300.42 66976[4:Res:59276.1,66669.0] || equal(regular(singleton(unordered_pair(u,v))),universal_class)** -> .
% 299.74/300.42 48104[0:Rew:47963.0,8010.0] || -> equal(intersection(union(u,complement(power_class(v))),union(complement(u),power_class(v))),symmetric_difference(complement(u),power_class(v)))**.
% 299.74/300.42 66966[4:SpL:16.0,66669.0] || subclass(universal_class,regular(singleton(ordered_pair(u,v))))* -> .
% 299.74/300.42 66699[4:Res:59276.1,66663.0] || equal(regular(unordered_pair(u,singleton(v))),universal_class)** -> .
% 299.74/300.42 66669[4:SpL:15.0,50060.0] || subclass(universal_class,regular(singleton(unordered_pair(u,v))))* -> .
% 299.74/300.42 66775[4:Res:59633.1,66690.0] || equal(complement(regular(singleton(singleton(u)))),null_class)** -> .
% 299.74/300.42 66732[4:Res:59633.1,66688.0] || equal(complement(regular(unordered_pair(u,null_class))),null_class)** -> .
% 299.74/300.42 66773[4:Res:59276.1,66690.0] || equal(regular(singleton(singleton(u))),universal_class)** -> .
% 299.74/300.42 66730[4:Res:59276.1,66688.0] || equal(regular(unordered_pair(u,null_class)),universal_class)** -> .
% 299.74/300.42 66690[4:SpL:15.0,66663.0] || subclass(universal_class,regular(singleton(singleton(u))))* -> .
% 299.74/300.42 17401[4:Rew:17265.0,8243.0] || member(u,cantor(cross_product(v,w))) equal(restrict(cross_product(singleton(u),universal_class),v,w),null_class)** -> .
% 299.74/300.42 66743[4:Res:59633.1,66722.0] || equal(complement(regular(singleton(null_class))),null_class)** -> .
% 299.74/300.42 66741[4:Res:59276.1,66722.0] || equal(regular(singleton(null_class)),universal_class)** -> .
% 299.74/300.42 66722[4:SpL:15.0,66688.0] || subclass(universal_class,regular(singleton(null_class)))* -> .
% 299.74/300.42 66688[4:SpL:19166.0,66663.0] || subclass(universal_class,regular(unordered_pair(u,null_class)))* -> .
% 299.74/300.42 14013[0:Res:1040.2,17.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class))*+ subclass(composition_function,cross_product(w,x))* -> member(u,w)*.
% 299.74/300.42 66663[4:SpL:15.0,50060.0] || subclass(universal_class,regular(unordered_pair(u,singleton(v))))* -> .
% 299.74/300.42 50060[4:MRR:34997.1,50059.0] || subclass(universal_class,regular(unordered_pair(u,unordered_pair(v,w))))* -> .
% 299.74/300.42 50038[4:Rew:28748.0,49766.1] || equal(null_class,u) -> equal(intersection(v,u),null_class)**.
% 299.74/300.42 50037[4:Rew:28748.0,49765.1] || equal(null_class,u) -> equal(intersection(u,v),null_class)**.
% 299.74/300.42 13396[0:Res:50.1,885.1] inductive(complement(intersection(u,v))) || member(null_class,union(u,v)) -> member(null_class,symmetric_difference(u,v))*.
% 299.74/300.42 50030[4:Rew:28748.0,49758.1] || equal(null_class,u) -> equal(union(u,u),null_class)**.
% 299.74/300.42 49709[6:MRR:27048.1,49704.0] inductive(intersection(u,v)) || -> member(regular(omega),v)*.
% 299.74/300.42 49708[6:MRR:26891.1,49704.0] inductive(intersection(u,v)) || -> member(regular(omega),u)*.
% 299.74/300.42 65804[6:MRR:65763.1,65763.2,55.0,49704.0] inductive(singleton(u)) || -> equal(apply(choice,omega),u)*.
% 299.74/300.42 9800[0:Res:494.3,628.0] || member(u,universal_class) subclass(u,singleton(v))* -> equal(u,null_class) equal(apply(choice,u),v).
% 299.74/300.42 47784[4:SpL:36664.0,47766.0] || equal(union(null_class,complement(u)),union(u,u))* -> .
% 299.74/300.42 65388[4:Res:64963.1,57561.0] || equal(successor(complement(singleton(ordered_pair(u,v)))),null_class)** -> .
% 299.74/300.42 63919[5:Res:59966.1,21414.0] || equal(successor(unordered_pair(apply(null_class,u),v)),null_class)** -> .
% 299.74/300.42 63915[5:Res:59966.1,21406.0] || equal(successor(unordered_pair(u,apply(null_class,v))),null_class)** -> .
% 299.74/300.42 9418[0:Rew:569.0,9357.0] || -> equal(symmetric_difference(complement(u),complement(v)),null_class) member(regular(symmetric_difference(complement(u),complement(v))),union(u,v))*.
% 299.74/300.42 63901[4:Res:59966.1,17229.1] || equal(successor(u),null_class) subclass(domain_relation,u)* -> .
% 299.74/300.42 63900[4:Res:59966.1,37648.1] || equal(successor(u),null_class)** equal(u,domain_relation) -> .
% 299.74/300.42 65386[4:Res:64963.1,57568.0] || equal(successor(complement(singleton(singleton(singleton(null_class))))),null_class)** -> .
% 299.74/300.42 64995[4:Obv:64875.1] || equal(successor(cross_product(universal_class,cross_product(universal_class,universal_class))),null_class)** -> .
% 299.74/300.42 8795[3:Rew:5261.0,8786.1] || -> equal(cross_product(u,singleton(v)),null_class) equal(domain__dfg(regular(cross_product(u,singleton(v))),u,v),single_valued1(xf))**.
% 299.74/300.42 65385[10:Res:64963.1,53182.0] || equal(successor(complement(cross_product(universal_class,universal_class))),null_class)** -> .
% 299.74/300.42 64963[4:MRR:64743.1,7.0] || equal(successor(u),null_class) -> subclass(u,v)*.
% 299.74/300.42 64905[4:Rew:28748.0,64588.1] || equal(successor(u),null_class)** -> equal(u,null_class).
% 299.74/300.42 64975[8:Obv:64892.1] || equal(successor(successor(complement(power_class(null_class)))),null_class)** -> .
% 299.74/300.42 8794[3:Rew:5282.0,8785.1] || -> equal(cross_product(singleton(u),v),null_class) equal(range__dfg(regular(cross_product(singleton(u),v)),u,v),single_valued2(xf))**.
% 299.74/300.42 64974[7:Obv:64891.1] || equal(successor(successor(complement(power_class(universal_class)))),null_class)** -> .
% 299.74/300.42 64931[4:Obv:64899.1] || equal(successor(xf),null_class)** -> function(xf).
% 299.74/300.42 64930[4:Obv:64873.1] || equal(successor(cross_product(universal_class,universal_class)),null_class)** -> .
% 299.74/300.42 64912[4:Obv:64889.1] || equal(successor(successor(x__dfg)),null_class)** -> .
% 299.74/300.42 7728[2:Res:184.1,6873.0] || member(regular(intersection(u,regular(v))),v)* -> equal(intersection(u,regular(v)),null_class) equal(v,null_class).
% 299.74/300.42 64903[4:Obv:64896.1] || equal(successor(composition_function),null_class)** -> .
% 299.74/300.42 63899[4:Res:59966.1,375.0] || equal(successor(u),null_class) -> equal(complement(u),universal_class)**.
% 299.74/300.42 61408[4:Rew:28759.0,61355.0] || equal(union(null_class,unordered_pair(singleton(u),v)),null_class)** -> .
% 299.74/300.42 7716[2:Res:192.1,6873.0] || member(regular(intersection(regular(u),v)),u)* -> equal(intersection(regular(u),v),null_class) equal(u,null_class).
% 299.74/300.42 61407[4:Rew:28759.0,61348.0] || equal(union(null_class,unordered_pair(u,singleton(v))),null_class)** -> .
% 299.74/300.42 61404[4:Rew:28759.0,61343.0] || equal(union(null_class,singleton(ordered_pair(u,v))),null_class)** -> .
% 299.74/300.42 61403[4:Rew:28759.0,61341.0] || equal(union(null_class,singleton(unordered_pair(u,v))),null_class)** -> .
% 299.74/300.42 59973[4:Res:59945.0,414.1] inductive(complement(successor(u))) || -> member(null_class,complement(u))*.
% 299.74/300.42 63921[5:Res:59966.1,21375.0] || equal(successor(unordered_pair(sum_class(range_of(null_class)),u)),null_class)** -> .
% 299.74/300.42 63914[5:Res:59966.1,21374.0] || equal(successor(unordered_pair(u,sum_class(range_of(null_class)))),null_class)** -> .
% 299.74/300.42 876[0:SpL:314.0,99.0] || member(singleton(singleton(singleton(ordered_pair(u,v)))),composition_function)*+ -> equal(compose(singleton(ordered_pair(u,v)),u),v)**.
% 299.74/300.42 63918[4:Res:59966.1,16899.0] || equal(successor(unordered_pair(singleton(u),v)),null_class)** -> .
% 299.74/300.42 63911[4:Res:59966.1,16890.0] || equal(successor(unordered_pair(u,singleton(v))),null_class)** -> .
% 299.74/300.42 63906[4:Res:59966.1,16825.0] || equal(successor(singleton(ordered_pair(u,v))),null_class)** -> .
% 299.74/300.42 63904[4:Res:59966.1,16810.0] || equal(successor(singleton(unordered_pair(u,v))),null_class)** -> .
% 299.74/300.42 866[0:SpL:314.0,110.0] || member(singleton(singleton(singleton(ordered_pair(u,v)))),application_function)*+ -> equal(apply(singleton(ordered_pair(u,v)),u),v)**.
% 299.74/300.42 63909[5:Res:59966.1,21379.0] || equal(successor(singleton(apply(null_class,u))),null_class)** -> .
% 299.74/300.42 63908[5:Res:59966.1,21373.0] || equal(successor(singleton(sum_class(range_of(null_class)))),null_class)** -> .
% 299.74/300.42 63903[4:Res:59966.1,16802.0] || equal(successor(ordered_pair(u,v)),null_class)** -> .
% 299.74/300.42 63905[4:Res:59966.1,16824.0] || equal(successor(singleton(singleton(u))),null_class)** -> .
% 299.74/300.42 14382[0:Res:55.0,937.0] || member(u,v)*+ -> equal(ordered_pair(first(ordered_pair(u,omega)),second(ordered_pair(u,omega))),ordered_pair(u,omega))**.
% 299.74/300.42 63922[4:Res:59966.1,17225.0] || equal(successor(domain_relation),null_class)** -> .
% 299.74/300.42 14306[0:Res:2.0,937.0] || member(u,v)*+ -> equal(ordered_pair(first(ordered_pair(u,x__dfg)),second(ordered_pair(u,x__dfg))),ordered_pair(u,x__dfg))**.
% 299.74/300.42 59639[4:Res:59566.0,414.1] inductive(symmetric_difference(universal_class,complement(u))) || -> member(null_class,u)*.
% 299.74/300.42 61406[5:Rew:28759.0,61346.0] || equal(union(null_class,singleton(apply(null_class,u))),null_class)** -> .
% 299.74/300.42 59550[4:SpR:36660.0,59182.0] || -> subclass(intersection(complement(successor(null_class)),u),complement(singleton(null_class)))*.
% 299.74/300.42 58453[4:SpL:314.0,57561.0] || subclass(complement(singleton(singleton(singleton(singleton(u))))),null_class)* -> .
% 299.74/300.42 57956[4:SpR:36660.0,57812.0] || -> subclass(intersection(u,complement(successor(null_class))),complement(singleton(null_class)))*.
% 299.74/300.42 62343[4:MRR:62342.1,47829.0] || equal(complement(cross_product(universal_class,cross_product(universal_class,universal_class))),universal_class)** -> .
% 299.74/300.42 61405[5:Rew:28759.0,61345.0] || equal(union(null_class,singleton(sum_class(range_of(null_class)))),null_class)** -> .
% 299.74/300.42 63267[4:MRR:63265.1,23545.0] || equal(choice,universal_class)** -> .
% 299.74/300.42 48838[0:Rew:47963.0,48184.0] || -> equal(complement(intersection(power_class(complement(power_class(u))),power_class(v))),union(image(element_relation,power_class(u)),complement(power_class(v))))**.
% 299.74/300.42 59150[0:SpR:31.0,59078.0] || -> subclass(intersection(restrict(u,v,w),x),u)*.
% 299.74/300.42 58368[0:SpR:32.0,58246.0] || -> subclass(restrict(intersection(u,v),w,x),v)*.
% 299.74/300.42 58040[4:SpR:32.0,57950.0] || -> subclass(restrict(union(u,u),v,w),u)*.
% 299.74/300.42 48835[0:Rew:47963.0,48059.0] || -> equal(complement(intersection(power_class(u),power_class(complement(power_class(v))))),union(complement(power_class(u)),image(element_relation,power_class(v))))**.
% 299.74/300.42 59822[4:SpR:31.0,59213.0] || -> subclass(union(null_class,restrict(u,v,w)),u)*.
% 299.74/300.42 61605[4:SpR:31446.0,59958.0] || -> subclass(complement(successor(complement(u))),union(u,u))*.
% 299.74/300.42 62126[4:Res:60062.1,4846.0] || equal(complement(u),universal_class)** -> equal(u,null_class).
% 299.74/300.42 17394[4:Rew:17265.0,9120.2] inductive(singleton(u)) || member(u,universal_class) -> member(u,cantor(successor_relation)) subclass(range_of(null_class),singleton(u))*.
% 299.74/300.42 62315[10:Rew:28759.0,62271.0] || equal(union(null_class,cross_product(universal_class,universal_class)),universal_class)** -> .
% 299.74/300.42 62143[4:Res:60062.1,903.0] || equal(complement(xf),universal_class)** -> function(xf).
% 299.74/300.42 62306[4:Res:60062.1,47827.0] || equal(complement(composition_function),universal_class)** -> .
% 299.74/300.42 60062[4:Res:59276.1,36907.0] || equal(complement(u),universal_class) -> subclass(u,v)*.
% 299.74/300.42 48840[0:Rew:47963.0,48249.1] || member(regular(power_class(complement(power_class(u)))),image(element_relation,power_class(u)))* -> equal(power_class(complement(power_class(u))),null_class).
% 299.74/300.42 61387[4:Res:59633.1,34988.0] || equal(complement(regular(ordered_pair(u,v))),null_class)** -> .
% 299.74/300.42 61393[4:Rew:28759.0,61340.0] || equal(union(null_class,ordered_pair(u,v)),null_class)** -> .
% 299.74/300.42 11857[0:Res:9.1,385.0] || equal(rotate(u),cross_product(cross_product(universal_class,universal_class),universal_class))* -> equal(cross_product(cross_product(universal_class,universal_class),universal_class),rotate(u)).
% 299.74/300.42 61862[4:Res:61332.1,6869.0] || equal(complement(element_relation),null_class)** -> .
% 299.74/300.42 61328[4:Res:59633.1,375.0] || equal(complement(u),null_class)** -> equal(universal_class,u).
% 299.74/300.42 61327[4:Res:59633.1,404.0] || equal(complement(u),null_class) -> member(omega,u)*.
% 299.74/300.42 11773[0:Res:9.1,384.0] || equal(flip(u),cross_product(cross_product(universal_class,universal_class),universal_class))* -> equal(cross_product(cross_product(universal_class,universal_class),universal_class),flip(u)).
% 299.74/300.42 61326[4:Res:59633.1,409.0] || equal(complement(u),null_class) -> member(x__dfg,u)*.
% 299.74/300.42 61595[4:SpR:46.0,59958.0] || -> subclass(complement(successor(complement(singleton(null_class)))),successor(null_class))*.
% 299.74/300.42 59958[4:SpR:28759.0,59945.0] || -> subclass(complement(successor(complement(u))),union(null_class,u))*.
% 299.74/300.42 61397[4:Rew:28759.0,61357.0] || equal(union(null_class,unordered_pair(null_class,u)),null_class)** -> .
% 299.74/300.42 14035[0:MRR:14027.1,98.0] || member(ordered_pair(xf,x__dfg),cross_product(universal_class,universal_class)) -> member(ordered_pair(xf,ordered_pair(x__dfg,apply(xf,x__dfg))),application_function)*.
% 299.74/300.42 61396[4:Rew:28759.0,61350.0] || equal(union(null_class,unordered_pair(u,null_class)),null_class)** -> .
% 299.74/300.42 61395[4:Rew:28759.0,61342.0] || equal(union(null_class,singleton(singleton(u))),null_class)** -> .
% 299.74/300.42 61390[4:Res:59633.1,47432.0] || equal(complement(ordered_pair(u,v)),null_class)** -> .
% 299.74/300.42 61388[4:Res:59633.1,47428.0] || equal(complement(unordered_pair(u,v)),null_class)** -> .
% 299.74/300.42 6588[0:Rew:31.0,6551.0] || -> subclass(restrict(u,v,w),x) member(not_subclass_element(restrict(u,v,w),x),cross_product(v,w))*.
% 299.74/300.42 61389[4:Res:59633.1,47431.0] || equal(complement(singleton(u)),null_class)** -> .
% 299.74/300.42 61331[4:Res:59633.1,741.0] || equal(complement(compose_class(u)),null_class)** -> .
% 299.74/300.42 61391[4:Rew:28759.0,61359.0] || equal(union(null_class,domain_relation),null_class)** -> .
% 299.74/300.42 61336[4:Res:59633.1,878.0] || equal(complement(composition_function),null_class)** -> .
% 299.74/300.42 13569[0:Obv:13562.1] || member(u,v) -> equal(not_subclass_element(unordered_pair(w,u),v),w)** subclass(unordered_pair(w,u),v).
% 299.74/300.42 61333[4:Res:59633.1,868.0] || equal(complement(application_function),null_class)** -> .
% 299.74/300.42 61330[4:Res:59633.1,740.0] || equal(complement(successor_relation),null_class)** -> .
% 299.74/300.42 61329[4:Res:59633.1,739.0] || equal(complement(domain_relation),null_class)** -> .
% 299.74/300.42 13568[0:Obv:13563.1] || member(u,v) -> equal(not_subclass_element(unordered_pair(u,w),v),w)** subclass(unordered_pair(u,w),v).
% 299.74/300.42 59544[4:SpR:31446.0,59182.0] || -> subclass(intersection(union(u,u),v),u)*.
% 299.74/300.42 61001[4:Rew:28748.0,60930.0,10128.0,60930.0] || -> subclass(complement(successor(u)),complement(singleton(u)))*.
% 299.74/300.42 13548[0:EqF:622.1,622.2] || equal(u,v) -> subclass(unordered_pair(v,u),w) equal(not_subclass_element(unordered_pair(v,u),w),v)**.
% 299.74/300.42 60803[4:SpR:39356.0,59447.0] || -> subclass(union(null_class,intersection(u,v)),v)*.
% 299.74/300.42 59447[0:Obv:59427.0] || -> subclass(intersection(intersection(u,v),w),v)*.
% 299.74/300.42 13412[0:MRR:13397.0,12451.1] || member(u,union(v,w)) -> member(u,intersection(v,w))* member(u,symmetric_difference(v,w)).
% 299.74/300.42 60246[4:MRR:60077.1,1052.1] || equal(u,universal_class) -> inductive(u)*.
% 299.74/300.42 7893[0:Res:417.2,574.0] || subclass(u,symmetric_difference(v,w)) -> subclass(u,x) member(not_subclass_element(u,x),union(v,w))*.
% 299.74/300.42 59276[4:Rew:28748.0,59153.1] || equal(u,universal_class) -> subclass(v,u)*.
% 299.74/300.42 59945[4:Rew:28748.0,59875.0,10128.0,59875.0] || -> subclass(complement(successor(u)),complement(u))*.
% 299.74/300.42 59213[4:SpR:39356.0,59078.0] || -> subclass(union(null_class,intersection(u,v)),u)*.
% 299.74/300.42 7881[0:Res:417.2,4.0] || subclass(u,v)*+ subclass(v,w)* -> subclass(u,x) member(not_subclass_element(u,x),w)*.
% 299.74/300.42 59182[4:SpR:39356.0,59078.0] || -> subclass(intersection(union(null_class,u),v),u)*.
% 299.74/300.42 7759[0:Res:194.1,25.0] || -> subclass(intersection(intersection(u,v),w),x) member(not_subclass_element(intersection(intersection(u,v),w),x),v)*.
% 299.74/300.42 59311[4:MRR:19275.1,59310.0] || member(singleton(singleton(null_class)),successor_relation)* -> .
% 299.74/300.42 59310[4:MRR:59309.1,47431.0] || equal(successor(null_class),universal_class)** -> .
% 299.74/300.42 59196[4:SpR:40206.0,59078.0] || -> subclass(intersection(successor(null_class),u),singleton(null_class))*.
% 299.74/300.42 59078[0:Obv:59058.0] || -> subclass(intersection(intersection(u,v),w),u)*.
% 299.74/300.42 7758[0:Res:194.1,24.0] || -> subclass(intersection(intersection(u,v),w),x) member(not_subclass_element(intersection(intersection(u,v),w),x),u)*.
% 299.74/300.42 57833[0:SpR:32.0,57711.0] || -> subclass(restrict(intersection(u,v),w,x),u)*.
% 299.74/300.42 57780[0:SpR:31.0,57711.0] || -> subclass(intersection(u,restrict(v,w,x)),v)*.
% 299.74/300.42 57960[4:SpR:32.0,57812.0] || -> subclass(restrict(union(null_class,u),v,w),u)*.
% 299.74/300.42 7755[0:Res:194.1,4.0] || subclass(u,v) -> subclass(intersection(u,w),x) member(not_subclass_element(intersection(u,w),x),v)*.
% 299.74/300.42 57561[4:Res:47487.0,46994.1] || subclass(complement(singleton(ordered_pair(u,v))),null_class)* -> .
% 299.74/300.42 57544[4:Res:406.1,46994.1] || subclass(universal_class,u)*+ subclass(u,null_class)* -> .
% 299.74/300.42 58246[0:Obv:58225.0] || -> subclass(intersection(u,intersection(v,w)),w)*.
% 299.74/300.42 6566[0:Res:186.1,25.0] || -> subclass(intersection(u,intersection(v,w)),x) member(not_subclass_element(intersection(u,intersection(v,w)),x),w)*.
% 299.74/300.42 57950[4:SpR:31446.0,57812.0] || -> subclass(intersection(u,union(v,v)),v)*.
% 299.74/300.42 57812[4:SpR:39356.0,57711.0] || -> subclass(intersection(u,union(null_class,v)),v)*.
% 299.74/300.42 57826[4:SpR:40206.0,57711.0] || -> subclass(intersection(u,successor(null_class)),singleton(null_class))*.
% 299.74/300.42 57711[0:Obv:57690.0] || -> subclass(intersection(u,intersection(v,w)),v)*.
% 299.74/300.42 6565[0:Res:186.1,24.0] || -> subclass(intersection(u,intersection(v,w)),x) member(not_subclass_element(intersection(u,intersection(v,w)),x),v)*.
% 299.74/300.42 57568[4:Res:41422.0,46994.1] || subclass(complement(singleton(singleton(singleton(null_class)))),null_class)* -> .
% 299.74/300.42 46994[4:Res:46634.1,469.0] || subclass(u,null_class) member(singleton(v),u)* -> .
% 299.74/300.42 46561[4:SpR:46231.1,31446.0] || subclass(u,null_class) -> equal(union(u,u),null_class)**.
% 299.74/300.42 6563[0:Res:186.1,4.0] || subclass(u,v) -> subclass(intersection(w,u),x) member(not_subclass_element(intersection(w,u),x),v)*.
% 299.74/300.42 56468[4:Res:9.1,52673.0] || equal(flip(u),domain_relation)** equal(null_class,u) -> .
% 299.74/300.42 56444[4:Res:9.1,52672.0] || equal(rotate(u),domain_relation)** equal(null_class,u) -> .
% 299.74/300.42 56837[4:SpR:19166.0,56231.0] || -> equal(regular(singleton(singleton(null_class))),singleton(null_class))**.
% 299.74/300.42 11961[0:Obv:11943.0] || -> equal(regular(unordered_pair(u,v)),u) equal(unordered_pair(u,v),null_class) member(v,unordered_pair(u,v))*.
% 299.74/300.42 56231[2:Rew:314.0,56230.0] || -> equal(regular(singleton(singleton(singleton(u)))),singleton(singleton(u)))**.
% 299.74/300.42 56122[4:Res:12497.1,52644.0] || equal(singleton(regular(u)),null_class)** -> equal(u,null_class).
% 299.74/300.42 55718[4:MRR:55698.0,147.0] || equal(successor(complement(u)),null_class)** -> member(x__dfg,u).
% 299.74/300.42 55572[4:MRR:55549.0,55.0] || equal(successor(complement(u)),null_class)** -> member(omega,u).
% 299.74/300.42 11960[0:Obv:11950.0] || -> equal(regular(unordered_pair(u,v)),v) equal(unordered_pair(u,v),null_class) member(u,unordered_pair(u,v))*.
% 299.74/300.42 55384[6:Res:32578.1,50088.1] || equal(successor(complement(u)),null_class)** -> member(null_class,u).
% 299.74/300.42 55126[4:Rew:4660.0,55094.1] || equal(null_class,u) -> equal(union(u,null_class),null_class)**.
% 299.74/300.42 52673[4:Res:17399.1,50055.1] || subclass(domain_relation,flip(u))* equal(null_class,u) -> .
% 299.74/300.42 7841[0:Res:415.2,270.0] || subclass(u,restrict(v,w,x))* -> equal(u,null_class) member(regular(u),cross_product(w,x)).
% 299.74/300.42 52672[4:Res:17398.1,50055.1] || subclass(domain_relation,rotate(u))* equal(null_class,u) -> .
% 299.74/300.42 6546[0:Res:573.1,4.0] || member(u,symmetric_difference(v,w))* subclass(complement(intersection(v,w)),x)*+ -> member(u,x)*.
% 299.74/300.42 56227[6:MRR:56195.1,55360.0] || equal(successor(regular(ordered_pair(null_class,u))),null_class)** -> .
% 299.74/300.42 23551[2:MRR:9976.0,23545.0] || -> equal(unordered_pair(u,singleton(v)),regular(ordered_pair(u,v)))** equal(regular(ordered_pair(u,v)),singleton(u)).
% 299.74/300.42 52644[4:Res:169.1,50055.1] || member(u,universal_class)* equal(singleton(u),null_class) -> .
% 299.74/300.42 52606[4:Rew:28759.0,52601.0] || equal(union(null_class,singleton(ordered_pair(u,v))),universal_class)** -> .
% 299.74/300.42 51406[7:SpR:25457.1,50347.0] || equal(u,universal_class) -> member(null_class,complement(power_class(u)))*.
% 299.74/300.42 13472[0:EqF:629.1,629.2] || equal(u,v) -> equal(unordered_pair(v,u),null_class) equal(apply(choice,unordered_pair(v,u)),v)**.
% 299.74/300.42 50597[8:Rew:50325.0,37927.0] || equal(u,complement(power_class(null_class)))*+ -> member(null_class,u)*.
% 299.74/300.42 50596[8:Rew:50325.0,33297.0] || subclass(complement(power_class(null_class)),u)* -> member(null_class,u).
% 299.74/300.42 50566[8:Rew:50325.0,33300.1] inductive(singleton(u)) || -> member(u,complement(power_class(null_class)))*.
% 299.74/300.42 50357[7:Rew:50323.0,37824.0] || equal(u,complement(power_class(universal_class)))*+ -> member(null_class,u)*.
% 299.74/300.42 8686[0:Res:26.2,258.0] || member(u,complement(v)) member(u,complement(w)) member(u,union(w,v))* -> .
% 299.74/300.42 50356[7:Rew:50323.0,33211.0] || subclass(complement(power_class(universal_class)),u)* -> member(null_class,u).
% 299.74/300.42 50333[7:Rew:50323.0,33214.1] inductive(singleton(u)) || -> member(u,complement(power_class(universal_class)))*.
% 299.74/300.42 55717[4:MRR:55695.0,147.0] || equal(successor(unordered_pair(x__dfg,u)),null_class)** -> .
% 299.74/300.42 55716[4:MRR:55694.0,147.0] || equal(successor(unordered_pair(u,x__dfg)),null_class)** -> .
% 299.74/300.42 48187[0:Rew:47963.0,8111.1] || member(u,intersection(power_class(v),complement(w)))* member(u,union(complement(power_class(v)),w)) -> .
% 299.74/300.42 55715[4:MRR:55696.1,50004.0] || equal(successor(singleton(x__dfg)),null_class)** -> .
% 299.74/300.42 55684[4:Res:10118.0,50090.1] || equal(successor(cantor(xf)),null_class)** -> .
% 299.74/300.42 55571[4:MRR:55546.0,55.0] || equal(successor(unordered_pair(omega,u)),null_class)** -> .
% 299.74/300.42 47998[0:Rew:47963.0,8034.1] || member(u,intersection(complement(v),power_class(w)))* member(u,union(v,complement(power_class(w)))) -> .
% 299.74/300.42 55570[4:MRR:55545.0,55.0] || equal(successor(unordered_pair(u,omega)),null_class)** -> .
% 299.74/300.42 55569[4:MRR:55547.1,50006.0] || equal(successor(singleton(omega)),null_class)** -> .
% 299.74/300.42 17827[4:Rew:17265.0,8440.2] || member(u,universal_class) subclass(domain_relation,intersection(v,w))*+ -> member(ordered_pair(u,cantor(u)),w)*.
% 299.74/300.42 55362[4:Res:50.1,50088.1] inductive(u) || equal(successor(u),null_class)** -> .
% 299.74/300.42 55386[6:Res:41421.0,50088.1] || equal(successor(complement(singleton(singleton(null_class)))),null_class)** -> .
% 299.74/300.42 55400[4:MRR:55364.0,1042.0] || equal(successor(unordered_pair(null_class,u)),null_class)** -> .
% 299.74/300.42 55399[4:MRR:55363.0,1042.0] || equal(successor(unordered_pair(u,null_class)),null_class)** -> .
% 299.74/300.42 17824[4:Rew:17265.0,8439.2] || member(u,universal_class) subclass(domain_relation,intersection(v,w))*+ -> member(ordered_pair(u,cantor(u)),v)*.
% 299.74/300.42 55394[6:Res:32173.0,50088.1] || equal(successor(singleton(null_class)),null_class)** -> .
% 299.74/300.42 55383[6:Res:32208.0,50088.1] || equal(successor(successor(null_class)),null_class)** -> .
% 299.74/300.42 13901[0:SpR:823.1,313.0] || -> equal(cross_product(u,v),null_class) member(singleton(first(regular(cross_product(u,v)))),regular(cross_product(u,v)))*.
% 299.74/300.42 50082[4:Obv:49868.2] || equal(null_class,u) equal(u,cantor(xf))* -> .
% 299.74/300.42 50010[4:Rew:4660.0,49722.1] || equal(null_class,u) -> equal(union(null_class,u),null_class)**.
% 299.74/300.42 7729[2:Res:415.2,6873.0] || subclass(u,regular(v))* member(regular(u),v) -> equal(u,null_class) equal(v,null_class).
% 299.74/300.42 49707[6:MRR:25841.2,49704.0] inductive(complement(u)) || member(regular(omega),u)* -> .
% 299.74/300.42 49486[6:Res:32575.1,47727.1] || equal(u,singleton(null_class))* equal(null_class,u) -> .
% 299.74/300.42 49485[6:Res:32644.1,47727.1] || equal(u,successor(null_class))* equal(null_class,u) -> .
% 299.74/300.42 48544[4:Rew:48542.0,30538.1] || equal(u,universal_class) -> subclass(power_class(universal_class),power_class(u))*.
% 299.74/300.42 6382[0:Res:407.2,574.0] || member(u,universal_class) subclass(universal_class,symmetric_difference(v,w)) -> member(power_class(u),union(v,w))*.
% 299.74/300.42 48511[4:Rew:47963.0,28944.0] || -> equal(union(null_class,complement(power_class(u))),complement(power_class(u)))**.
% 299.74/300.42 47785[4:SpL:29733.0,47766.0] || equal(union(null_class,complement(u)),union(null_class,u))** -> .
% 299.74/300.42 46862[7:SpL:25457.1,46843.0] || equal(u,universal_class) subclass(universal_class,power_class(u))* -> .
% 299.74/300.42 46619[4:Rew:28751.0,46574.1] || subclass(u,null_class) -> equal(union(u,null_class),null_class)**.
% 299.74/300.42 6373[0:Res:407.2,4.0] || member(u,universal_class)+ subclass(universal_class,v)* subclass(v,w)* -> member(power_class(u),w)*.
% 299.74/300.42 53055[4:Res:19302.1,52605.0] || equal(singleton(ordered_pair(null_class,u)),singleton(singleton(null_class)))** -> .
% 299.74/300.42 6323[0:Res:408.2,574.0] || member(u,universal_class) subclass(universal_class,symmetric_difference(v,w)) -> member(sum_class(u),union(v,w))*.
% 299.74/300.42 54047[10:MRR:53798.1,8125.0] || equal(compose(complement(element_relation),inverse(element_relation)),null_class)** -> .
% 299.74/300.42 6314[0:Res:408.2,4.0] || member(u,universal_class)+ subclass(universal_class,v)* subclass(v,w)* -> member(sum_class(u),w)*.
% 299.74/300.42 53182[10:Rew:53056.0,52330.0] || subclass(complement(cross_product(universal_class,universal_class)),null_class)* -> .
% 299.74/300.42 54338[10:SoR:54337.0,74.1] one_to_one(subset_relation) || -> .
% 299.74/300.42 54337[10:SoR:53812.0,159.1] function(subset_relation) || -> .
% 299.74/300.42 53812[10:MRR:53131.1,39658.0] single_valued_class(subset_relation) || -> .
% 299.74/300.42 6311[0:SpR:71.0,408.2] || member(image(u,singleton(v)),universal_class)*+ subclass(universal_class,w) -> member(apply(u,v),w)*.
% 299.74/300.42 53056[10:Spt:46859.0] || -> equal(subset_relation,null_class)**.
% 299.74/300.42 52605[4:Res:47487.0,27.1] || member(singleton(u),singleton(ordered_pair(u,v)))* -> .
% 299.74/300.42 50070[4:MRR:49959.1,178.0] || equal(unordered_pair(ordered_pair(u,v),w),null_class)** -> .
% 299.74/300.42 50067[4:MRR:49957.1,178.0] || equal(unordered_pair(unordered_pair(u,v),w),null_class)** -> .
% 299.74/300.42 50059[4:MRR:49934.1,178.0] || equal(unordered_pair(u,unordered_pair(v,w)),null_class)** -> .
% 299.74/300.42 50057[4:MRR:49932.1,178.0] || equal(unordered_pair(u,ordered_pair(v,w)),null_class)** -> .
% 299.74/300.42 52623[4:Res:406.1,50055.1] || subclass(universal_class,u)* equal(null_class,u) -> .
% 299.74/300.42 48052[0:Rew:47963.0,339.2] || member(u,universal_class) -> member(u,image(element_relation,power_class(v)))* member(u,power_class(complement(power_class(v)))).
% 299.74/300.42 50055[4:MRR:49879.2,12451.1] || equal(null_class,u) member(v,u)* -> .
% 299.74/300.42 47487[4:MRR:41395.0,47483.0] || -> member(singleton(u),complement(singleton(ordered_pair(u,v))))*.
% 299.74/300.42 47010[4:Res:46634.1,16900.0] || subclass(unordered_pair(ordered_pair(u,v),w),null_class)* -> .
% 299.74/300.42 17825[4:Rew:17265.0,8437.2] || member(u,universal_class) subclass(domain_relation,complement(v)) member(ordered_pair(u,cantor(u)),v)* -> .
% 299.74/300.42 47009[4:Res:46634.1,16812.0] || subclass(unordered_pair(unordered_pair(u,v),w),null_class)* -> .
% 299.74/300.42 47005[4:Res:46634.1,16891.0] || subclass(unordered_pair(u,ordered_pair(v,w)),null_class)* -> .
% 299.74/300.42 47003[4:Res:46634.1,16811.0] || subclass(unordered_pair(u,unordered_pair(v,w)),null_class)* -> .
% 299.74/300.42 18350[4:Rew:17265.0,17816.2] || member(u,universal_class) equal(cantor(u),successor(u)) -> member(ordered_pair(u,cantor(u)),successor_relation)*.
% 299.74/300.42 49705[6:MRR:23057.1,49704.0] inductive(singleton(u)) || -> equal(regular(omega),u)*.
% 299.74/300.42 17416[4:Rew:17265.0,541.1] || member(singleton(singleton(singleton(ordered_pair(u,v)))),application_function)*+ -> member(u,cantor(singleton(ordered_pair(u,v))))*.
% 299.74/300.42 52281[6:MRR:52242.1,23545.0] || equal(complement(cross_product(u,v)),null_class)** -> .
% 299.74/300.42 52319[6:SoR:52282.0,74.1] one_to_one(complement(cross_product(universal_class,universal_class))) || -> .
% 299.74/300.42 52282[6:MRR:4662.1,52281.0] function(complement(cross_product(universal_class,universal_class))) || -> .
% 299.74/300.42 10201[4:Rew:10111.0,7883.0] || subclass(u,complement(compose(element_relation,universal_class)))*+ member(not_subclass_element(u,v),element_relation)* -> subclass(u,v).
% 299.74/300.42 49515[6:Res:32578.1,47727.1] || equal(complement(u),null_class) -> member(null_class,u)*.
% 299.74/300.42 49071[4:Res:7907.1,46993.0] || equal(null_class,u) subclass(domain_relation,u)* -> .
% 299.74/300.42 52211[0:SoR:51617.0,74.1] one_to_one(element_relation) || -> member(complement(power_class(universal_class)),universal_class)*.
% 299.74/300.42 9515[0:Res:65.1,421.1] function(complement(u)) || member(v,universal_class) -> member(v,u)* member(v,cross_product(universal_class,universal_class))*.
% 299.74/300.42 51617[0:MRR:51611.1,1042.0] function(element_relation) || -> member(complement(power_class(universal_class)),universal_class)*.
% 299.74/300.42 51614[4:SpR:50323.0,19188.0] || -> equal(sum_class(complement(power_class(universal_class))),apply(element_relation,universal_class))**.
% 299.74/300.42 50603[8:Rew:50325.0,46735.0] || member(regular(complement(power_class(null_class))),power_class(null_class))* -> .
% 299.74/300.42 50588[8:Rew:50325.0,33302.0] || equal(complement(successor(complement(power_class(null_class)))),universal_class)** -> .
% 299.74/300.42 9395[0:SpR:46.0,569.0] || -> equal(intersection(successor(u),union(complement(u),complement(singleton(u)))),symmetric_difference(complement(u),complement(singleton(u))))**.
% 299.74/300.42 50363[7:Rew:50323.0,46696.0] || member(regular(complement(power_class(universal_class))),power_class(universal_class))* -> .
% 299.74/300.42 50348[7:Rew:50323.0,33216.0] || equal(complement(successor(complement(power_class(universal_class)))),universal_class)** -> .
% 299.74/300.42 50605[8:Rew:50325.0,46880.0] || subclass(complement(power_class(null_class)),power_class(null_class))* -> .
% 299.74/300.42 50602[8:Rew:50325.0,46785.0] || equal(regular(complement(power_class(null_class))),universal_class)** -> .
% 299.74/300.42 48188[0:Rew:47963.0,8087.1] || member(u,symmetric_difference(power_class(v),complement(w)))* -> member(u,union(complement(power_class(v)),w)).
% 299.74/300.42 51948[8:MRR:51945.1,33298.0] inductive(regular(complement(power_class(null_class)))) || -> .
% 299.74/300.42 50589[8:Rew:50325.0,50051.0] || equal(successor(complement(power_class(null_class))),null_class)** -> .
% 299.74/300.42 50365[7:Rew:50323.0,46845.0] || subclass(complement(power_class(universal_class)),power_class(universal_class))* -> .
% 299.74/300.42 47999[0:Rew:47963.0,8012.1] || member(u,symmetric_difference(complement(v),power_class(w)))* -> member(u,union(v,complement(power_class(w)))).
% 299.74/300.42 50362[7:Rew:50323.0,46755.0] || equal(regular(complement(power_class(universal_class))),universal_class)** -> .
% 299.74/300.42 51824[7:MRR:51821.1,33212.0] inductive(regular(complement(power_class(universal_class)))) || -> .
% 299.74/300.42 50349[7:Rew:50323.0,50050.0] || equal(successor(complement(power_class(universal_class))),null_class)** -> .
% 299.74/300.42 49205[0:Rew:47967.0,49148.0] || -> equal(union(u,complement(power_class(complement(power_class(v))))),union(u,image(element_relation,power_class(v))))**.
% 299.74/300.42 50325[4:SpR:10128.0,47963.0] || -> equal(image(element_relation,universal_class),complement(power_class(null_class)))**.
% 299.74/300.42 50323[0:SpR:4660.0,47963.0] || -> equal(image(element_relation,null_class),complement(power_class(universal_class)))**.
% 299.74/300.42 50600[8:Rew:50325.0,46733.0] || equal(complement(power_class(null_class)),null_class)** -> .
% 299.74/300.42 50599[8:Rew:50325.0,46690.0] || subclass(complement(power_class(null_class)),null_class)* -> .
% 299.74/300.42 49204[0:Rew:47973.0,49098.0] || -> equal(union(complement(power_class(complement(power_class(u)))),v),union(image(element_relation,power_class(u)),v))**.
% 299.74/300.42 50360[7:Rew:50323.0,46694.0] || equal(complement(power_class(universal_class)),null_class)** -> .
% 299.74/300.42 50359[7:Rew:50323.0,46689.0] || subclass(complement(power_class(universal_class)),null_class)* -> .
% 299.74/300.42 50587[8:Rew:50325.0,33292.0] || -> member(null_class,complement(power_class(null_class)))*.
% 299.74/300.42 50347[7:Rew:50323.0,33207.0] || -> member(null_class,complement(power_class(universal_class)))*.
% 299.74/300.42 48808[0:Rew:47963.0,47970.0] || -> equal(union(complement(power_class(u)),complement(power_class(v))),complement(intersection(power_class(u),power_class(v))))**.
% 299.74/300.42 47963[0:MRR:23501.0,47962.0] || -> equal(image(element_relation,complement(u)),complement(power_class(u)))**.
% 299.74/300.42 47915[4:Res:7907.1,46991.0] || equal(null_class,u) equal(u,domain_relation)* -> .
% 299.74/300.42 47968[0:Rew:47963.0,343.1] || member(u,image(element_relation,power_class(v)))* member(u,power_class(complement(power_class(v)))) -> .
% 299.74/300.42 50016[4:Obv:49942.1] || equal(unordered_pair(omega,u),null_class)** -> .
% 299.74/300.42 50015[4:Obv:49940.1] || equal(unordered_pair(x__dfg,u),null_class)** -> .
% 299.74/300.42 50013[4:Obv:49925.1] || equal(unordered_pair(u,omega),null_class)** -> .
% 299.74/300.42 47979[0:Rew:47963.0,3098.0] || member(not_subclass_element(power_class(u),v),complement(power_class(u)))* -> subclass(power_class(u),v).
% 299.74/300.42 50012[4:Obv:49923.1] || equal(unordered_pair(u,x__dfg),null_class)** -> .
% 299.74/300.42 50008[4:Obv:49996.1] || equal(successor(x__dfg),null_class)** -> .
% 299.74/300.42 50006[4:Obv:49905.1] || equal(singleton(omega),null_class)** -> .
% 299.74/300.42 50004[4:Obv:49900.1] || equal(singleton(x__dfg),null_class)** -> .
% 299.74/300.42 47975[0:Rew:47963.0,243.0] || member(regular(power_class(u)),complement(power_class(u)))* -> equal(power_class(u),null_class).
% 299.74/300.42 47746[4:Res:7907.1,46990.0] || equal(null_class,u) -> equal(complement(u),universal_class)**.
% 299.74/300.42 49704[6:EmS:49488.0,53.0] || equal(omega,null_class)** -> .
% 299.74/300.42 49488[6:Res:50.1,47727.1] inductive(u) || equal(null_class,u)* -> .
% 299.74/300.42 47973[0:Rew:47963.0,255.0] || -> equal(complement(intersection(power_class(u),complement(v))),union(complement(power_class(u)),v))**.
% 299.74/300.42 47711[5:SpL:7424.0,47573.0] || equal(unordered_pair(apply(null_class,u),v),null_class)** -> .
% 299.74/300.42 47708[5:SpL:7424.0,47567.0] || equal(unordered_pair(u,apply(null_class,v)),null_class)** -> .
% 299.74/300.42 47967[0:Rew:47963.0,253.0] || -> equal(complement(intersection(complement(u),power_class(v))),union(u,complement(power_class(v))))**.
% 299.74/300.42 47012[5:Res:46634.1,21414.0] || subclass(unordered_pair(apply(null_class,u),v),null_class)* -> .
% 299.74/300.42 47972[0:Rew:47963.0,142.0] || -> equal(complement(image(element_relation,power_class(u))),power_class(complement(power_class(u))))**.
% 299.74/300.42 47008[5:Res:46634.1,21406.0] || subclass(unordered_pair(u,apply(null_class,v)),null_class)* -> .
% 299.74/300.42 46993[4:Res:46634.1,17229.1] || subclass(u,null_class)*+ subclass(domain_relation,u)* -> .
% 299.74/300.42 48542[4:Rew:28759.0,47971.0] || -> equal(union(null_class,power_class(u)),power_class(u))**.
% 299.74/300.42 46991[4:Res:46634.1,37648.1] || subclass(u,null_class)* equal(u,domain_relation) -> .
% 299.74/300.42 47831[4:MRR:8972.1,47829.0] || equal(cross_product(universal_class,cross_product(universal_class,universal_class)),null_class)** -> .
% 299.74/300.42 47793[4:SpL:31446.0,47780.0] || equal(union(u,u),complement(u))** -> .
% 299.74/300.42 5957[0:Res:236.1,4.0] || member(inverse(u),universal_class) subclass(domain_relation,v) -> member(ordered_pair(inverse(u),range_of(u)),v)*.
% 299.74/300.42 47786[4:SpL:46.0,47780.0] || equal(complement(singleton(null_class)),successor(null_class))** -> .
% 299.74/300.42 47829[4:Res:9.1,47827.0] || equal(application_function,composition_function)** -> .
% 299.74/300.42 47828[4:Res:7907.1,47827.0] || equal(composition_function,null_class)** -> .
% 299.74/300.42 47827[4:MRR:47826.0,47826.2,101.0,6869.0] || subclass(composition_function,application_function)* -> .
% 299.74/300.42 47780[4:SpL:28759.0,47766.0] || equal(union(null_class,u),complement(u))** -> .
% 299.74/300.42 47766[4:MRR:47765.1,715.0] || equal(complement(u),u)** -> .
% 299.74/300.42 46990[4:Res:46634.1,375.0] || subclass(u,null_class)* -> equal(complement(u),universal_class).
% 299.74/300.42 46686[6:Res:46629.1,27.1] || subclass(u,null_class)* member(null_class,u) -> .
% 299.74/300.42 12962[0:MRR:12958.1,138.0] || member(u,universal_class) equal(successor(singleton(u)),u) -> member(singleton(singleton(singleton(u))),successor_relation)*.
% 299.74/300.42 47573[5:Res:7907.1,47015.0] || equal(unordered_pair(sum_class(range_of(null_class)),u),null_class)** -> .
% 299.74/300.42 47567[5:Res:7907.1,47007.0] || equal(unordered_pair(u,sum_class(range_of(null_class))),null_class)** -> .
% 299.74/300.42 47504[6:Res:32575.1,47499.0] || equal(singleton(ordered_pair(universal_class,u)),singleton(null_class))** -> .
% 299.74/300.42 47503[6:Res:32644.1,47499.0] || equal(singleton(ordered_pair(universal_class,u)),successor(null_class))** -> .
% 299.74/300.42 47015[5:Res:46634.1,21375.0] || subclass(unordered_pair(sum_class(range_of(null_class)),u),null_class)* -> .
% 299.74/300.42 47007[5:Res:46634.1,21374.0] || subclass(unordered_pair(u,sum_class(range_of(null_class))),null_class)* -> .
% 299.74/300.42 47529[4:Res:7907.1,47011.0] || equal(unordered_pair(singleton(u),v),null_class)** -> .
% 299.74/300.42 10193[4:Rew:10111.0,7705.1] || member(u,universal_class) subclass(universal_class,complement(compose(element_relation,universal_class)))*+ member(sum_class(u),element_relation)* -> .
% 299.74/300.42 47513[4:Res:7907.1,47004.0] || equal(unordered_pair(u,singleton(v)),null_class)** -> .
% 299.74/300.42 47483[4:Res:7907.1,46998.0] || equal(singleton(ordered_pair(u,v)),null_class)** -> .
% 299.74/300.42 47425[4:Res:7907.1,46996.0] || equal(singleton(unordered_pair(u,v)),null_class)** -> .
% 299.74/300.42 47011[4:Res:46634.1,16899.0] || subclass(unordered_pair(singleton(u),v),null_class)* -> .
% 299.74/300.42 47515[4:MRR:9988.1,47513.0] inductive(ordered_pair(u,v)) || -> equal(singleton(u),null_class)**.
% 299.74/300.42 47004[4:Res:46634.1,16890.0] || subclass(unordered_pair(u,singleton(v)),null_class)* -> .
% 299.74/300.42 47506[4:Res:50.1,47499.0] inductive(singleton(ordered_pair(universal_class,u))) || -> .
% 299.74/300.42 47499[4:Res:47486.0,27.1] || member(null_class,singleton(ordered_pair(universal_class,u)))* -> .
% 299.74/300.42 47486[4:MRR:41418.0,47483.0] || -> member(null_class,complement(singleton(ordered_pair(universal_class,u))))*.
% 299.74/300.42 10192[4:Rew:10111.0,7706.1] || member(u,universal_class) subclass(universal_class,complement(compose(element_relation,universal_class)))*+ member(power_class(u),element_relation)* -> .
% 299.74/300.42 46998[4:Res:46634.1,16825.0] || subclass(singleton(ordered_pair(u,v)),null_class)* -> .
% 299.74/300.42 47462[4:Res:9.1,47432.0] || equal(ordered_pair(u,v),universal_class)** -> .
% 299.74/300.42 47438[4:Res:9.1,47428.0] || equal(unordered_pair(u,v),universal_class)** -> .
% 299.74/300.42 47432[4:SpL:16.0,47428.0] || subclass(universal_class,ordered_pair(u,v))* -> .
% 299.74/300.42 47446[4:Res:9.1,47431.0] || equal(singleton(u),universal_class)** -> .
% 299.74/300.42 47431[4:SpL:15.0,47428.0] || subclass(universal_class,singleton(u))* -> .
% 299.74/300.42 47428[4:MRR:34992.1,47425.0] || subclass(universal_class,unordered_pair(u,v))* -> .
% 299.74/300.42 46996[4:Res:46634.1,16810.0] || subclass(singleton(unordered_pair(u,v)),null_class)* -> .
% 299.74/300.42 7887[0:Res:417.2,271.0] || subclass(u,restrict(v,w,x))*+ -> subclass(u,y) member(not_subclass_element(u,y),v)*.
% 299.74/300.42 47378[5:SpL:7424.0,47374.0] || equal(singleton(apply(null_class,u)),null_class)** -> .
% 299.74/300.42 47001[5:Res:46634.1,21379.0] || subclass(singleton(apply(null_class,u)),null_class)* -> .
% 299.74/300.42 47374[5:Res:7907.1,47000.0] || equal(singleton(sum_class(range_of(null_class))),null_class)** -> .
% 299.74/300.42 47000[5:Res:46634.1,21373.0] || subclass(singleton(sum_class(range_of(null_class))),null_class)* -> .
% 299.74/300.42 7786[0:Rew:116.0,7741.0] || -> subclass(symmetric_difference(u,v),w) member(not_subclass_element(symmetric_difference(u,v),w),complement(intersection(u,v)))*.
% 299.74/300.42 47137[4:Res:7907.1,47014.0] || equal(unordered_pair(null_class,u),null_class)** -> .
% 299.74/300.42 47062[4:Res:7907.1,47006.0] || equal(unordered_pair(u,null_class),null_class)** -> .
% 299.74/300.42 47056[4:Res:7907.1,46997.0] || equal(singleton(singleton(u)),null_class)** -> .
% 299.74/300.42 47014[4:Res:46634.1,19213.0] || subclass(unordered_pair(null_class,u),null_class)* -> .
% 299.74/300.42 6526[0:SpR:32.0,573.1] || member(u,symmetric_difference(cross_product(v,w),x))* -> member(u,complement(restrict(x,v,w))).
% 299.74/300.42 47006[4:Res:46634.1,19225.0] || subclass(unordered_pair(u,null_class),null_class)* -> .
% 299.74/300.42 46997[4:Res:46634.1,16824.0] || subclass(singleton(singleton(u)),null_class)* -> .
% 299.74/300.42 6525[0:SpR:31.0,573.1] || member(u,symmetric_difference(v,cross_product(w,x)))* -> member(u,complement(restrict(v,w,x))).
% 299.74/300.42 46879[8:MRR:46878.1,46733.0] || subclass(universal_class,power_class(null_class))* -> .
% 299.74/300.42 46843[7:MRR:46842.1,46694.0] || subclass(universal_class,power_class(universal_class))* -> .
% 299.74/300.42 3275[0:Rew:31.0,3134.0] || -> equal(restrict(u,v,w),null_class) member(regular(restrict(u,v,w)),cross_product(v,w))*.
% 299.74/300.42 11940[0:EqF:619.1,619.2] || equal(u,v) -> equal(unordered_pair(v,u),null_class) equal(regular(unordered_pair(v,u)),v)**.
% 299.74/300.42 46784[8:MRR:46782.1,33298.0] inductive(regular(image(element_relation,universal_class))) || -> .
% 299.74/300.42 46753[7:MRR:46751.1,33212.0] inductive(regular(image(element_relation,null_class))) || -> .
% 299.74/300.42 9516[0:Res:9.1,421.1] || equal(u,complement(v))*+ member(w,universal_class)* -> member(w,v)* member(w,u)*.
% 299.74/300.42 46231[4:SpR:43463.1,39356.0] || subclass(u,null_class) -> equal(union(null_class,u),null_class)**.
% 299.74/300.42 46369[4:Res:7907.1,46313.0] || equal(null_class,u)* equal(u,universal_class) -> .
% 299.74/300.42 7756[0:Res:194.1,27.1] || member(not_subclass_element(intersection(complement(u),v),w),u)* -> subclass(intersection(complement(u),v),w).
% 299.74/300.42 46313[4:MRR:46170.2,715.0] || subclass(u,null_class)* equal(u,universal_class) -> .
% 299.74/300.42 46310[6:MRR:46248.1,32172.0] || subclass(singleton(null_class),null_class)* -> .
% 299.74/300.42 43463[2:Res:3315.2,6869.0] || subclass(u,null_class) -> equal(intersection(u,v),null_class)**.
% 299.74/300.42 6564[0:Res:186.1,27.1] || member(not_subclass_element(intersection(u,complement(v)),w),v)* -> subclass(intersection(u,complement(v)),w).
% 299.74/300.42 42003[2:Res:3143.2,6869.0] || subclass(u,null_class) -> equal(intersection(v,u),null_class)**.
% 299.74/300.42 41644[4:Rew:28748.0,41511.0,10128.0,41511.0,28759.0,41511.0,249.0,41511.0] || -> equal(power_class(union(null_class,u)),power_class(union(u,u)))*.
% 299.74/300.42 40383[9:SpR:40368.1,313.0] one_to_one(u) || -> member(null_class,ordered_pair(inverse(u),v))*.
% 299.74/300.42 39851[9:SpR:39752.1,46.0] function(u) || -> equal(union(u,null_class),successor(u))**.
% 299.74/300.42 3543[0:Res:415.2,574.0] || subclass(u,symmetric_difference(v,w)) -> equal(u,null_class) member(regular(u),union(v,w))*.
% 299.74/300.42 3479[0:Res:415.2,4.0] || subclass(u,v)*+ subclass(v,w)* -> equal(u,null_class) member(regular(u),w)*.
% 299.74/300.42 3318[0:Res:192.1,25.0] || -> equal(intersection(intersection(u,v),w),null_class) member(regular(intersection(intersection(u,v),w)),v)*.
% 299.74/300.42 43236[4:SpR:36660.0,42901.0] || -> equal(symmetric_difference(complement(singleton(null_class)),complement(successor(null_class))),null_class)**.
% 299.74/300.42 3317[0:Res:192.1,24.0] || -> equal(intersection(intersection(u,v),w),null_class) member(regular(intersection(intersection(u,v),w)),u)*.
% 299.74/300.42 43164[0:Obv:43145.0] || -> equal(intersection(complement(u),intersection(v,u)),null_class)**.
% 299.74/300.42 42566[0:Obv:42549.0] || -> equal(intersection(complement(u),intersection(u,v)),null_class)**.
% 299.74/300.42 3315[0:Res:192.1,4.0] || subclass(u,v) -> equal(intersection(u,w),null_class) member(regular(intersection(u,w)),v)*.
% 299.74/300.42 43230[4:SpR:31446.0,42901.0] || -> equal(symmetric_difference(u,union(u,u)),null_class)**.
% 299.74/300.42 42934[4:Obv:42875.1] inductive(symmetric_difference(u,union(null_class,u))) || -> .
% 299.74/300.42 42901[4:Rew:28748.0,42810.0] || -> equal(symmetric_difference(u,union(null_class,u)),null_class)**.
% 299.74/300.42 3146[0:Res:184.1,25.0] || -> equal(intersection(u,intersection(v,w)),null_class) member(regular(intersection(u,intersection(v,w))),w)*.
% 299.74/300.42 42328[4:Obv:42272.1] inductive(symmetric_difference(singleton(null_class),successor(null_class))) || -> .
% 299.74/300.42 3145[0:Res:184.1,24.0] || -> equal(intersection(u,intersection(v,w)),null_class) member(regular(intersection(u,intersection(v,w))),v)*.
% 299.74/300.42 42292[4:Rew:28748.0,42219.0] || -> equal(symmetric_difference(singleton(null_class),successor(null_class)),null_class)**.
% 299.74/300.42 39356[4:MRR:39347.0,6581.0] || -> equal(intersection(u,union(null_class,u)),union(null_class,u))**.
% 299.74/300.42 3143[0:Res:184.1,4.0] || subclass(u,v) -> equal(intersection(w,u),null_class) member(regular(intersection(w,u)),v)*.
% 299.74/300.42 37754[6:SpR:31446.0,32626.1] || -> member(null_class,complement(u)) member(null_class,union(u,u))*.
% 299.74/300.42 41911[4:Res:9.1,41875.0] || equal(flip(null_class),domain_relation)** -> .
% 299.74/300.42 41875[4:Res:17399.1,6869.0] || subclass(domain_relation,flip(null_class))* -> .
% 299.74/300.42 17399[4:Rew:17265.0,8470.1] || subclass(domain_relation,flip(u)) -> member(ordered_pair(ordered_pair(v,w),cantor(ordered_pair(w,v))),u)*.
% 299.74/300.42 41799[4:Res:9.1,41757.0] || equal(rotate(null_class),domain_relation)** -> .
% 299.74/300.42 41757[4:Res:17398.1,6869.0] || subclass(domain_relation,rotate(null_class))* -> .
% 299.74/300.42 17398[4:Rew:17265.0,8469.1] || subclass(domain_relation,rotate(u)) -> member(ordered_pair(ordered_pair(v,cantor(ordered_pair(w,v))),w),u)*.
% 299.74/300.42 36664[4:SpR:31446.0,29733.0] || -> equal(complement(union(u,u)),union(null_class,complement(u)))**.
% 299.74/300.42 41460[4:Rew:28759.0,41455.0] || equal(union(null_class,singleton(singleton(singleton(null_class)))),universal_class)** -> .
% 299.74/300.42 6377[0:Res:407.2,271.0] || member(u,universal_class) subclass(universal_class,restrict(v,w,x))*+ -> member(power_class(u),v)*.
% 299.74/300.42 41459[4:Res:41422.0,27.1] || member(singleton(null_class),singleton(singleton(singleton(null_class))))* -> .
% 299.74/300.42 41433[6:Rew:28759.0,41428.0] || equal(union(null_class,singleton(singleton(null_class))),universal_class)** -> .
% 299.74/300.42 6318[0:Res:408.2,271.0] || member(u,universal_class) subclass(universal_class,restrict(v,w,x))*+ -> member(sum_class(u),v)*.
% 299.74/300.42 41422[4:MRR:41393.0,23592.0] || -> member(singleton(null_class),complement(singleton(singleton(singleton(null_class)))))*.
% 299.74/300.42 41438[6:Res:32575.1,41432.0] || equal(singleton(singleton(null_class)),singleton(null_class))** -> .
% 299.74/300.42 41437[6:Res:32644.1,41432.0] || equal(singleton(singleton(null_class)),successor(null_class))** -> .
% 299.74/300.42 17845[4:Rew:17265.0,8459.2] || member(u,universal_class) subclass(domain_relation,compose_class(v))*+ -> equal(compose(v,u),cantor(u))**.
% 299.74/300.42 41440[6:Res:50.1,41432.0] inductive(singleton(singleton(null_class))) || -> .
% 299.74/300.42 41432[6:Res:41421.0,27.1] || member(null_class,singleton(singleton(null_class)))* -> .
% 299.74/300.42 41421[6:MRR:41407.0,19455.0] || -> member(null_class,complement(singleton(singleton(null_class))))*.
% 299.74/300.42 36356[2:Obv:36343.0] || -> subclass(u,complement(singleton(u)))* equal(singleton(u),null_class).
% 299.74/300.42 17820[4:Rew:17265.0,8435.2] || member(u,universal_class) subclass(domain_relation,singleton(v))*+ -> equal(ordered_pair(u,cantor(u)),v)*.
% 299.74/300.42 31852[4:Res:31757.0,443.1] || equal(union(u,u),universal_class)** -> member(omega,u).
% 299.74/300.42 31851[4:Res:31757.0,455.1] || equal(union(u,u),universal_class)** -> member(x__dfg,u).
% 299.74/300.42 31850[4:Res:31757.0,1057.1] || equal(union(u,u),universal_class)** -> member(null_class,u).
% 299.74/300.42 31577[0:Res:31384.0,414.1] inductive(symmetric_difference(u,u)) || -> member(null_class,complement(u))*.
% 299.74/300.42 17598[4:Rew:17265.0,9123.1] || member(u,universal_class) -> member(u,cantor(v))* equal(sum_class(range_of(null_class)),apply(v,u)).
% 299.74/300.42 40937[9:SoR:39761.0,74.1] one_to_one(range_of(u)) || member(inverse(u),universal_class)* -> .
% 299.74/300.42 40266[4:SpL:40206.0,24.0] || member(u,successor(null_class))* -> member(u,singleton(null_class)).
% 299.74/300.42 39815[9:SoR:39750.0,7923.2] single_valued_class(singleton(u)) || equal(singleton(u),null_class)** -> .
% 299.74/300.42 39761[9:Res:35696.1,39666.1] function(range_of(u)) || member(inverse(u),universal_class)* -> .
% 299.74/300.42 39803[9:SoR:39749.0,2767.2] single_valued_class(x__dfg) || equal(cross_product(universal_class,universal_class),x__dfg)** -> .
% 299.74/300.42 39786[9:SoR:39747.0,2767.2] single_valued_class(omega) || equal(cross_product(universal_class,universal_class),omega)** -> .
% 299.74/300.42 40844[9:SoR:39762.0,74.1] one_to_one(not_subclass_element(u,v)) || -> subclass(u,v)*.
% 299.74/300.42 39762[9:Res:12502.1,39666.1] function(not_subclass_element(u,v)) || -> subclass(u,v)*.
% 299.74/300.42 40695[9:SoR:39758.1,74.1] function(u) one_to_one(apply(u,v)) || -> .
% 299.74/300.42 39853[9:SpR:39752.1,313.0] function(u) || -> member(null_class,ordered_pair(u,v))*.
% 299.74/300.42 39758[9:Res:6254.1,39666.1] function(u) function(apply(u,v)) || -> .
% 299.74/300.42 40368[9:Res:6257.1,40344.1] one_to_one(u) || -> equal(singleton(inverse(u)),null_class)**.
% 299.74/300.42 40361[9:SoR:39765.0,74.1] one_to_one(cantor(u)) || member(u,universal_class)* -> .
% 299.74/300.42 875[0:SpL:314.0,99.0] || member(ordered_pair(u,singleton(singleton(singleton(v)))),composition_function)* -> equal(compose(u,singleton(v)),v).
% 299.74/300.42 40352[9:SoR:39754.0,74.1] one_to_one(sum_class(u)) || member(u,universal_class)* -> .
% 299.74/300.42 40349[9:SoR:39753.0,74.1] one_to_one(power_class(u)) || member(u,universal_class)* -> .
% 299.74/300.42 40344[9:MRR:40319.2,19233.0] one_to_one(u) || member(inverse(u),universal_class)* -> .
% 299.74/300.42 40296[9:SoR:39631.0,74.1] one_to_one(inverse(u)) || -> equal(range_of(u),universal_class)**.
% 299.74/300.42 40305[9:Rew:40295.1,9687.2] one_to_one(u) || subclass(range_of(inverse(u)),v) -> maps(inverse(u),universal_class,v)*.
% 299.74/300.42 39765[9:Res:35099.1,39666.1] function(cantor(u)) || member(u,universal_class)* -> .
% 299.74/300.42 39754[9:Res:57.1,39666.1] function(sum_class(u)) || member(u,universal_class)* -> .
% 299.74/300.42 40309[9:Rew:40296.1,40301.2] one_to_one(inverse(u)) || subclass(universal_class,v) -> maps(inverse(u),universal_class,v)*.
% 299.74/300.42 39753[9:Res:59.1,39666.1] function(power_class(u)) || member(u,universal_class)* -> .
% 299.74/300.42 40295[9:SoR:39631.0,75.1] one_to_one(u) || -> equal(range_of(u),universal_class)**.
% 299.74/300.42 39631[9:SpR:39510.1,17356.0] function(inverse(u)) || -> equal(range_of(u),universal_class)**.
% 299.74/300.42 40206[4:MRR:40196.0,6581.0] || -> equal(intersection(singleton(null_class),successor(null_class)),successor(null_class))**.
% 299.74/300.42 865[0:SpL:314.0,110.0] || member(ordered_pair(u,singleton(singleton(singleton(v)))),application_function)* -> equal(apply(u,singleton(v)),v).
% 299.74/300.42 40134[9:SoR:39766.0,74.1] one_to_one(regular(u)) || -> equal(u,null_class)*.
% 299.74/300.42 39766[9:Res:12497.1,39666.1] function(regular(u)) || -> equal(u,null_class)*.
% 299.74/300.42 39535[9:Rew:39510.1,18475.2] function(restrict(u,v,universal_class)) || subclass(image(u,v),cantor(cantor(w))) equal(cantor(cantor(x)),universal_class) -> compatible(restrict(u,v,universal_class),x,w)*.
% 299.74/300.42 39752[9:Res:6257.1,39666.1] function(u) || -> equal(singleton(u),null_class)**.
% 299.74/300.42 39699[9:SoR:39599.1,74.1] function(u) one_to_one(cantor(u)) || -> .
% 299.74/300.42 39802[9:SoR:39749.0,7923.2] single_valued_class(x__dfg) || equal(null_class,x__dfg)** -> .
% 299.74/300.42 39539[9:Rew:39510.1,18430.2] function(u) || subclass(range_of(u),cantor(sum_class(v))) equal(cantor(cantor(w)),universal_class) -> compatible(u,w,restrict(element_relation,universal_class,v))*.
% 299.74/300.42 39841[9:SoR:39751.0,74.1] one_to_one(ordered_pair(u,v)) || -> .
% 299.74/300.42 39838[9:SoR:39748.0,74.1] one_to_one(unordered_pair(u,v)) || -> .
% 299.74/300.42 39751[9:Res:308.0,39666.1] function(ordered_pair(u,v)) || -> .
% 299.74/300.42 39748[9:Res:14.0,39666.1] function(unordered_pair(u,v)) || -> .
% 299.74/300.42 39540[9:Rew:39510.1,18421.2] function(u) || subclass(range_of(u),range_of(v)) equal(cantor(cantor(w)),universal_class) -> compatible(u,w,flip(cross_product(v,universal_class)))*.
% 299.74/300.42 39830[9:SoR:39760.0,74.1] one_to_one(apply(null_class,u)) || -> .
% 299.74/300.42 39760[9:Res:21239.0,39666.1] function(apply(null_class,u)) || -> .
% 299.74/300.42 39827[9:SoR:39755.0,74.1] one_to_one(sum_class(range_of(null_class))) || -> .
% 299.74/300.42 39755[9:Res:21244.0,39666.1] function(sum_class(range_of(null_class))) || -> .
% 299.74/300.42 39541[9:Rew:39510.1,18411.2] function(u) || subclass(range_of(u),cantor(range_of(v)))*+ equal(cantor(cantor(w)),universal_class) -> compatible(u,w,inverse(v))*.
% 299.74/300.42 39814[9:SoR:39750.0,74.1] one_to_one(singleton(u)) || -> .
% 299.74/300.42 39750[9:Res:138.0,39666.1] function(singleton(u)) || -> .
% 299.74/300.42 39808[9:Obv:39807.1] single_valued_class(regular(universal_class)) || -> .
% 299.74/300.42 39804[9:SoR:39774.0,74.1] one_to_one(regular(universal_class)) || -> .
% 299.74/300.42 39542[9:Rew:39510.1,18404.2] function(u) || equal(cantor(cantor(v)),range_of(u)) equal(cantor(cantor(w)),universal_class) -> compatible(u,w,v)*.
% 299.74/300.42 39774[9:MRR:39704.1,715.0] function(regular(universal_class)) || -> .
% 299.74/300.42 39801[9:SoR:39749.0,74.1] one_to_one(x__dfg) || -> .
% 299.74/300.42 39784[9:SoR:39747.0,74.1] one_to_one(omega) || -> .
% 299.74/300.42 39749[9:Res:147.0,39666.1] function(x__dfg) || -> .
% 299.74/300.42 39543[9:Rew:39510.1,18405.2] function(u) || subclass(range_of(u),cantor(cantor(v)))*+ equal(cantor(cantor(w)),universal_class) -> compatible(u,w,v)*.
% 299.74/300.42 39747[9:Res:55.0,39666.1] function(omega) || -> .
% 299.74/300.42 39666[9:MRR:39629.2,19233.0] function(u) || member(u,universal_class)* -> .
% 299.74/300.42 39599[9:MRR:39598.2,23548.0] function(u) function(cantor(u)) || -> .
% 299.74/300.42 39676[9:SSi:39675.0,81.1] operation(u) || -> .
% 299.74/300.42 39677[9:MRR:90.1,39676.0] || homomorphism(u,v,w)* -> .
% 299.74/300.42 39694[9:SoR:39658.0,74.1] one_to_one(null_class) || -> .
% 299.74/300.42 39659[9:MRR:4848.1,39658.0] single_valued_class(null_class) || -> .
% 299.74/300.42 39658[9:MRR:39632.1,715.0] function(null_class) || -> .
% 299.74/300.42 39510[9:Res:39404.1,375.0] function(u) || -> equal(cantor(u),universal_class)**.
% 299.74/300.42 39538[9:Rew:39510.1,17308.2] function(u) || subclass(range_of(u),v) -> maps(u,universal_class,v)*.
% 299.74/300.42 11873[0:MRR:11870.1,138.0] || member(u,universal_class) member(singleton(u),u)*+ -> member(singleton(singleton(singleton(u))),element_relation)*.
% 299.74/300.42 37652[2:Res:31230.1,8049.1] || equal(u,domain_relation) subclass(domain_relation,complement(u))* -> .
% 299.74/300.42 9097[0:Res:9.1,380.0] || equal(compose(u,v),cross_product(universal_class,universal_class))* -> equal(cross_product(universal_class,universal_class),compose(u,v)).
% 299.74/300.42 37648[2:Res:31230.1,725.1] || equal(u,domain_relation) subclass(universal_class,complement(u))* -> .
% 299.74/300.42 35696[4:SpR:17356.0,35099.1] || member(inverse(u),universal_class) -> member(range_of(u),universal_class)*.
% 299.74/300.42 17395[4:Rew:17265.0,8796.0] || member(u,cantor(regular(cross_product(singleton(u),universal_class))))* -> equal(cross_product(singleton(u),universal_class),null_class).
% 299.74/300.42 10202[4:Rew:10111.0,7704.0] || subclass(u,complement(compose(element_relation,universal_class)))* member(regular(u),element_relation) -> equal(u,null_class).
% 299.74/300.42 33233[7:SpL:25457.1,33219.0] || equal(u,universal_class) equal(power_class(u),universal_class)** -> .
% 299.74/300.42 37903[4:Obv:37901.0] || -> subclass(complement(compose(element_relation,universal_class)),complement(element_relation))*.
% 299.74/300.42 10674[4:Rew:10111.0,10203.1] || member(not_subclass_element(complement(compose(element_relation,universal_class)),u),element_relation)* -> subclass(complement(compose(element_relation,universal_class)),u).
% 299.74/300.42 37895[7:Res:50.1,33221.1] inductive(power_class(u)) || equal(u,universal_class)* -> .
% 299.74/300.42 33221[7:SpL:25457.1,33212.0] || equal(u,universal_class) member(null_class,power_class(u))* -> .
% 299.74/300.42 32804[6:Res:32644.1,628.0] || equal(singleton(u),successor(null_class))* -> equal(null_class,u).
% 299.74/300.42 32649[6:Res:32575.1,628.0] || equal(singleton(u),singleton(null_class))* -> equal(null_class,u).
% 299.74/300.42 32626[6:SpR:28759.0,32578.1] || -> member(null_class,complement(u)) member(null_class,union(null_class,u))*.
% 299.74/300.42 285[0:Res:5.1,271.0] || -> subclass(restrict(u,v,w),x) member(not_subclass_element(restrict(u,v,w),x),u)*.
% 299.74/300.42 31525[0:Res:31190.0,414.1] inductive(symmetric_difference(universal_class,u)) || -> member(null_class,complement(u))*.
% 299.74/300.42 31230[2:SpL:28748.0,16394.0] || equal(u,domain_relation) -> member(ordered_pair(null_class,null_class),u)*.
% 299.74/300.42 7885[0:Res:417.2,25.0] || subclass(u,intersection(v,w))*+ -> subclass(u,x) member(not_subclass_element(u,x),w)*.
% 299.74/300.42 7884[0:Res:417.2,24.0] || subclass(u,intersection(v,w))*+ -> subclass(u,x) member(not_subclass_element(u,x),v)*.
% 299.74/300.42 29343[4:Rew:28759.0,1091.0] || equal(union(null_class,u),universal_class)** -> member(null_class,u).
% 299.74/300.42 3539[0:Res:5.1,574.0] || -> subclass(symmetric_difference(u,v),w) member(not_subclass_element(symmetric_difference(u,v),w),union(u,v))*.
% 299.74/300.42 36907[0:Obv:36882.1] || subclass(u,complement(u))*+ -> subclass(u,v)*.
% 299.74/300.42 7882[0:Res:417.2,27.1] || subclass(u,complement(v)) member(not_subclass_element(u,w),v)* -> subclass(u,w).
% 299.74/300.42 29342[4:Rew:28759.0,492.0] || equal(union(null_class,u),universal_class)** -> member(omega,u).
% 299.74/300.42 29341[4:Rew:28759.0,529.0] || equal(union(null_class,u),universal_class)** -> member(x__dfg,u).
% 299.74/300.42 36660[4:SpR:46.0,29733.0] || -> equal(union(null_class,complement(singleton(null_class))),complement(successor(null_class)))**.
% 299.74/300.42 29733[4:Rew:28750.0,28760.0] || -> equal(complement(union(null_class,u)),union(null_class,complement(u)))**.
% 299.74/300.42 7836[0:Res:405.1,270.0] || subclass(universal_class,restrict(u,v,w))*+ -> member(unordered_pair(x,y),cross_product(v,w))*.
% 299.74/300.42 7754[0:Res:194.1,628.0] || -> subclass(intersection(singleton(u),v),w) equal(not_subclass_element(intersection(singleton(u),v),w),u)**.
% 299.74/300.42 6562[0:Res:186.1,628.0] || -> subclass(intersection(u,singleton(v)),w) equal(not_subclass_element(intersection(u,singleton(v)),w),v)**.
% 299.74/300.42 3483[0:Res:415.2,271.0] || subclass(u,restrict(v,w,x))* -> equal(u,null_class) member(regular(u),v).
% 299.74/300.42 35620[2:Obv:35612.0] || -> subclass(regular(u),complement(u))* equal(u,null_class).
% 299.74/300.42 34876[4:Rew:34846.0,33577.0] || -> equal(symmetric_difference(complement(u),union(u,u)),universal_class)**.
% 299.74/300.42 34846[4:SpR:31446.0,33644.0] || -> equal(union(complement(u),union(u,u)),universal_class)**.
% 299.74/300.42 33549[4:Rew:33522.0,31383.0] || -> equal(intersection(complement(u),union(u,u)),null_class)**.
% 299.74/300.42 35099[4:Res:101.0,17818.1] || member(u,universal_class) -> member(cantor(u),universal_class)*.
% 299.74/300.42 7719[2:Res:5.1,6873.0] || member(not_subclass_element(regular(u),v),u)* -> subclass(regular(u),v) equal(u,null_class).
% 299.74/300.42 35514[4:Rew:35498.0,35454.0] || -> equal(symmetric_difference(successor(null_class),complement(singleton(null_class))),universal_class)**.
% 299.74/300.42 35498[4:SpR:46.0,33963.0] || -> equal(union(successor(null_class),complement(singleton(null_class))),universal_class)**.
% 299.74/300.42 35210[4:SpR:46.0,33865.0] || -> equal(intersection(successor(null_class),complement(singleton(null_class))),null_class)**.
% 299.74/300.42 3413[0:Rew:116.0,3309.0] || -> equal(symmetric_difference(u,v),null_class) member(regular(symmetric_difference(u,v)),complement(intersection(u,v)))*.
% 299.74/300.42 33655[4:Rew:33644.0,33578.0] || -> equal(symmetric_difference(complement(u),union(null_class,u)),universal_class)**.
% 299.74/300.42 17818[4:Rew:17265.0,8456.2] || member(u,universal_class) subclass(domain_relation,cross_product(v,w))*+ -> member(cantor(u),w)*.
% 299.74/300.42 35011[2:Res:9.1,34988.0] || equal(regular(ordered_pair(u,v)),universal_class)** -> .
% 299.74/300.42 34988[2:MRR:34978.1,23545.0] || subclass(universal_class,regular(ordered_pair(u,v)))* -> .
% 299.74/300.42 33644[4:SpR:28759.0,33519.0] || -> equal(union(complement(u),union(null_class,u)),universal_class)**.
% 299.74/300.42 6376[0:Res:407.2,25.0] || member(u,universal_class) subclass(universal_class,intersection(v,w))*+ -> member(power_class(u),w)*.
% 299.74/300.42 33560[4:Rew:33522.0,31817.0] || -> equal(intersection(complement(u),union(null_class,u)),null_class)**.
% 299.74/300.42 6375[0:Res:407.2,24.0] || member(u,universal_class) subclass(universal_class,intersection(v,w))*+ -> member(power_class(u),v)*.
% 299.74/300.42 6317[0:Res:408.2,25.0] || member(u,universal_class) subclass(universal_class,intersection(v,w))*+ -> member(sum_class(u),w)*.
% 299.74/300.42 6316[0:Res:408.2,24.0] || member(u,universal_class) subclass(universal_class,intersection(v,w))*+ -> member(sum_class(u),v)*.
% 299.74/300.42 3316[0:Res:192.1,27.1] || member(regular(intersection(complement(u),v)),u)* -> equal(intersection(complement(u),v),null_class).
% 299.74/300.42 33570[4:Rew:33519.0,33569.0] || -> equal(symmetric_difference(u,complement(u)),universal_class)**.
% 299.74/300.42 33519[4:Rew:10128.0,33456.0] || -> equal(union(u,complement(u)),universal_class)**.
% 299.74/300.42 33522[4:Rew:31817.0,33480.0] || -> equal(symmetric_difference(u,u),null_class)**.
% 299.74/300.42 33407[0:Obv:33388.0] || -> equal(intersection(u,complement(u)),null_class)**.
% 299.74/300.42 3144[0:Res:184.1,27.1] || member(regular(intersection(u,complement(v))),v)* -> equal(intersection(u,complement(v)),null_class).
% 299.74/300.42 33303[8:MRR:28801.1,33298.0] inductive(complement(union(null_class,image(element_relation,universal_class)))) || -> .
% 299.74/300.42 33304[8:MRR:32044.1,33298.0] inductive(symmetric_difference(universal_class,image(element_relation,universal_class))) || -> .
% 299.74/300.42 33299[8:MRR:20671.1,33298.0] inductive(symmetric_difference(image(element_relation,universal_class),universal_class)) || -> .
% 299.74/300.42 33309[8:Res:32575.1,33298.0] || equal(power_class(null_class),singleton(null_class))** -> .
% 299.74/300.42 33308[8:Res:32644.1,33298.0] || equal(power_class(null_class),successor(null_class))** -> .
% 299.74/300.42 596[0:SpL:314.0,96.0] || member(singleton(singleton(singleton(u))),compose_class(v))* -> equal(compose(v,singleton(u)),u).
% 299.74/300.42 33305[8:Rew:10147.0,33294.0] || equal(power_class(null_class),universal_class)** -> .
% 299.74/300.42 33311[8:Res:50.1,33298.0] inductive(power_class(null_class)) || -> .
% 299.74/300.42 33298[8:Res:33292.0,10237.0] || member(null_class,power_class(null_class))* -> .
% 299.74/300.42 17752[4:Rew:17265.0,540.1] || member(ordered_pair(u,singleton(singleton(singleton(v)))),application_function)* -> member(singleton(v),cantor(u)).
% 299.74/300.42 33217[7:MRR:28877.1,33212.0] inductive(complement(union(null_class,image(element_relation,null_class)))) || -> .
% 299.74/300.42 33218[7:MRR:32051.1,33212.0] inductive(symmetric_difference(universal_class,image(element_relation,null_class))) || -> .
% 299.74/300.42 33213[7:MRR:20669.1,33212.0] inductive(symmetric_difference(image(element_relation,null_class),universal_class)) || -> .
% 299.74/300.42 12576[2:MRR:7723.0,12497.1] || member(apply(choice,regular(u)),u)* -> equal(regular(u),null_class) equal(u,null_class).
% 299.74/300.42 33224[7:Res:32575.1,33212.0] || equal(power_class(universal_class),singleton(null_class))** -> .
% 299.74/300.42 33223[7:Res:32644.1,33212.0] || equal(power_class(universal_class),successor(null_class))** -> .
% 299.74/300.42 33219[7:Rew:4861.0,33208.0] || equal(power_class(universal_class),universal_class)** -> .
% 299.74/300.42 33226[7:Res:50.1,33212.0] inductive(power_class(universal_class)) || -> .
% 299.74/300.42 33212[7:Res:33207.0,5105.0] || member(null_class,power_class(universal_class))* -> .
% 299.74/300.42 6374[0:Res:407.2,27.1] || member(u,universal_class) subclass(universal_class,complement(v))*+ member(power_class(u),v)* -> .
% 299.74/300.42 32996[0:SpR:31200.0,45.0] || -> equal(range_of(cross_product(u,universal_class)),image(universal_class,u))**.
% 299.74/300.42 31200[0:SpR:28748.0,31.0] || -> equal(restrict(universal_class,u,v),cross_product(u,v))**.
% 299.74/300.42 31853[4:Res:31757.0,414.1] inductive(union(u,u)) || -> member(null_class,u)*.
% 299.74/300.42 6315[0:Res:408.2,27.1] || member(u,universal_class) subclass(universal_class,complement(v))*+ member(sum_class(u),v)* -> .
% 299.74/300.42 8781[0:SpR:266.1,45.0] || -> equal(cross_product(u,universal_class),null_class) equal(image(regular(cross_product(u,universal_class)),u),range_of(null_class))**.
% 299.74/300.42 32841[6:MRR:32817.1,23545.0] || equal(cross_product(u,v),successor(null_class))** -> .
% 299.74/300.42 32644[6:Res:9.1,32209.0] || equal(u,successor(null_class)) -> member(null_class,u)*.
% 299.74/300.42 8365[0:Res:9.1,381.1] function(u) || equal(u,cross_product(universal_class,universal_class))* -> equal(cross_product(universal_class,universal_class),u).
% 299.74/300.42 32685[6:MRR:32662.1,23545.0] || equal(cross_product(u,v),singleton(null_class))** -> .
% 299.74/300.42 32575[6:Res:9.1,32181.0] || equal(u,singleton(null_class)) -> member(null_class,u)*.
% 299.74/300.42 32209[6:MRR:32198.1,32172.0] || subclass(successor(null_class),u)* -> member(null_class,u).
% 299.74/300.42 32578[6:Res:13856.1,32181.0] || -> member(null_class,u) member(null_class,complement(u))*.
% 299.74/300.42 32181[6:Res:32173.0,4.0] || subclass(singleton(null_class),u)* -> member(null_class,u).
% 299.74/300.42 31274[4:Res:29352.0,414.1] inductive(union(null_class,u)) || -> member(null_class,u)*.
% 299.74/300.42 10665[4:Rew:10111.0,10198.1] || member(regular(complement(compose(element_relation,universal_class))),element_relation)* -> equal(complement(compose(element_relation,universal_class)),null_class).
% 299.74/300.42 32212[6:Res:32208.0,1058.1] || equal(complement(successor(null_class)),universal_class)** -> .
% 299.74/300.42 32176[6:MRR:29329.1,32172.0] || equal(union(null_class,successor_relation),domain_relation)** -> .
% 299.74/300.42 32208[6:MRR:32196.0,32172.0] || -> member(null_class,successor(null_class))*.
% 299.74/300.42 32175[6:MRR:31297.0,32172.0] || -> equal(regular(successor(null_class)),null_class)**.
% 299.74/300.42 32172[6:Spt:32165.0,31994.1,32110.0] || equal(successor(null_class),null_class)** -> .
% 299.74/300.42 31266[4:SpR:46.0,29352.0] || -> subclass(successor(null_class),singleton(null_class))*.
% 299.74/300.42 32174[6:MRR:8066.1,32172.0] || subclass(domain_relation,successor_relation)* -> .
% 299.74/300.42 32173[6:Spt:32165.0,31994.0] || -> member(null_class,singleton(null_class))*.
% 299.74/300.42 30453[4:Rew:28759.0,29351.1] || -> member(not_subclass_element(union(null_class,u),v),u)* subclass(union(null_class,u),v).
% 299.74/300.42 31805[4:Rew:28750.0,31737.0] || -> subclass(union(null_class,u),union(u,u))*.
% 299.74/300.42 30316[4:Rew:28759.0,29347.1] || -> member(regular(union(null_class,u)),u)* equal(union(null_class,u),null_class).
% 299.74/300.42 31757[4:SpR:31446.0,29352.0] || -> subclass(union(u,u),u)*.
% 299.74/300.42 31446[4:Rew:28759.0,31402.0] || -> equal(union(null_class,u),union(u,u))*.
% 299.74/300.42 28759[4:Rew:28748.0,10165.0] || -> equal(complement(complement(u)),union(null_class,u))**.
% 299.74/300.42 28751[4:Rew:28748.0,10162.0] || -> equal(symmetric_difference(u,null_class),union(u,null_class))**.
% 299.74/300.42 28750[4:Rew:28748.0,10164.0] || -> equal(symmetric_difference(null_class,u),union(null_class,u))**.
% 299.74/300.42 28752[4:Rew:28748.0,10172.1] || -> equal(u,null_class) equal(symmetric_difference(u,regular(u)),union(u,regular(u)))**.
% 299.74/300.42 31448[4:Rew:31446.0,29332.0] || equal(union(element_relation,element_relation),universal_class)** -> .
% 299.74/300.42 31447[4:Rew:31446.0,29331.0] || equal(union(element_relation,element_relation),domain_relation)** -> .
% 299.74/300.42 29330[4:Rew:28759.0,27380.0] || equal(union(null_class,successor_relation),universal_class)** -> .
% 299.74/300.42 29324[4:Rew:28759.0,19318.0] || equal(union(null_class,domain_relation),universal_class)** -> .
% 299.74/300.42 31362[0:MRR:31322.0,6581.0] || -> equal(intersection(u,u),u)**.
% 299.74/300.42 29352[4:Rew:28759.0,23395.0] || -> subclass(union(null_class,u),u)*.
% 299.74/300.42 28748[0:MRR:28708.0,6581.0] || -> equal(intersection(universal_class,u),u)**.
% 299.74/300.42 14561[0:Obv:14543.1] || member(not_subclass_element(u,intersection(v,u)),v)* -> subclass(u,intersection(v,u)).
% 299.74/300.42 28279[0:MRR:28260.0,55.0] || equal(complement(union(u,v)),universal_class)** -> member(omega,complement(v)).
% 299.74/300.42 28537[0:MRR:28536.0,147.0] || equal(complement(successor(x__dfg)),universal_class)** -> .
% 299.74/300.42 28527[0:Res:28477.1,27.1] || equal(complement(successor(u)),universal_class) member(x__dfg,singleton(u))* -> .
% 299.74/300.42 28477[0:SpL:46.0,28278.0] || equal(complement(successor(u)),universal_class) -> member(x__dfg,complement(singleton(u)))*.
% 299.74/300.42 7880[0:Res:417.2,628.0] || subclass(u,singleton(v))*+ -> subclass(u,w) equal(not_subclass_element(u,w),v)*.
% 299.74/300.42 28278[0:MRR:28257.0,147.0] || equal(complement(union(u,v)),universal_class)** -> member(x__dfg,complement(v)).
% 299.74/300.42 28465[0:Res:28414.1,27.1] || equal(complement(successor(u)),universal_class)** member(null_class,u) -> .
% 299.74/300.42 28414[0:SpL:46.0,28005.0] || equal(complement(successor(u)),universal_class) -> member(null_class,complement(u))*.
% 299.74/300.42 28005[0:MRR:27989.0,1042.0] || equal(complement(union(u,v)),universal_class)** -> member(null_class,complement(u)).
% 299.74/300.42 283[0:Res:69.1,271.0] || -> equal(restrict(u,v,w),null_class) member(regular(restrict(u,v,w)),u)*.
% 299.74/300.42 28354[0:Res:28303.1,27.1] || equal(complement(successor(u)),universal_class)** member(omega,u) -> .
% 299.74/300.42 28303[0:SpL:46.0,28004.0] || equal(complement(successor(u)),universal_class) -> member(omega,complement(u))*.
% 299.74/300.42 28004[0:MRR:27984.0,55.0] || equal(complement(union(u,v)),universal_class)** -> member(omega,complement(u)).
% 299.74/300.42 28234[0:Res:28182.1,27.1] || equal(complement(successor(u)),universal_class)** member(x__dfg,u) -> .
% 299.74/300.42 9919[0:Res:319.1,25.0] || member(u,universal_class) -> member(u,union(v,w))* member(u,complement(w)).
% 299.74/300.42 28182[0:SpL:46.0,28003.0] || equal(complement(successor(u)),universal_class) -> member(x__dfg,complement(u))*.
% 299.74/300.42 28003[0:MRR:27981.0,147.0] || equal(complement(union(u,v)),universal_class)** -> member(x__dfg,complement(u)).
% 299.74/300.42 27911[4:SpR:16.0,27909.1] || equal(u,universal_class) -> member(ordered_pair(v,w),u)*.
% 299.74/300.42 27910[4:SpR:15.0,27909.1] || equal(u,universal_class) -> member(singleton(v),u)*.
% 299.74/300.42 9918[0:Res:319.1,24.0] || member(u,universal_class) -> member(u,union(v,w))* member(u,complement(v)).
% 299.74/300.42 27909[4:MRR:27908.1,178.0] || equal(u,universal_class) -> member(unordered_pair(v,w),u)*.
% 299.74/300.42 13894[0:Res:13856.1,414.1] inductive(singleton(u)) || -> member(u,v)* member(null_class,complement(v))*.
% 299.74/300.42 8226[0:SpR:277.0,45.0] || -> equal(range_of(restrict(cross_product(u,universal_class),v,w)),image(cross_product(v,w),u))**.
% 299.74/300.42 27749[0:Res:13879.0,243.0] || -> subclass(singleton(regular(power_class(u))),power_class(u))* equal(power_class(u),null_class).
% 299.74/300.42 27755[4:Rew:58.0,27728.0] || equal(power_class(u),cantor(xf)) -> subclass(singleton(x__dfg),power_class(u))*.
% 299.74/300.42 8208[0:Res:9.1,418.1] || equal(u,unordered_pair(v,w))*+ member(w,universal_class) -> member(w,u)*.
% 299.74/300.42 27494[2:Res:9.1,25066.0] || equal(u,universal_class) -> equal(regular(u),null_class)** equal(u,null_class).
% 299.74/300.42 26529[5:Res:25573.1,27.1] || equal(complement(u),universal_class) member(apply(null_class,v),u)* -> .
% 299.74/300.42 8194[0:Res:9.1,419.1] || equal(u,unordered_pair(v,w))*+ member(v,universal_class) -> member(v,u)*.
% 299.74/300.42 25066[2:Obv:25042.1] || subclass(universal_class,u)* -> equal(regular(u),null_class) equal(u,null_class).
% 299.74/300.42 6535[0:SpR:29.0,573.1] || member(u,symmetric_difference(complement(v),complement(w)))* -> member(u,union(v,w)).
% 299.74/300.42 25953[5:Res:25575.1,27.1] || equal(complement(u),universal_class) member(sum_class(range_of(null_class)),u)* -> .
% 299.74/300.42 5691[0:Res:405.1,574.0] || subclass(universal_class,symmetric_difference(u,v)) -> member(unordered_pair(w,x),union(u,v))*.
% 299.74/300.42 3482[0:Res:415.2,25.0] || subclass(u,intersection(v,w))* -> equal(u,null_class) member(regular(u),w).
% 299.74/300.42 3481[0:Res:415.2,24.0] || subclass(u,intersection(v,w))* -> equal(u,null_class) member(regular(u),v).
% 299.74/300.42 25130[0:Obv:25108.0] || -> equal(intersection(singleton(u),singleton(v)),null_class)** equal(u,v).
% 299.74/300.42 3276[0:Rew:116.0,3137.0] || -> equal(symmetric_difference(u,v),null_class) member(regular(symmetric_difference(u,v)),union(u,v))*.
% 299.74/300.42 25125[0:Obv:25106.0] || -> equal(intersection(singleton(u),v),null_class)** member(u,v).
% 299.74/300.42 670[0:Res:405.1,4.0] || subclass(universal_class,u)*+ subclass(u,v)* -> member(unordered_pair(w,x),v)*.
% 299.74/300.42 25573[5:MRR:25572.1,178.0] || equal(u,universal_class) -> member(apply(null_class,v),u)*.
% 299.74/300.42 25494[4:Rew:10128.0,25183.1,6612.0,25183.1] || equal(u,universal_class) -> equal(union(v,u),universal_class)**.
% 299.74/300.42 8455[0:Res:428.2,17.0] || member(u,universal_class)* subclass(domain_relation,cross_product(v,w))*+ -> member(u,v)*.
% 299.74/300.42 25487[4:Rew:10128.0,25146.1,6902.0,25146.1] || equal(u,universal_class) -> equal(union(u,v),universal_class)**.
% 299.74/300.42 25809[2:MRR:25798.2,6869.0] inductive(complement(successor(u))) || equal(u,universal_class)* -> .
% 299.74/300.42 26165[4:Res:26075.1,375.0] || equal(u,universal_class) -> equal(successor(u),universal_class)**.
% 299.74/300.42 25575[5:MRR:25574.1,178.0] || equal(u,universal_class) -> member(sum_class(range_of(null_class)),u)*.
% 299.74/300.42 3480[0:Res:415.2,27.1] || subclass(u,complement(v))* member(regular(u),v) -> equal(u,null_class).
% 299.74/300.42 25457[0:Rew:4861.0,25141.1] || equal(u,universal_class) -> equal(power_class(universal_class),power_class(u))*.
% 299.74/300.42 25086[0:Res:9.1,25046.0] || equal(u,universal_class) -> equal(complement(u),null_class)**.
% 299.74/300.42 3314[0:Res:192.1,628.0] || -> equal(intersection(singleton(u),v),null_class) equal(regular(intersection(singleton(u),v)),u)**.
% 299.74/300.42 25046[0:Obv:25003.1] || subclass(universal_class,u)* -> equal(complement(u),null_class).
% 299.74/300.42 13341[0:Res:12497.1,4.0] || subclass(universal_class,u) -> equal(v,null_class) member(regular(v),u)*.
% 299.74/300.42 12472[4:MRR:12449.0,12451.1] || member(u,apply(null_class,v))*+ -> member(u,apply(null_class,w))*.
% 299.74/300.42 24850[0:Obv:24837.0] || -> equal(intersection(u,singleton(v)),null_class)** member(v,u).
% 299.74/300.42 3142[0:Res:184.1,628.0] || -> equal(intersection(u,singleton(v)),null_class) equal(regular(intersection(u,singleton(v))),v)**.
% 299.74/300.42 11239[4:Res:11057.1,271.0] || equal(restrict(u,v,w),cantor(xf))** -> member(x__dfg,u).
% 299.74/300.42 467[0:SpL:314.0,17.0] || member(singleton(singleton(singleton(u))),cross_product(v,w))* -> member(singleton(u),v).
% 299.74/300.42 8685[0:Res:50.1,258.0] inductive(intersection(complement(u),complement(v))) || member(null_class,union(u,v))* -> .
% 299.74/300.42 7715[2:Res:69.1,6873.0] || member(regular(regular(u)),u)* -> equal(regular(u),null_class) equal(u,null_class).
% 299.74/300.42 24280[4:MRR:24279.0,147.0] || equal(cantor(xf),power_class(null_class)) -> member(x__dfg,power_class(null_class))*.
% 299.74/300.42 24254[4:MRR:24252.1,6053.0] || equal(domain_relation,successor_relation)** -> .
% 299.74/300.42 10195[4:Rew:10111.0,7698.0] || subclass(universal_class,complement(compose(element_relation,universal_class)))*+ member(unordered_pair(u,v),element_relation)* -> .
% 299.74/300.42 7965[0:Res:9.1,379.0] || equal(compose_class(u),cross_product(universal_class,universal_class))* -> equal(cross_product(universal_class,universal_class),compose_class(u)).
% 299.74/300.42 6547[0:Res:573.1,27.1] || member(u,symmetric_difference(v,w)) member(u,intersection(v,w))* -> .
% 299.74/300.42 676[0:Res:405.1,271.0] || subclass(universal_class,restrict(u,v,w))*+ -> member(unordered_pair(x,y),u)*.
% 299.74/300.42 23452[0:Res:23395.0,414.1] inductive(complement(complement(u))) || -> member(null_class,u)*.
% 299.74/300.42 23548[2:MRR:1065.1,23545.0] || equal(cross_product(u,v),universal_class)** -> .
% 299.74/300.42 23545[2:Res:7907.1,23530.0] || equal(ordered_pair(u,v),null_class)** -> .
% 299.74/300.42 23567[4:MRR:13468.1,23548.0] one_to_one(symmetric_difference(universal_class,null_class)) || -> .
% 299.74/300.42 23566[4:MRR:12879.1,23548.0] function(symmetric_difference(universal_class,null_class)) || -> .
% 299.74/300.42 23564[4:MRR:11288.1,23548.0] one_to_one(successor(universal_class)) || -> .
% 299.74/300.42 23563[4:MRR:10586.1,23548.0] function(successor(universal_class)) || -> .
% 299.74/300.42 23547[2:MRR:822.1,23545.0] inductive(cross_product(u,v)) || -> .
% 299.74/300.42 23561[2:MRR:465.1,23548.0] one_to_one(universal_class) || -> .
% 299.74/300.42 23560[2:MRR:400.1,23548.0] function(universal_class) || -> .
% 299.74/300.42 23530[2:Res:431.1,6869.0] || subclass(ordered_pair(u,v),null_class)* -> .
% 299.74/300.42 431[0:Res:315.0,4.0] || subclass(ordered_pair(u,v),w) -> member(unordered_pair(u,singleton(v)),w)*.
% 299.74/300.42 23249[4:MRR:6596.1,23247.0] inductive(intersection(u,null_class)) || -> .
% 299.74/300.42 10285[4:Rew:10111.0,7257.1] || member(u,cantor(v))*+ subclass(universal_class,w)* -> member(u,w)*.
% 299.74/300.42 23248[4:MRR:1038.1,23247.0] inductive(identity_relation) || -> .
% 299.74/300.42 23209[4:Obv:23208.1] inductive(subset_relation) || -> .
% 299.74/300.42 420[0:Res:169.1,4.0] || member(u,universal_class) subclass(singleton(u),v)* -> member(u,v).
% 299.74/300.42 3478[0:Res:415.2,628.0] || subclass(u,singleton(v))* -> equal(u,null_class) equal(regular(u),v).
% 299.74/300.42 7869[0:Res:7792.0,414.1] inductive(symmetric_difference(u,v)) || -> member(null_class,complement(intersection(u,v)))*.
% 299.74/300.42 452[0:SpL:314.0,18.0] || member(singleton(singleton(singleton(u))),cross_product(v,w))* -> member(u,w).
% 299.74/300.42 6262[0:Res:6257.1,4.0] || subclass(universal_class,u)*+ -> equal(singleton(v),null_class) member(v,u)*.
% 299.74/300.42 1057[0:Res:1052.1,4.0] || equal(u,universal_class) subclass(u,v)* -> member(null_class,v).
% 299.74/300.42 1280[0:Res:1266.1,414.1] inductive(singleton(u)) || member(u,v)* -> member(null_class,v)*.
% 299.74/300.42 5669[3:SpR:5653.1,5623.1] function(u) single_valued_class(v) || -> equal(single_valued2(u),single_valued2(v))*.
% 299.74/300.42 5668[3:SpR:5653.1,5653.1] function(u) function(v) || -> equal(single_valued2(u),single_valued2(v))*.
% 299.74/300.42 5659[3:SpR:5652.1,5622.1] function(u) single_valued_class(v) || -> equal(single_valued1(u),single_valued1(v))*.
% 299.74/300.42 5658[3:SpR:5652.1,5652.1] function(u) function(v) || -> equal(single_valued1(u),single_valued1(v))*.
% 299.74/300.42 5636[3:SpR:5623.1,5623.1] single_valued_class(u) single_valued_class(v) || -> equal(single_valued2(u),single_valued2(v))*.
% 299.74/300.42 5627[3:SpR:5622.1,5622.1] single_valued_class(u) single_valued_class(v) || -> equal(single_valued1(u),single_valued1(v))*.
% 299.74/300.42 455[0:Res:440.1,4.0] || equal(u,universal_class) subclass(u,v)* -> member(x__dfg,v).
% 299.74/300.42 443[0:Res:435.1,4.0] || equal(u,universal_class) subclass(u,v)* -> member(omega,v).
% 299.74/300.42 21685[5:Res:9.1,21267.0] || equal(intersection(u,v),universal_class)**+ -> member(sum_class(range_of(null_class)),v)*.
% 299.74/300.42 17417[4:Rew:17265.0,330.1] || member(singleton(singleton(singleton(u))),domain_relation)* -> equal(cantor(singleton(u)),u).
% 299.74/300.42 331[0:SpL:314.0,48.0] || member(singleton(singleton(singleton(u))),successor_relation)* -> equal(successor(singleton(u)),u).
% 299.74/300.42 21644[5:Res:9.1,21266.0] || equal(intersection(u,v),universal_class)**+ -> member(sum_class(range_of(null_class)),u)*.
% 299.74/300.42 21295[5:Res:21248.1,27.1] || subclass(universal_class,complement(u)) member(apply(null_class,v),u)* -> .
% 299.74/300.42 21267[5:Res:21256.1,25.0] || subclass(universal_class,intersection(u,v))* -> member(sum_class(range_of(null_class)),v).
% 299.74/300.42 21266[5:Res:21256.1,24.0] || subclass(universal_class,intersection(u,v))* -> member(sum_class(range_of(null_class)),u).
% 299.74/300.42 19277[4:SpL:19172.0,18.0] || member(singleton(singleton(null_class)),cross_product(u,v))* -> member(universal_class,v).
% 299.74/300.42 19276[4:SpL:19172.0,17.0] || member(singleton(singleton(null_class)),cross_product(u,v))* -> member(null_class,u).
% 299.74/300.42 18228[4:Rew:17265.0,17313.0] || member(u,cantor(u)) -> member(ordered_pair(u,cantor(u)),element_relation)*.
% 299.74/300.42 21420[5:SpL:7424.0,21417.0] || equal(complement(unordered_pair(apply(null_class,u),v)),universal_class)** -> .
% 299.74/300.42 21418[5:SpL:7424.0,21409.0] || equal(complement(unordered_pair(u,apply(null_class,v))),universal_class)** -> .
% 299.74/300.42 21414[5:SpL:7424.0,21375.0] || subclass(universal_class,complement(unordered_pair(apply(null_class,u),v)))* -> .
% 299.74/300.42 21406[5:SpL:7424.0,21374.0] || subclass(universal_class,complement(unordered_pair(u,apply(null_class,v))))* -> .
% 299.74/300.42 21417[5:Res:9.1,21375.0] || equal(complement(unordered_pair(sum_class(range_of(null_class)),u)),universal_class)** -> .
% 299.74/300.42 21409[5:Res:9.1,21374.0] || equal(complement(unordered_pair(u,sum_class(range_of(null_class)))),universal_class)** -> .
% 299.74/300.42 21375[5:MRR:21353.0,21244.0] || subclass(universal_class,complement(unordered_pair(sum_class(range_of(null_class)),u)))* -> .
% 299.74/300.42 21374[5:MRR:21352.0,21244.0] || subclass(universal_class,complement(unordered_pair(u,sum_class(range_of(null_class)))))* -> .
% 299.74/300.42 21387[5:SpL:7424.0,21381.0] || equal(complement(singleton(apply(null_class,u))),universal_class)** -> .
% 299.74/300.42 21379[5:SpL:7424.0,21373.0] || subclass(universal_class,complement(singleton(apply(null_class,u))))* -> .
% 299.74/300.42 21381[5:Res:9.1,21373.0] || equal(complement(singleton(sum_class(range_of(null_class)))),universal_class)** -> .
% 299.74/300.42 21373[5:MRR:21355.0,21244.0] || subclass(universal_class,complement(singleton(sum_class(range_of(null_class)))))* -> .
% 299.74/300.42 21263[5:Res:21256.1,27.1] || subclass(universal_class,complement(u)) member(sum_class(range_of(null_class)),u)* -> .
% 299.74/300.42 21248[5:Res:21239.0,4.0] || subclass(universal_class,u) -> member(apply(null_class,v),u)*.
% 299.74/300.42 21256[5:Res:21244.0,4.0] || subclass(universal_class,u) -> member(sum_class(range_of(null_class)),u)*.
% 299.74/300.42 21244[5:SpR:7424.0,21239.0] || -> member(sum_class(range_of(null_class)),universal_class)*.
% 299.74/300.42 21239[5:Spt:21233.1] || -> member(apply(null_class,u),universal_class)*.
% 299.74/300.42 21039[4:Res:6257.1,19223.0] || -> equal(singleton(image(u,null_class)),null_class) member(apply(u,universal_class),universal_class)*.
% 299.74/300.42 20297[4:Res:19302.1,628.0] || equal(singleton(u),singleton(singleton(null_class)))* -> equal(singleton(null_class),u).
% 299.74/300.42 20295[4:Res:19302.1,945.1] || equal(u,singleton(singleton(null_class)))*+ equal(complement(u),universal_class)** -> .
% 299.74/300.42 19663[4:SpL:17356.0,17917.0] || member(inverse(u),range_of(u))* subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.42 19223[4:SpL:19166.0,167.0] || member(image(u,null_class),universal_class)* -> member(apply(u,universal_class),universal_class).
% 299.74/300.42 18826[4:Res:18685.0,414.1] inductive(symmetric_difference(sum_class(u),universal_class)) || -> member(null_class,complement(sum_class(u)))*.
% 299.74/300.42 18819[4:Res:18578.0,414.1] inductive(symmetric_difference(inverse(u),universal_class)) || -> member(null_class,complement(inverse(u)))*.
% 299.74/300.42 18790[4:Res:17332.0,414.1] inductive(symmetric_difference(cantor(u),universal_class)) || -> member(null_class,complement(cantor(u)))*.
% 299.74/300.42 17987[4:Rew:17356.0,11726.1] inductive(symmetric_difference(range_of(u),universal_class)) || -> member(null_class,complement(range_of(u)))*.
% 299.74/300.42 19670[4:Res:406.1,17917.0] || subclass(universal_class,cantor(singleton(u)))* subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.42 17283[4:Rew:17265.0,913.1] || member(u,universal_class) -> member(u,cantor(v)) equal(image(v,singleton(u)),range_of(null_class))**.
% 299.74/300.42 17282[4:Rew:17265.0,5283.1] || member(u,universal_class) -> member(u,cantor(v)) equal(range__dfg(v,u,universal_class),single_valued2(xf))**.
% 299.74/300.42 19667[4:Res:11057.1,17917.0] || equal(cantor(x__dfg),cantor(xf)) subclass(universal_class,complement(element_relation))* -> .
% 299.74/300.42 17312[4:Rew:17265.0,428.2] || member(u,universal_class) subclass(domain_relation,v) -> member(ordered_pair(u,cantor(u)),v)*.
% 299.74/300.42 19189[4:SpR:19166.0,16.0] || -> equal(unordered_pair(singleton(u),unordered_pair(u,null_class)),ordered_pair(u,universal_class))**.
% 299.74/300.42 19302[4:SpL:19172.0,1257.0] || equal(u,singleton(singleton(null_class))) -> member(singleton(null_class),u)*.
% 299.74/300.42 20262[4:Res:13856.1,19260.0] || -> member(singleton(null_class),u) member(singleton(null_class),complement(u))*.
% 299.74/300.42 19260[4:Res:19171.0,4.0] || subclass(singleton(singleton(null_class)),u)* -> member(singleton(null_class),u).
% 299.74/300.42 20208[4:SpR:19166.0,19169.0] || -> equal(unordered_pair(null_class,unordered_pair(universal_class,null_class)),ordered_pair(universal_class,universal_class))**.
% 299.74/300.42 19169[4:SpR:19166.0,16.0] || -> equal(unordered_pair(null_class,unordered_pair(universal_class,singleton(u))),ordered_pair(universal_class,u))**.
% 299.74/300.42 18761[4:Res:18517.0,414.1] inductive(apply(null_class,u)) || -> member(null_class,apply(null_class,v))*.
% 299.74/300.42 17285[4:Rew:17265.0,111.0] || member(u,cantor(v)) member(ordered_pair(v,ordered_pair(u,w)),cross_product(universal_class,cross_product(universal_class,universal_class)))*+ -> member(ordered_pair(v,ordered_pair(u,apply(v,u))),application_function)*.
% 299.74/300.42 19674[4:Res:50.1,17917.0] inductive(cantor(null_class)) || subclass(universal_class,complement(element_relation))* -> .
% 299.74/300.42 17917[4:Rew:17265.0,17214.0] || member(u,cantor(u))*+ subclass(universal_class,complement(element_relation))* -> .
% 299.74/300.42 17284[4:Rew:17265.0,34.1] || member(u,universal_class) -> member(u,cantor(v)) equal(restrict(v,singleton(u),universal_class),null_class)**.
% 299.74/300.42 19355[4:Res:9.1,19254.0] || equal(u,ordered_pair(universal_class,v))*+ -> member(null_class,u)*.
% 299.74/300.42 17286[4:Rew:17265.0,33.0] || member(u,cantor(v)) equal(restrict(v,singleton(u),universal_class),null_class)** -> .
% 299.74/300.42 19254[4:Res:19170.0,4.0] || subclass(ordered_pair(universal_class,u),v)* -> member(null_class,v).
% 299.74/300.42 19188[4:SpR:19166.0,71.0] || -> equal(sum_class(image(u,null_class)),apply(u,universal_class))**.
% 299.74/300.42 19190[4:SpR:19166.0,315.0] || -> member(unordered_pair(u,null_class),ordered_pair(u,universal_class))*.
% 299.74/300.42 19225[4:SpL:19166.0,16890.0] || subclass(universal_class,complement(unordered_pair(u,null_class)))* -> .
% 299.74/300.42 17307[4:Rew:17265.0,109.1] || member(ordered_pair(u,ordered_pair(v,w)),application_function)* -> member(v,cantor(u)).
% 299.74/300.42 19213[4:SpL:19166.0,16899.0] || subclass(universal_class,complement(unordered_pair(null_class,u)))* -> .
% 299.74/300.42 19308[4:MRR:19307.1,715.0] || member(singleton(singleton(null_class)),domain_relation)* -> .
% 299.74/300.42 19172[4:SpR:19166.0,314.0] || -> equal(ordered_pair(null_class,universal_class),singleton(singleton(null_class)))**.
% 299.74/300.42 18227[4:Rew:17265.0,17289.1,17265.0,17289.1] || compatible(u,v,w)* -> equal(cantor(cantor(v)),cantor(u)).
% 299.74/300.42 19200[4:SpL:19166.0,16824.0] || subclass(universal_class,complement(singleton(null_class)))* -> .
% 299.74/300.42 19171[4:SpR:19166.0,326.0] || -> member(singleton(null_class),singleton(singleton(null_class)))*.
% 299.74/300.42 19170[4:SpR:19166.0,313.0] || -> member(null_class,ordered_pair(universal_class,u))*.
% 299.74/300.42 18226[4:Rew:17265.0,17276.1] || compatible(u,v,w)*+ -> subclass(range_of(u),cantor(cantor(w)))*.
% 299.74/300.42 19166[4:Obv:19165.0] || -> equal(singleton(universal_class),null_class)**.
% 299.74/300.42 17301[4:Rew:17265.0,102.1] || member(ordered_pair(u,v),domain_relation)* -> equal(cantor(u),v).
% 299.74/300.42 18852[2:Res:9.1,18847.1] || equal(u,domain_relation) equal(complement(u),universal_class)** -> .
% 299.74/300.42 18850[2:Res:101.0,18847.1] || equal(complement(cross_product(universal_class,universal_class)),universal_class)** -> .
% 299.74/300.42 17311[4:Rew:17265.0,103.1] || member(u,universal_class) -> member(ordered_pair(u,cantor(u)),domain_relation)*.
% 299.74/300.42 18847[2:Res:9.1,17229.1] || equal(complement(u),universal_class) subclass(domain_relation,u)* -> .
% 299.74/300.42 17229[2:Res:7349.1,725.1] || subclass(domain_relation,u) subclass(universal_class,complement(u))* -> .
% 299.74/300.42 17302[4:Rew:17265.0,113.1] || maps(u,v,w)* -> equal(cantor(u),v).
% 299.74/300.42 18099[4:Rew:18095.0,10148.0] || -> equal(cantor(restrict(element_relation,universal_class,u)),sum_class(u))**.
% 299.74/300.42 18051[4:Rew:18049.0,10146.0] || -> equal(cantor(flip(cross_product(u,universal_class))),inverse(u))**.
% 299.74/300.42 18754[4:SpR:7424.0,18517.0] || -> subclass(apply(null_class,u),sum_class(range_of(null_class)))*.
% 299.74/300.42 18517[4:SpR:7424.0,18097.0] || -> subclass(apply(null_class,u),apply(null_class,v))*.
% 299.74/300.42 18097[4:Rew:18095.0,10599.0] || -> subclass(sum_class(range_of(null_class)),apply(null_class,u))*.
% 299.74/300.42 17356[4:Rew:17265.0,42.0] || -> equal(cantor(inverse(u)),range_of(u))**.
% 299.74/300.42 17265[4:MRR:7816.0,17264.0] || -> equal(domain_of(u),cantor(u))**.
% 299.74/300.42 17248[2:Res:9.1,17225.0] || equal(complement(domain_relation),universal_class)** -> .
% 299.74/300.42 17225[2:Res:7308.0,725.1] || subclass(universal_class,complement(domain_relation))* -> .
% 299.74/300.42 725[0:Res:429.1,27.1] || subclass(universal_class,complement(u)) member(ordered_pair(v,w),u)* -> .
% 299.74/300.42 16394[2:Res:9.1,8052.0] || equal(intersection(u,v),domain_relation)**+ -> member(ordered_pair(null_class,null_class),v)*.
% 299.74/300.42 673[0:Res:405.1,25.0] || subclass(universal_class,intersection(u,v))*+ -> member(unordered_pair(w,x),v)*.
% 299.74/300.42 672[0:Res:405.1,24.0] || subclass(universal_class,intersection(u,v))*+ -> member(unordered_pair(w,x),u)*.
% 299.74/300.42 16947[0:Res:9.1,16900.0] || equal(complement(unordered_pair(ordered_pair(u,v),w)),universal_class)** -> .
% 299.74/300.42 16936[0:Res:9.1,16891.0] || equal(complement(unordered_pair(u,ordered_pair(v,w))),universal_class)** -> .
% 299.74/300.42 16903[0:Res:9.1,16812.0] || equal(complement(unordered_pair(unordered_pair(u,v),w)),universal_class)** -> .
% 299.74/300.42 16900[0:SpL:16.0,16812.0] || subclass(universal_class,complement(unordered_pair(ordered_pair(u,v),w)))* -> .
% 299.74/300.42 16895[0:Res:9.1,16811.0] || equal(complement(unordered_pair(u,unordered_pair(v,w))),universal_class)** -> .
% 299.74/300.42 16891[0:SpL:16.0,16811.0] || subclass(universal_class,complement(unordered_pair(u,ordered_pair(v,w))))* -> .
% 299.74/300.42 16899[0:SpL:15.0,16812.0] || subclass(universal_class,complement(unordered_pair(singleton(u),v)))* -> .
% 299.74/300.42 16812[0:MRR:16788.0,14.0] || subclass(universal_class,complement(unordered_pair(unordered_pair(u,v),w)))* -> .
% 299.74/300.42 16890[0:SpL:15.0,16811.0] || subclass(universal_class,complement(unordered_pair(u,singleton(v))))* -> .
% 299.74/300.42 16811[0:MRR:16787.0,14.0] || subclass(universal_class,complement(unordered_pair(u,unordered_pair(v,w))))* -> .
% 299.74/300.42 16849[0:Res:9.1,16825.0] || equal(complement(singleton(ordered_pair(u,v))),universal_class)** -> .
% 299.74/300.42 16827[0:Res:9.1,16810.0] || equal(complement(singleton(unordered_pair(u,v))),universal_class)** -> .
% 299.74/300.42 16825[0:SpL:16.0,16810.0] || subclass(universal_class,complement(singleton(ordered_pair(u,v))))* -> .
% 299.74/300.42 16824[0:SpL:15.0,16810.0] || subclass(universal_class,complement(singleton(singleton(u))))* -> .
% 299.74/300.42 16810[0:MRR:16790.0,14.0] || subclass(universal_class,complement(singleton(unordered_pair(u,v))))* -> .
% 299.74/300.42 16802[0:Res:315.0,671.1] || subclass(universal_class,complement(ordered_pair(u,v)))* -> .
% 299.74/300.42 671[0:Res:405.1,27.1] || subclass(universal_class,complement(u)) member(unordered_pair(v,w),u)* -> .
% 299.74/300.42 16318[2:Res:9.1,8051.0] || equal(intersection(u,v),domain_relation)**+ -> member(ordered_pair(null_class,null_class),u)*.
% 299.74/300.42 1151[0:Res:73.2,62.0] || member(image(u,image(v,singleton(w))),universal_class) member(ordered_pair(w,apply(choice,image(u,image(v,singleton(w))))),cross_product(universal_class,universal_class))*+ -> equal(image(u,image(v,singleton(w))),null_class) member(ordered_pair(w,apply(choice,image(u,image(v,singleton(w))))),compose(u,v))*.
% 299.74/300.42 16480[4:Res:50.1,12473.0] inductive(apply(null_class,u)) || -> member(null_class,sum_class(range_of(null_class)))*.
% 299.74/300.42 12473[4:MRR:12450.0,12451.1] || member(u,apply(null_class,v))*+ -> member(u,sum_class(range_of(null_class)))*.
% 299.74/300.42 16422[4:Res:50.1,12471.0] inductive(sum_class(range_of(null_class))) || -> member(null_class,apply(null_class,u))*.
% 299.74/300.42 12471[4:MRR:12448.0,12451.1] || member(u,sum_class(range_of(null_class)))*+ -> member(u,apply(null_class,v))*.
% 299.74/300.42 1147[0:Res:5.1,62.0] || member(ordered_pair(u,not_subclass_element(image(v,image(w,singleton(u))),x)),cross_product(universal_class,universal_class))*+ -> subclass(image(v,image(w,singleton(u))),x) member(ordered_pair(u,not_subclass_element(image(v,image(w,singleton(u))),x)),compose(v,w))*.
% 299.74/300.42 8052[2:Res:7349.1,25.0] || subclass(domain_relation,intersection(u,v))* -> member(ordered_pair(null_class,null_class),v).
% 299.74/300.42 8051[2:Res:7349.1,24.0] || subclass(domain_relation,intersection(u,v))* -> member(ordered_pair(null_class,null_class),u).
% 299.74/300.42 7726[2:Res:50.1,6873.0] inductive(regular(u)) || member(null_class,u)* -> equal(u,null_class).
% 299.74/300.42 2767[0:Res:9.1,905.1] single_valued_class(u) || equal(cross_product(universal_class,universal_class),u)*+ -> function(u)*.
% 299.74/300.42 1144[0:Res:69.1,62.0] || member(ordered_pair(u,regular(image(v,image(w,singleton(u))))),cross_product(universal_class,universal_class))*+ -> equal(image(v,image(w,singleton(u))),null_class) member(ordered_pair(u,regular(image(v,image(w,singleton(u))))),compose(v,w))*.
% 299.74/300.42 329[0:SpL:314.0,22.0] || member(singleton(singleton(singleton(u))),element_relation)*+ -> member(singleton(u),u)*.
% 299.74/300.42 13510[4:Res:11057.1,11234.1] || equal(u,cantor(xf)) equal(complement(u),cantor(xf))** -> .
% 299.74/300.42 829[0:Res:73.2,20.0] || member(cross_product(u,v),universal_class) -> equal(cross_product(u,v),null_class) equal(ordered_pair(first(apply(choice,cross_product(u,v))),second(apply(choice,cross_product(u,v)))),apply(choice,cross_product(u,v)))**.
% 299.74/300.42 1214[0:Res:19.2,37.1] || member(u,universal_class) member(ordered_pair(v,w),cross_product(universal_class,universal_class)) member(ordered_pair(ordered_pair(w,u),v),x) -> member(ordered_pair(ordered_pair(v,w),u),rotate(x))*.
% 299.74/300.42 11218[4:Res:10154.0,414.1] inductive(symmetric_difference(universal_class,complement(u))) || -> member(null_class,union(null_class,u))*.
% 299.74/300.42 11163[4:Res:10152.0,414.1] inductive(symmetric_difference(complement(u),universal_class)) || -> member(null_class,union(u,null_class))*.
% 299.74/300.42 11139[4:Res:10151.0,414.1] inductive(symmetric_difference(domain_of(u),universal_class)) || -> member(null_class,complement(cantor(u)))*.
% 299.74/300.42 1193[0:Res:19.2,40.1] || member(u,universal_class) member(ordered_pair(v,w),cross_product(universal_class,universal_class)) member(ordered_pair(ordered_pair(w,v),u),x) -> member(ordered_pair(ordered_pair(v,w),u),flip(x))*.
% 299.74/300.42 826[0:Res:5.1,20.0] || -> subclass(cross_product(u,v),w) equal(ordered_pair(first(not_subclass_element(cross_product(u,v),w)),second(not_subclass_element(cross_product(u,v),w))),not_subclass_element(cross_product(u,v),w))**.
% 299.74/300.42 133[0:Res:10.2,3.0] || subclass(apply(yf,apply(xf,x__dfg)),apply(compose(yf,xf),x__dfg)) subclass(apply(compose(yf,xf),x__dfg),apply(yf,apply(xf,x__dfg)))* -> .
% 299.74/300.42 1001[0:Res:61.1,6.0] || member(ordered_pair(u,not_subclass_element(v,image(w,image(x,singleton(u))))),compose(w,x))* -> subclass(v,image(w,image(x,singleton(u)))).
% 299.74/300.42 1143[0:Res:50.1,62.0] inductive(image(u,image(v,singleton(w)))) || member(ordered_pair(w,null_class),cross_product(universal_class,universal_class))* -> member(ordered_pair(w,null_class),compose(u,v))*.
% 299.74/300.42 14917[2:Res:9.1,14723.1] || equal(u,domain_relation) equal(complement(u),domain_relation)** -> .
% 299.74/300.42 14915[2:Res:101.0,14723.1] || equal(complement(cross_product(universal_class,universal_class)),domain_relation)** -> .
% 299.74/300.42 14723[2:Res:9.1,14644.1] || equal(complement(u),domain_relation) subclass(domain_relation,u)* -> .
% 299.74/300.42 14644[2:Res:7349.1,8049.1] || subclass(domain_relation,u) subclass(domain_relation,complement(u))* -> .
% 299.74/300.42 14675[2:Res:9.1,14655.0] || equal(complement(unordered_pair(ordered_pair(null_class,null_class),u)),domain_relation)** -> .
% 299.74/300.42 14672[2:Res:9.1,14654.0] || equal(complement(unordered_pair(u,ordered_pair(null_class,null_class))),domain_relation)** -> .
% 299.74/300.42 14655[2:MRR:14624.0,308.0] || subclass(domain_relation,complement(unordered_pair(ordered_pair(null_class,null_class),u)))* -> .
% 299.74/300.42 14654[2:MRR:14623.0,308.0] || subclass(domain_relation,complement(unordered_pair(u,ordered_pair(null_class,null_class))))* -> .
% 299.74/300.42 14666[2:Res:9.1,14653.0] || equal(complement(singleton(ordered_pair(null_class,null_class))),domain_relation)** -> .
% 299.74/300.42 14653[2:MRR:14626.0,308.0] || subclass(domain_relation,complement(singleton(ordered_pair(null_class,null_class))))* -> .
% 299.74/300.42 14643[2:Res:7308.0,8049.1] || subclass(domain_relation,complement(domain_relation))* -> .
% 299.74/300.42 8049[2:Res:7349.1,27.1] || subclass(domain_relation,complement(u)) member(ordered_pair(null_class,null_class),u)* -> .
% 299.74/300.42 7849[4:Res:7801.0,414.1] inductive(cantor(restrict(element_relation,universal_class,u))) || -> member(null_class,sum_class(u))*.
% 299.74/300.42 7845[4:Res:7800.0,414.1] inductive(cantor(flip(cross_product(u,universal_class)))) || -> member(null_class,inverse(u))*.
% 299.74/300.42 7687[0:Res:6599.0,905.1] single_valued_class(restrict(u,universal_class,universal_class)) || -> function(restrict(u,universal_class,universal_class))*.
% 299.74/300.42 894[0:Res:26.2,6.0] || member(not_subclass_element(u,intersection(v,w)),w)*+ member(not_subclass_element(u,intersection(v,w)),v)* -> subclass(u,intersection(v,w)).
% 299.74/300.42 937[0:Res:19.2,20.0] || member(u,v)*+ member(w,x)* -> equal(ordered_pair(first(ordered_pair(w,u)),second(ordered_pair(w,u))),ordered_pair(w,u))**.
% 299.74/300.42 1040[0:Res:100.1,4.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,w) -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),w)*.
% 299.74/300.42 823[0:Res:69.1,20.0] || -> equal(cross_product(u,v),null_class) equal(ordered_pair(first(regular(cross_product(u,v))),second(regular(cross_product(u,v)))),regular(cross_product(u,v)))**.
% 299.74/300.42 13856[0:Obv:13822.0] || -> member(u,v) subclass(singleton(u),complement(v))*.
% 299.74/300.42 125[0:Res:2.0,111.1] || member(ordered_pair(xf,ordered_pair(x__dfg,u)),cross_product(universal_class,cross_product(universal_class,universal_class)))* -> member(ordered_pair(xf,ordered_pair(x__dfg,apply(xf,x__dfg))),application_function).
% 299.74/300.42 11931[0:MRR:11930.0,7.0] || -> member(not_subclass_element(u,complement(v)),v)* subclass(u,complement(v)).
% 299.74/300.42 1000[0:Res:61.1,4.0] || member(ordered_pair(u,v),compose(w,x))* subclass(image(w,image(x,singleton(u))),y)*+ -> member(v,y)*.
% 299.74/300.42 11236[4:Res:11057.1,25.0] || equal(intersection(u,v),cantor(xf))** -> member(x__dfg,v).
% 299.74/300.42 11235[4:Res:11057.1,24.0] || equal(intersection(u,v),cantor(xf))** -> member(x__dfg,u).
% 299.74/300.42 1072[0:Res:19.2,97.1] || member(u,universal_class) member(v,universal_class) equal(compose(w,v),u) -> member(ordered_pair(v,u),compose_class(w))*.
% 299.74/300.42 622[0:Res:5.1,11.0] || -> subclass(unordered_pair(u,v),w) equal(not_subclass_element(unordered_pair(u,v),w),v)** equal(not_subclass_element(unordered_pair(u,v),w),u)**.
% 299.74/300.42 13535[4:MRR:13514.0,147.0] || equal(complement(unordered_pair(x__dfg,u)),cantor(xf))** -> .
% 299.74/300.42 13534[4:MRR:13513.0,147.0] || equal(complement(unordered_pair(u,x__dfg)),cantor(xf))** -> .
% 299.74/300.42 13533[4:MRR:13516.0,147.0] || equal(complement(singleton(x__dfg)),cantor(xf))** -> .
% 299.74/300.42 936[0:Res:19.2,4.0] || member(u,v)* member(w,x)* subclass(cross_product(x,v),y)*+ -> member(ordered_pair(w,u),y)*.
% 299.74/300.42 11234[4:Res:11057.1,27.1] || equal(complement(u),cantor(xf)) member(x__dfg,u)* -> .
% 299.74/300.42 629[0:MRR:625.0,14.0] || -> equal(unordered_pair(u,v),null_class) equal(apply(choice,unordered_pair(u,v)),v)** equal(apply(choice,unordered_pair(u,v)),u)**.
% 299.74/300.42 12455[4:MRR:10210.0,12451.1] || member(u,element_relation) -> member(u,compose(element_relation,universal_class))*.
% 299.74/300.42 12502[0:Res:5.1,12451.0] || -> subclass(u,v) member(not_subclass_element(u,v),universal_class)*.
% 299.74/300.42 885[0:SpR:116.0,26.2] || member(u,union(v,w)) member(u,complement(intersection(v,w)))* -> member(u,symmetric_difference(v,w)).
% 299.74/300.42 12645[4:MRR:12589.1,6869.0] inductive(symmetric_difference(intersection(universal_class,regular(universal_class)),null_class)) || -> .
% 299.74/300.42 12497[0:Res:69.1,12451.0] || -> equal(u,null_class) member(regular(u),universal_class)*.
% 299.74/300.42 13211[4:Res:50.1,13189.0] inductive(regular(universal_class)) || -> .
% 299.74/300.42 13198[4:Res:69.1,13189.0] || -> equal(regular(universal_class),null_class)**.
% 299.74/300.42 496[0:Res:73.2,24.0] || member(intersection(u,v),universal_class) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),u)*.
% 299.74/300.42 13025[4:Obv:13014.1] inductive(intersection(universal_class,regular(universal_class))) || -> .
% 299.74/300.42 497[0:Res:73.2,25.0] || member(intersection(u,v),universal_class) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),v)*.
% 299.74/300.42 12637[4:MRR:12590.1,6869.0] inductive(symmetric_difference(successor(universal_class),successor(universal_class))) || -> .
% 299.74/300.42 1068[0:Res:19.2,49.1] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) -> member(ordered_pair(v,u),successor_relation)*.
% 299.74/300.42 12453[0:MRR:1048.1,12451.1] || member(u,universal_class) member(v,u) -> member(ordered_pair(v,u),element_relation)*.
% 299.74/300.42 12632[4:MRR:12587.1,6869.0] inductive(symmetric_difference(universal_class,universal_class)) || -> .
% 299.74/300.42 12578[4:MRR:10499.0,12497.1] || -> equal(union(null_class,null_class),null_class)**.
% 299.74/300.42 12451[0:Con:12441.1] || member(u,v)*+ -> member(u,universal_class)*.
% 299.74/300.42 891[0:Res:26.2,4.0] || member(u,v)* member(u,w)* subclass(intersection(w,v),x)*+ -> member(u,x)*.
% 299.74/300.42 11229[4:Res:11057.1,456.1] || equal(u,cantor(xf)) equal(complement(u),universal_class)** -> .
% 299.74/300.42 619[0:Res:69.1,11.0] || -> equal(unordered_pair(u,v),null_class) equal(regular(unordered_pair(u,v)),v)** equal(regular(unordered_pair(u,v)),u)**.
% 299.74/300.42 11305[4:Res:50.1,10130.1] inductive(complement(compose(element_relation,universal_class))) || member(null_class,element_relation)* -> .
% 299.74/300.42 385[0:Res:35.0,10.0] || subclass(cross_product(cross_product(universal_class,universal_class),universal_class),rotate(u))* -> equal(cross_product(cross_product(universal_class,universal_class),universal_class),rotate(u)).
% 299.74/300.42 384[0:Res:38.0,10.0] || subclass(cross_product(cross_product(universal_class,universal_class),universal_class),flip(u))* -> equal(cross_product(cross_product(universal_class,universal_class),universal_class),flip(u)).
% 299.74/300.42 11232[4:Res:11057.1,628.0] || equal(singleton(u),cantor(xf))* -> equal(x__dfg,u).
% 299.74/300.42 11318[4:SoR:11056.0,74.1] one_to_one(cantor(xf)) || -> member(x__dfg,cross_product(universal_class,universal_class))*.
% 299.74/300.42 11056[4:Res:65.1,10122.0] function(cantor(xf)) || -> member(x__dfg,cross_product(universal_class,universal_class))*.
% 299.74/300.42 10130[4:Rew:10111.0,7039.1] || member(u,element_relation) member(u,complement(compose(element_relation,universal_class)))* -> .
% 299.74/300.42 11057[4:Res:9.1,10122.0] || equal(u,cantor(xf)) -> member(x__dfg,u)*.
% 299.74/300.42 10125[4:MRR:8589.1,10108.0] inductive(domain_of(u)) || -> member(null_class,cantor(u))*.
% 299.74/300.42 11082[4:Res:11055.1,6869.0] || equal(cantor(xf),null_class)** -> .
% 299.74/300.42 10122[4:MRR:8609.0,10105.0] || subclass(cantor(xf),u)* -> member(x__dfg,u).
% 299.74/300.42 10623[4:Obv:10225.1] inductive(domain_of(restrict(identity_relation,u,v))) || -> .
% 299.74/300.42 10622[4:Obv:10224.1] inductive(domain_of(restrict(null_class,u,v))) || -> .
% 299.74/300.42 10616[4:Obv:10159.1] inductive(intersection(null_class,complement(u))) || -> .
% 299.74/300.42 10613[4:Obv:10156.1] inductive(domain_of(intersection(u,identity_relation))) || -> .
% 299.74/300.42 10124[4:MRR:7378.1,10108.0] inductive(domain_of(intersection(u,null_class))) || -> .
% 299.74/300.42 10134[4:Rew:10111.0,7035.0] || -> equal(union(universal_class,u),universal_class)**.
% 299.74/300.42 10133[4:Rew:10111.0,7034.0] || -> equal(union(u,universal_class),universal_class)**.
% 299.74/300.42 10135[4:Rew:10111.0,7351.0] || -> equal(diagonalise(u),universal_class)**.
% 299.74/300.42 10128[4:Rew:10111.0,7027.0] || -> equal(complement(null_class),universal_class)**.
% 299.74/300.42 10118[4:MRR:8574.0,10105.0] || -> member(x__dfg,cantor(xf))*.
% 299.74/300.42 10111[4:Res:10101.0,375.0] || -> equal(successor(universal_class),universal_class)**.
% 299.74/300.42 882[0:SpR:31.0,26.2] || member(u,cross_product(v,w)) member(u,x) -> member(u,restrict(x,v,w))*.
% 299.74/300.42 617[0:SpL:16.0,11.0] || member(u,ordered_pair(v,w))* -> equal(u,unordered_pair(v,singleton(w))) equal(u,singleton(v)).
% 299.74/300.42 494[0:Res:73.2,4.0] || member(u,universal_class) subclass(u,v) -> equal(u,null_class) member(apply(choice,u),v)*.
% 299.74/300.42 530[0:Res:68.2,4.0] function(u) || member(v,universal_class) subclass(universal_class,w) -> member(image(u,v),w)*.
% 299.74/300.42 6186[0:Res:50.1,171.0] inductive(image(element_relation,complement(u))) || member(null_class,power_class(u))* -> .
% 299.74/300.42 495[0:Res:73.2,27.1] || member(complement(u),universal_class) member(apply(choice,complement(u)),u)* -> equal(complement(u),null_class).
% 299.74/300.42 237[0:SpR:56.0,103.1] || member(restrict(element_relation,universal_class,u),universal_class) -> member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),domain_relation)*.
% 299.74/300.42 1102[0:SpL:58.0,1075.1] inductive(image(element_relation,complement(u))) || equal(power_class(u),universal_class)** -> .
% 299.74/300.42 238[0:SpR:41.0,103.1] || member(flip(cross_product(u,universal_class)),universal_class) -> member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),domain_relation)*.
% 299.74/300.42 421[0:Res:28.2,4.0] || member(u,universal_class)* subclass(complement(v),w)*+ -> member(u,v)* member(u,w)*.
% 299.74/300.42 9353[4:MRR:9352.0,147.0] || equal(complement(cantor(xf)),universal_class)** -> .
% 299.74/300.42 569[0:SpR:29.0,116.0] || -> equal(intersection(union(u,v),union(complement(u),complement(v))),symmetric_difference(complement(u),complement(v)))**.
% 299.74/300.42 7700[3:Res:50.1,7039.1] inductive(complement(compose(element_relation,successor(universal_class)))) || member(null_class,element_relation)* -> .
% 299.74/300.42 5026[3:Rew:4919.0,906.0] || equal(compose(u,inverse(u)),null_class)**+ subclass(u,cross_product(universal_class,universal_class))* -> function(u).
% 299.74/300.42 380[0:Res:60.0,10.0] || subclass(cross_product(universal_class,universal_class),compose(u,v))* -> equal(cross_product(universal_class,universal_class),compose(u,v)).
% 299.74/300.42 7556[0:Res:7522.0,414.1] inductive(symmetric_difference(u,singleton(u))) || -> member(null_class,successor(u))*.
% 299.74/300.42 8951[2:Res:9.1,8071.0] || equal(compose_class(u),domain_relation) -> equal(compose(u,null_class),null_class)**.
% 299.74/300.42 8948[2:Res:9.1,8047.0] || equal(singleton(u),domain_relation)**+ -> equal(ordered_pair(null_class,null_class),u)*.
% 299.74/300.42 383[0:Res:98.0,10.0] || subclass(cross_product(universal_class,cross_product(universal_class,universal_class)),composition_function)* -> equal(cross_product(universal_class,cross_product(universal_class,universal_class)),composition_function).
% 299.74/300.42 8071[2:Res:7349.1,96.0] || subclass(domain_relation,compose_class(u))* -> equal(compose(u,null_class),null_class).
% 299.74/300.42 8047[2:Res:7349.1,628.0] || subclass(domain_relation,singleton(u))* -> equal(ordered_pair(null_class,null_class),u).
% 299.74/300.42 382[0:Res:108.0,10.0] || subclass(cross_product(universal_class,cross_product(universal_class,universal_class)),application_function)* -> equal(cross_product(universal_class,cross_product(universal_class,universal_class)),application_function).
% 299.74/300.42 7806[0:Res:7774.0,389.1] inductive(intersection(omega,u)) || -> equal(intersection(omega,u),omega)**.
% 299.74/300.42 266[0:SpR:32.0,70.1] || -> equal(cross_product(u,v),null_class) equal(restrict(regular(cross_product(u,v)),u,v),null_class)**.
% 299.74/300.42 6611[0:Res:6581.0,389.1] inductive(intersection(u,omega)) || -> equal(intersection(u,omega),omega)**.
% 299.74/300.42 391[0:Res:51.1,10.0] inductive(u) || subclass(u,image(successor_relation,u))* -> equal(image(successor_relation,u),u).
% 299.74/300.42 381[0:Res:65.1,10.0] function(u) || subclass(cross_product(universal_class,universal_class),u)* -> equal(cross_product(universal_class,universal_class),u).
% 299.74/300.42 8283[0:SpR:46.0,7868.0] || -> subclass(symmetric_difference(complement(u),complement(singleton(u))),successor(u))*.
% 299.74/300.42 7868[0:SpR:29.0,7792.0] || -> subclass(symmetric_difference(complement(u),complement(v)),union(u,v))*.
% 299.74/300.42 8219[2:Res:9.1,8068.0] || equal(cross_product(u,v),domain_relation)** -> member(null_class,v).
% 299.74/300.42 8214[2:Res:9.1,8067.0] || equal(cross_product(u,v),domain_relation)** -> member(null_class,u).
% 299.74/300.42 277[0:SpR:31.0,32.0] || -> equal(restrict(cross_product(u,v),w,x),restrict(cross_product(w,x),u,v))*.
% 299.74/300.42 8068[2:Res:7349.1,18.0] || subclass(domain_relation,cross_product(u,v))* -> member(null_class,v).
% 299.74/300.42 8067[2:Res:7349.1,17.0] || subclass(domain_relation,cross_product(u,v))* -> member(null_class,u).
% 299.74/300.42 418[0:Res:13.1,4.0] || member(u,universal_class) subclass(unordered_pair(v,u),w)* -> member(u,w).
% 299.74/300.42 7923[2:Res:7907.1,905.1] single_valued_class(u) || equal(null_class,u) -> function(u)*.
% 299.74/300.42 419[0:Res:12.1,4.0] || member(u,universal_class) subclass(unordered_pair(u,v),w)* -> member(u,w).
% 299.74/300.42 8125[2:MRR:7963.1,8124.0] || equal(cross_product(universal_class,universal_class),null_class)** -> .
% 299.74/300.42 8124[2:Res:9.1,8074.0] || equal(domain_relation,element_relation)** -> .
% 299.74/300.42 8077[2:Res:7907.1,8061.0] || equal(domain_relation,null_class)** -> .
% 299.74/300.42 8074[2:MRR:8064.1,6869.0] || subclass(domain_relation,element_relation)* -> .
% 299.74/300.42 8061[2:Res:7349.1,6869.0] || subclass(domain_relation,null_class)* -> .
% 299.74/300.42 7349[2:Res:7308.0,4.0] || subclass(domain_relation,u) -> member(ordered_pair(null_class,null_class),u)*.
% 299.74/300.42 7924[2:Res:7907.1,903.0] || equal(null_class,xf) -> function(xf)*.
% 299.74/300.42 379[0:Res:95.0,10.0] || subclass(cross_product(universal_class,universal_class),compose_class(u))* -> equal(cross_product(universal_class,universal_class),compose_class(u)).
% 299.74/300.42 7907[2:Res:9.1,7894.0] || equal(null_class,u) -> subclass(u,v)*.
% 299.74/300.42 7894[2:Res:417.2,6869.0] || subclass(u,null_class)*+ -> subclass(u,v)*.
% 299.74/300.42 417[0:Res:5.1,4.0] || subclass(u,v) -> subclass(u,w) member(not_subclass_element(u,w),v)*.
% 299.74/300.42 7792[0:SpR:116.0,7774.0] || -> subclass(symmetric_difference(u,v),complement(intersection(u,v)))*.
% 299.74/300.42 270[0:SpL:32.0,24.0] || member(u,restrict(v,w,x))* -> member(u,cross_product(w,x)).
% 299.74/300.42 7774[0:Obv:7770.0] || -> subclass(intersection(u,v),u)*.
% 299.74/300.42 194[0:Res:5.1,24.0] || -> subclass(intersection(u,v),w) member(not_subclass_element(intersection(u,v),w),u)*.
% 299.74/300.42 6873[2:MRR:881.3,6869.0] || member(u,regular(v))* member(u,v) -> equal(v,null_class).
% 299.74/300.42 6599[0:SpR:31.0,6581.0] || -> subclass(restrict(u,v,w),cross_product(v,w))*.
% 299.74/300.42 6601[0:SpR:116.0,6581.0] || -> subclass(symmetric_difference(u,v),union(u,v))*.
% 299.74/300.42 7467[2:SpR:7424.0,7424.0] || -> equal(apply(null_class,u),apply(null_class,v))*.
% 299.74/300.42 7478[3:SpR:7128.0,106.0] || -> equal(single_valued3(null_class),single_valued1(xf))**.
% 299.74/300.42 7128[3:Rew:5261.0,7121.0] || -> equal(domain__dfg(null_class,u,v),single_valued1(xf))**.
% 299.74/300.42 7127[3:Rew:5282.0,7120.0] || -> equal(range__dfg(null_class,u,v),single_valued2(xf))**.
% 299.74/300.42 7424[2:SpR:7118.0,71.0] || -> equal(sum_class(range_of(null_class)),apply(null_class,u))*.
% 299.74/300.42 6600[0:SpR:32.0,6581.0] || -> subclass(restrict(u,v,w),u)*.
% 299.74/300.42 7118[2:SpR:6833.0,45.0] || -> equal(image(null_class,u),range_of(null_class))**.
% 299.74/300.42 7308[2:MRR:7289.0,1042.0] || -> member(ordered_pair(null_class,null_class),domain_relation)*.
% 299.74/300.42 7171[2:Res:3412.1,7129.0] || -> equal(cantor(null_class),null_class)**.
% 299.74/300.42 7159[2:Res:50.1,7129.0] inductive(domain_of(null_class)) || -> .
% 299.74/300.42 6833[2:SpR:6612.0,32.0] || -> equal(restrict(null_class,u,v),null_class)**.
% 299.74/300.42 6902[2:Res:192.1,6869.0] || -> equal(intersection(null_class,u),null_class)**.
% 299.74/300.42 6869[2:MRR:4872.0,6849.1] || member(u,null_class)* -> .
% 299.74/300.42 6612[2:Res:6581.0,4846.0] || -> equal(intersection(u,null_class),null_class)**.
% 299.74/300.42 6581[0:Obv:6579.0] || -> subclass(intersection(u,v),v)*.
% 299.74/300.42 186[0:Res:5.1,25.0] || -> subclass(intersection(u,v),w) member(not_subclass_element(intersection(u,v),w),v)*.
% 299.74/300.42 3535[0:Res:50.1,574.0] inductive(symmetric_difference(u,v)) || -> member(null_class,union(u,v))*.
% 299.74/300.42 573[0:SpL:116.0,24.0] || member(u,symmetric_difference(v,w)) -> member(u,complement(intersection(v,w)))*.
% 299.74/300.42 1033[0:Res:9.1,414.1] inductive(u) || equal(v,u)*+ -> member(null_class,v)*.
% 299.74/300.42 945[0:Res:9.1,469.0] || equal(complement(u),universal_class) member(singleton(v),u)* -> .
% 299.74/300.42 506[0:Res:9.1,52.1] || equal(image(successor_relation,u),u)** member(null_class,u) -> inductive(u).
% 299.74/300.42 407[0:Res:59.1,4.0] || member(u,universal_class) subclass(universal_class,v) -> member(power_class(u),v)*.
% 299.74/300.42 1060[0:Res:1052.1,25.0] || equal(intersection(u,v),universal_class)** -> member(null_class,v).
% 299.74/300.42 1059[0:Res:1052.1,24.0] || equal(intersection(u,v),universal_class)** -> member(null_class,u).
% 299.74/300.42 408[0:Res:57.1,4.0] || member(u,universal_class) subclass(universal_class,v) -> member(sum_class(u),v)*.
% 299.74/300.42 456[0:Res:440.1,27.1] || equal(complement(u),universal_class) member(x__dfg,u)* -> .
% 299.74/300.42 444[0:Res:435.1,27.1] || equal(complement(u),universal_class) member(omega,u)* -> .
% 299.74/300.42 6257[0:SSi:6255.0,72.0] || -> equal(singleton(u),null_class) member(u,universal_class)*.
% 299.74/300.42 6254[0:MRR:6253.1,138.0] function(u) || -> member(apply(u,v),universal_class)*.
% 299.74/300.42 167[0:SpR:71.0,57.1] || member(image(u,singleton(v)),universal_class)* -> member(apply(u,v),universal_class).
% 299.74/300.42 1058[0:Res:1052.1,27.1] || equal(complement(u),universal_class) member(null_class,u)* -> .
% 299.74/300.42 304[0:Res:50.1,294.0] inductive(cantor(inverse(u))) || -> member(null_class,range_of(u))*.
% 299.74/300.42 981[0:MRR:968.0,138.0] || equal(complement(unordered_pair(singleton(u),v)),universal_class)** -> .
% 299.74/300.42 414[0:Res:50.1,4.0] inductive(u) || subclass(u,v)* -> member(null_class,v).
% 299.74/300.42 980[0:MRR:967.0,138.0] || equal(complement(unordered_pair(u,singleton(v))),universal_class)** -> .
% 299.74/300.42 1075[0:Res:50.1,1058.1] inductive(u) || equal(complement(u),universal_class)** -> .
% 299.74/300.42 183[0:Res:50.1,25.0] inductive(intersection(u,v)) || -> member(null_class,v)*.
% 299.74/300.42 977[0:Res:313.0,945.1] || equal(complement(ordered_pair(u,v)),universal_class)** -> .
% 299.74/300.42 1052[0:Res:9.1,1045.0] || equal(u,universal_class) -> member(null_class,u)*.
% 299.74/300.42 191[0:Res:50.1,24.0] inductive(intersection(u,v)) || -> member(null_class,u)*.
% 299.74/300.42 1045[0:Res:1042.0,4.0] || subclass(universal_class,u)* -> member(null_class,u).
% 299.74/300.42 1090[0:MRR:1077.0,1042.0] || equal(complement(unordered_pair(null_class,u)),universal_class)** -> .
% 299.74/300.42 528[0:MRR:517.0,147.0] || equal(complement(unordered_pair(x__dfg,u)),universal_class)** -> .
% 299.74/300.42 491[0:MRR:481.0,55.0] || equal(complement(unordered_pair(omega,u)),universal_class)** -> .
% 299.74/300.42 173[0:Res:50.1,27.1] inductive(complement(u)) || member(null_class,u)* -> .
% 299.74/300.42 1089[0:MRR:1076.0,1042.0] || equal(complement(unordered_pair(u,null_class)),universal_class)** -> .
% 299.74/300.42 527[0:MRR:516.0,147.0] || equal(complement(unordered_pair(u,x__dfg)),universal_class)** -> .
% 299.74/300.42 490[0:MRR:480.0,55.0] || equal(complement(unordered_pair(u,omega)),universal_class)** -> .
% 299.74/300.42 979[0:MRR:970.0,138.0] || equal(complement(singleton(singleton(u))),universal_class)** -> .
% 299.74/300.42 52[0:Inp] || member(null_class,u) subclass(image(successor_relation,u),u)* -> inductive(u).
% 299.74/300.42 526[0:MRR:518.0,147.0] || equal(complement(singleton(x__dfg)),universal_class)** -> .
% 299.74/300.42 489[0:MRR:482.0,55.0] || equal(complement(singleton(omega)),universal_class)** -> .
% 299.74/300.42 50[0:Inp] inductive(u) || -> member(null_class,u)*.
% 299.74/300.42 195[0:Res:50.1,182.0] inductive(singleton_relation) || -> member(null_class,element_relation)*.
% 299.74/300.42 1088[0:MRR:1079.0,1042.0] || equal(complement(singleton(null_class)),universal_class)** -> .
% 299.74/300.42 6053[4:Spt:6043.0,5064.0,5983.0] || equal(singleton(null_class),null_class)** -> .
% 299.74/300.42 1042[0:EmS:1018.0,53.0] || -> member(null_class,universal_class)*.
% 299.74/300.42 1257[0:Res:9.1,430.0] || equal(u,ordered_pair(v,w))*+ -> member(singleton(v),u)*.
% 299.74/300.42 236[0:SpR:42.0,103.1] || member(inverse(u),universal_class) -> member(ordered_pair(inverse(u),range_of(u)),domain_relation)*.
% 299.74/300.42 1208[0:Res:9.1,471.0] || equal(intersection(u,v),universal_class)**+ -> member(singleton(w),v)*.
% 299.74/300.42 1188[0:Res:9.1,470.0] || equal(intersection(u,v),universal_class)**+ -> member(singleton(w),u)*.
% 299.74/300.42 640[0:MRR:637.0,138.0] || -> equal(singleton(u),null_class) equal(apply(choice,singleton(u)),u)**.
% 299.74/300.42 429[0:Res:308.0,4.0] || subclass(universal_class,u) -> member(ordered_pair(v,w),u)*.
% 299.74/300.42 405[0:Res:14.0,4.0] || subclass(universal_class,u) -> member(unordered_pair(v,w),u)*.
% 299.74/300.42 2763[0:Res:60.0,905.1] single_valued_class(compose(u,v)) || -> function(compose(u,v))*.
% 299.74/300.42 97[0:Inp] || equal(compose(u,v),w) member(ordered_pair(v,w),cross_product(universal_class,universal_class))*+ -> member(ordered_pair(v,w),compose_class(u))*.
% 299.74/300.42 5653[3:Rew:5282.0,5642.1] function(u) || -> equal(single_valued2(xf),single_valued2(u))*.
% 299.74/300.42 5652[3:Rew:5261.0,5641.1] function(u) || -> equal(single_valued1(xf),single_valued1(u))*.
% 299.74/300.42 5072[3:MRR:5071.1,4841.0] function(u) || -> equal(compose(u,inverse(u)),null_class)**.
% 299.74/300.42 5623[3:Rew:5282.0,5614.1] single_valued_class(u) || -> equal(single_valued2(xf),single_valued2(u))*.
% 299.74/300.42 49[0:Inp] || equal(successor(u),v) member(ordered_pair(u,v),cross_product(universal_class,universal_class))* -> member(ordered_pair(u,v),successor_relation).
% 299.74/300.42 5622[3:Rew:5261.0,5613.1] single_valued_class(u) || -> equal(single_valued1(xf),single_valued1(u))*.
% 299.74/300.42 5069[3:MRR:5068.1,4841.0] single_valued_class(u) || -> equal(compose(u,inverse(u)),null_class)**.
% 299.74/300.42 5027[3:Rew:4919.0,161.0] || equal(compose(u,inverse(u)),null_class)** -> single_valued_class(u).
% 299.74/300.42 631[0:Res:69.1,628.0] || -> equal(singleton(u),null_class) equal(regular(singleton(u)),u)**.
% 299.74/300.42 23[0:Inp] || member(u,v) member(ordered_pair(u,v),cross_product(universal_class,universal_class))* -> member(ordered_pair(u,v),element_relation).
% 299.74/300.42 458[0:Res:440.1,25.0] || equal(intersection(u,v),universal_class)** -> member(x__dfg,v).
% 299.74/300.42 446[0:Res:435.1,25.0] || equal(intersection(u,v),universal_class)** -> member(omega,v).
% 299.74/300.42 457[0:Res:440.1,24.0] || equal(intersection(u,v),universal_class)** -> member(x__dfg,u).
% 299.74/300.42 445[0:Res:435.1,24.0] || equal(intersection(u,v),universal_class)** -> member(omega,u).
% 299.74/300.42 5028[3:Rew:4919.0,67.1] || subclass(u,cross_product(universal_class,universal_class)) subclass(compose(u,inverse(u)),null_class)* -> function(u).
% 299.74/300.42 73[0:Inp] || member(u,universal_class) -> equal(u,null_class) member(apply(choice,u),u)*.
% 299.74/300.42 68[0:Inp] function(u) || member(v,universal_class) -> member(image(u,v),universal_class)*.
% 299.74/300.42 28[0:Inp] || member(u,universal_class) -> member(u,v) member(u,complement(v))*.
% 299.74/300.42 406[0:Res:138.0,4.0] || subclass(universal_class,u) -> member(singleton(v),u)*.
% 299.74/300.42 658[0:Obv:655.0] || -> equal(singleton(u),null_class) member(u,singleton(u))*.
% 299.74/300.42 5282[3:SpR:5066.0,5041.0] || -> equal(second(not_subclass_element(null_class,null_class)),single_valued2(xf))**.
% 299.74/300.42 5041[3:Rew:4919.0,105.0] || -> equal(second(not_subclass_element(compose(u,inverse(u)),null_class)),single_valued2(u))**.
% 299.74/300.42 169[0:SpR:15.0,13.1] || member(u,universal_class) -> member(u,singleton(u))*.
% 299.74/300.42 5261[3:SpR:5066.0,5040.0] || -> equal(first(not_subclass_element(null_class,null_class)),single_valued1(xf))**.
% 299.74/300.42 5040[3:Rew:4919.0,104.0] || -> equal(first(not_subclass_element(compose(u,inverse(u)),null_class)),single_valued1(u))**.
% 299.74/300.42 5259[0:MRR:5250.1,1042.0] inductive(null_class) || -> .
% 299.74/300.42 326[0:SpR:314.0,313.0] || -> member(singleton(singleton(u)),singleton(singleton(singleton(u))))*.
% 299.74/300.42 13[0:Inp] || member(u,universal_class) -> member(u,unordered_pair(v,u))*.
% 299.74/300.42 5217[2:Res:9.1,4846.0] || equal(null_class,u)* -> equal(u,null_class).
% 299.74/300.42 4846[2:Res:4841.0,10.0] || subclass(u,null_class)* -> equal(u,null_class).
% 299.74/300.42 12[0:Inp] || member(u,universal_class) -> member(u,unordered_pair(u,v))*.
% 299.74/300.42 440[0:Res:9.1,409.0] || equal(u,universal_class) -> member(x__dfg,u)*.
% 299.74/300.42 435[0:Res:9.1,404.0] || equal(u,universal_class) -> member(omega,u)*.
% 299.74/300.42 5029[3:Rew:4919.0,64.0] || subclass(compose(u,inverse(u)),null_class)* -> single_valued_class(u).
% 299.74/300.42 409[0:Res:147.0,4.0] || subclass(universal_class,u)* -> member(x__dfg,u).
% 299.74/300.42 404[0:Res:55.0,4.0] || subclass(universal_class,u)* -> member(omega,u).
% 299.74/300.42 5066[3:MRR:5065.0,4841.0] || -> equal(compose(xf,inverse(xf)),null_class)**.
% 299.74/300.42 4919[3:Spt:3244.0] || -> equal(identity_relation,null_class)**.
% 299.74/300.42 57[0:Inp] || member(u,universal_class) -> member(sum_class(u),universal_class)*.
% 299.74/300.42 59[0:Inp] || member(u,universal_class) -> member(power_class(u),universal_class)*.
% 299.74/300.42 308[0:SpR:16.0,14.0] || -> member(ordered_pair(u,v),universal_class)*.
% 299.74/300.42 138[0:SpR:15.0,14.0] || -> member(singleton(u),universal_class)*.
% 299.74/300.42 4873[0:MRR:4868.1,138.0] || subclass(universal_class,null_class)* -> .
% 299.74/300.42 4660[0:Res:7.0,3491.0] || -> equal(complement(universal_class),null_class)**.
% 299.74/300.42 147[0:Res:7.0,119.0] || -> member(x__dfg,universal_class)*.
% 299.74/300.42 14[0:Inp] || -> member(unordered_pair(u,v),universal_class)*.
% 299.74/300.42 55[0:Inp] || -> member(omega,universal_class)*.
% 299.74/300.42 4841[2:Spt:4837.0,1265.0] || -> subclass(null_class,u)*.
% 299.74/300.42 3491[0:Obv:3476.1] || subclass(complement(u),u)* -> equal(complement(u),null_class).
% 299.74/300.42 574[0:SpL:116.0,25.0] || member(u,symmetric_difference(v,w))* -> member(u,union(v,w)).
% 299.74/300.42 415[0:Res:69.1,4.0] || subclass(u,v) -> equal(u,null_class) member(regular(u),v)*.
% 299.74/300.42 192[0:Res:69.1,24.0] || -> equal(intersection(u,v),null_class) member(regular(intersection(u,v)),u)*.
% 299.74/300.42 184[0:Res:69.1,25.0] || -> equal(intersection(u,v),null_class) member(regular(intersection(u,v)),v)*.
% 299.74/300.42 176[0:Res:5.1,27.1] || member(not_subclass_element(complement(u),v),u)* -> subclass(complement(u),v).
% 299.74/300.42 618[0:Res:50.1,11.0] inductive(unordered_pair(u,v)) || -> equal(null_class,v)* equal(null_class,u)*.
% 299.74/300.42 2769[0:Res:178.0,905.1] single_valued_class(cross_product(universal_class,universal_class)) || -> function(cross_product(universal_class,universal_class))*.
% 299.74/300.42 2762[0:Res:95.0,905.1] single_valued_class(compose_class(u)) || -> function(compose_class(u))*.
% 299.74/300.42 2761[0:Res:21.0,905.1] single_valued_class(element_relation) || -> function(element_relation)*.
% 299.74/300.42 2760[0:Res:47.0,905.1] single_valued_class(successor_relation) || -> function(successor_relation)*.
% 299.74/300.42 2759[0:Res:101.0,905.1] single_valued_class(domain_relation) || -> function(domain_relation)*.
% 299.74/300.42 905[0:Res:63.1,67.1] single_valued_class(u) || subclass(u,cross_product(universal_class,universal_class))* -> function(u).
% 299.74/300.42 378[0:Res:21.0,10.0] || subclass(cross_product(universal_class,universal_class),element_relation)* -> equal(cross_product(universal_class,universal_class),element_relation).
% 299.74/300.42 377[0:Res:47.0,10.0] || subclass(cross_product(universal_class,universal_class),successor_relation)* -> equal(cross_product(universal_class,universal_class),successor_relation).
% 299.74/300.42 1266[0:Obv:1261.1] || member(u,v) -> subclass(singleton(u),v)*.
% 299.74/300.42 376[0:Res:101.0,10.0] || subclass(cross_product(universal_class,universal_class),domain_relation)* -> equal(cross_product(universal_class,universal_class),domain_relation).
% 299.74/300.42 634[0:Res:5.1,628.0] || -> subclass(singleton(u),v) equal(not_subclass_element(singleton(u),v),u)**.
% 299.74/300.42 430[0:Res:313.0,4.0] || subclass(ordered_pair(u,v),w)* -> member(singleton(u),w).
% 299.74/300.42 37[0:Inp] || member(ordered_pair(ordered_pair(u,v),w),x) member(ordered_pair(ordered_pair(w,u),v),cross_product(cross_product(universal_class,universal_class),universal_class))*+ -> member(ordered_pair(ordered_pair(w,u),v),rotate(x))*.
% 299.74/300.42 471[0:Res:406.1,25.0] || subclass(universal_class,intersection(u,v))*+ -> member(singleton(w),v)*.
% 299.74/300.42 40[0:Inp] || member(ordered_pair(ordered_pair(u,v),w),x) member(ordered_pair(ordered_pair(v,u),w),cross_product(cross_product(universal_class,universal_class),universal_class))*+ -> member(ordered_pair(ordered_pair(v,u),w),flip(x))*.
% 299.74/300.42 470[0:Res:406.1,24.0] || subclass(universal_class,intersection(u,v))*+ -> member(singleton(w),u)*.
% 299.74/300.42 62[0:Inp] || member(u,image(v,image(w,singleton(x))))* member(ordered_pair(x,u),cross_product(universal_class,universal_class)) -> member(ordered_pair(x,u),compose(v,w)).
% 299.74/300.42 1043[0:MRR:504.0,1042.0] || -> inductive(universal_class)*.
% 299.74/300.42 100[0:Inp] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),composition_function)*.
% 299.74/300.42 61[0:Inp] || member(ordered_pair(u,v),compose(w,x)) -> member(v,image(w,image(x,singleton(u))))*.
% 299.74/300.42 36[0:Inp] || member(ordered_pair(ordered_pair(u,v),w),rotate(x))* -> member(ordered_pair(ordered_pair(v,w),u),x).
% 299.74/300.42 930[0:Res:9.1,389.1] inductive(u) || equal(omega,u)* -> equal(u,omega).
% 299.74/300.42 39[0:Inp] || member(ordered_pair(ordered_pair(u,v),w),flip(x))* -> member(ordered_pair(ordered_pair(v,u),w),x).
% 299.74/300.42 469[0:Res:406.1,27.1] || subclass(universal_class,complement(u))*+ member(singleton(v),u)* -> .
% 299.74/300.42 933[0:SSi:931.0,53.0] inductive(image(successor_relation,omega)) || -> equal(image(successor_relation,omega),omega)**.
% 299.74/300.42 19[0:Inp] || member(u,v) member(w,x) -> member(ordered_pair(w,u),cross_product(x,v))*.
% 299.74/300.42 389[0:Res:54.1,10.0] inductive(u) || subclass(u,omega)* -> equal(u,omega).
% 299.74/300.42 908[0:Res:9.1,903.0] || equal(cross_product(universal_class,universal_class),xf)** -> function(xf).
% 299.74/300.42 903[0:Res:118.0,67.1] || subclass(xf,cross_product(universal_class,universal_class))* -> function(xf).
% 299.74/300.42 736[0:Res:429.1,18.0] || subclass(universal_class,cross_product(u,v))*+ -> member(w,v)*.
% 299.74/300.42 26[0:Inp] || member(u,v) member(u,w) -> member(u,intersection(w,v))*.
% 299.74/300.42 879[0:Res:9.1,878.0] || equal(composition_function,universal_class)** -> .
% 299.74/300.42 878[0:AED:3.0,877.1] || subclass(universal_class,composition_function)* -> .
% 299.74/300.42 99[0:Inp] || member(ordered_pair(u,ordered_pair(v,w)),composition_function)* -> equal(compose(u,v),w).
% 299.74/300.42 735[0:Res:429.1,17.0] || subclass(universal_class,cross_product(u,v))*+ -> member(w,u)*.
% 299.74/300.42 869[0:Res:9.1,868.0] || equal(application_function,universal_class)** -> .
% 299.74/300.42 868[0:AED:3.0,867.1] || subclass(universal_class,application_function)* -> .
% 299.74/300.42 110[0:Inp] || member(ordered_pair(u,ordered_pair(v,w)),application_function)* -> equal(apply(u,v),w).
% 299.74/300.42 20[0:Inp] || member(u,cross_product(v,w))*+ -> equal(ordered_pair(first(u),second(u)),u)**.
% 299.74/300.42 782[0:AED:3.0,761.1] || equal(element_relation,universal_class)** -> .
% 299.74/300.42 43[0:Inp] || -> equal(first(not_subclass_element(restrict(u,v,singleton(w)),null_class)),domain__dfg(u,v,w))**.
% 299.74/300.42 751[0:Res:9.1,741.0] || equal(compose_class(u),universal_class)** -> .
% 299.74/300.42 741[0:AED:3.0,737.1] || subclass(universal_class,compose_class(u))* -> .
% 299.74/300.42 44[0:Inp] || -> equal(second(not_subclass_element(restrict(u,singleton(v),w),null_class)),range__dfg(u,v,w))**.
% 299.74/300.42 749[0:Res:9.1,740.0] || equal(successor_relation,universal_class)** -> .
% 299.74/300.42 748[0:Res:9.1,739.0] || equal(domain_relation,universal_class)** -> .
% 299.74/300.42 740[0:AED:3.0,734.1] || subclass(universal_class,successor_relation)* -> .
% 299.74/300.42 739[0:AED:3.0,733.1] || subclass(universal_class,domain_relation)* -> .
% 299.74/300.42 715[1:AED:3.0,694.1] || equal(null_class,universal_class)** -> .
% 299.74/300.42 106[0:Inp] || -> equal(domain__dfg(u,image(inverse(u),singleton(single_valued1(u))),single_valued2(u)),single_valued3(u))**.
% 299.74/300.42 630[0:Res:50.1,628.0] inductive(singleton(u)) || -> equal(null_class,u)*.
% 299.74/300.42 628[0:Obv:616.1] || member(u,singleton(v))* -> equal(u,v).
% 299.74/300.42 11[0:Inp] || member(u,unordered_pair(v,w))* -> equal(u,w) equal(u,v).
% 299.74/300.42 96[0:Inp] || member(ordered_pair(u,v),compose_class(w))* -> equal(compose(w,u),v).
% 299.74/300.42 3[0:Inp] || equal(apply(compose(yf,xf),x__dfg),apply(yf,apply(xf,x__dfg)))** -> .
% 299.74/300.42 17[0:Inp] || member(ordered_pair(u,v),cross_product(w,x))* -> member(u,w).
% 299.74/300.42 18[0:Inp] || member(ordered_pair(u,v),cross_product(w,x))* -> member(v,x).
% 299.74/300.42 4[0:Inp] || member(u,v)*+ subclass(v,w)* -> member(u,w)*.
% 299.74/300.42 401[0:Res:9.1,375.0] || equal(u,universal_class)* -> equal(universal_class,u).
% 299.74/300.42 375[0:Res:7.0,10.0] || subclass(universal_class,u)* -> equal(universal_class,u).
% 299.74/300.42 10[0:Inp] || subclass(u,v)*+ subclass(v,u)* -> equal(v,u).
% 299.74/300.42 314[0:Rew:15.0,312.0] || -> equal(ordered_pair(singleton(u),u),singleton(singleton(singleton(u))))**.
% 299.74/300.42 315[0:MRR:310.0,14.0] || -> member(unordered_pair(u,singleton(v)),ordered_pair(u,v))*.
% 299.74/300.42 313[0:MRR:309.0,138.0] || -> member(singleton(u),ordered_pair(u,v))*.
% 299.74/300.42 16[0:Inp] || -> equal(unordered_pair(singleton(u),unordered_pair(u,singleton(v))),ordered_pair(u,v))**.
% 299.74/300.42 271[0:SpL:32.0,25.0] || member(u,restrict(v,w,x))* -> member(u,v).
% 299.74/300.42 31[0:Inp] || -> equal(intersection(u,cross_product(v,w)),restrict(u,v,w))**.
% 299.74/300.42 32[0:Inp] || -> equal(intersection(cross_product(u,v),w),restrict(w,u,v))**.
% 299.74/300.42 48[0:Inp] || member(ordered_pair(u,v),successor_relation)* -> equal(successor(u),v).
% 299.74/300.42 174[0:Res:69.1,27.1] || member(regular(complement(u)),u)* -> equal(complement(u),null_class).
% 299.74/300.42 199[1:Spt:196.0] || -> equal(singleton_relation,null_class)**.
% 299.74/300.42 24[0:Inp] || member(u,intersection(v,w))* -> member(u,v).
% 299.74/300.42 25[0:Inp] || member(u,intersection(v,w))* -> member(u,w).
% 299.74/300.42 114[0:Inp] || maps(u,v,w)* -> subclass(range_of(u),w).
% 299.74/300.42 178[0:Obv:177.0] || -> subclass(u,u)*.
% 299.74/300.42 6[0:Inp] || member(not_subclass_element(u,v),v)* -> subclass(u,v).
% 299.74/300.42 27[0:Inp] || member(u,v) member(u,complement(v))* -> .
% 299.74/300.42 22[0:Inp] || member(ordered_pair(u,v),element_relation)* -> member(u,v).
% 299.74/300.42 71[0:Inp] || -> equal(sum_class(image(u,singleton(v))),apply(u,v))**.
% 299.74/300.42 163[0:Res:74.1,76.1] one_to_one(inverse(u)) function(u) || -> one_to_one(u)*.
% 299.74/300.42 45[0:Inp] || -> equal(range_of(restrict(u,v,universal_class)),image(u,v))**.
% 299.74/300.42 76[0:Inp] function(u) || function(inverse(u))* -> one_to_one(u).
% 299.74/300.42 159[0:Res:66.1,64.0] function(u) || -> single_valued_class(u)*.
% 299.74/300.42 70[0:Inp] || -> equal(u,null_class) equal(intersection(u,regular(u)),null_class)**.
% 299.74/300.42 151[0:SoR:148.0,74.1] one_to_one(domain_of(xf)) || -> member(x__dfg,cross_product(universal_class,universal_class))*.
% 299.74/300.42 148[0:Res:65.1,119.0] function(domain_of(xf)) || -> member(x__dfg,cross_product(universal_class,universal_class))*.
% 299.74/300.42 5[0:Inp] || -> subclass(u,v) member(not_subclass_element(u,v),u)*.
% 299.74/300.42 51[0:Inp] inductive(u) || -> subclass(image(successor_relation,u),u)*.
% 299.74/300.42 65[0:Inp] function(u) || -> subclass(u,cross_product(universal_class,universal_class))*.
% 299.74/300.42 35[0:Inp] || -> subclass(rotate(u),cross_product(cross_product(universal_class,universal_class),universal_class))*.
% 299.74/300.42 38[0:Inp] || -> subclass(flip(u),cross_product(cross_product(universal_class,universal_class),universal_class))*.
% 299.74/300.42 126[0:Res:2.0,33.1] || equal(restrict(xf,singleton(x__dfg),universal_class),null_class)** -> .
% 299.74/300.42 85[0:Inp] || compatible(u,v,w)* -> function(u).
% 299.74/300.42 112[0:Inp] || maps(u,v,w)* -> function(u).
% 299.74/300.42 9[0:Inp] || equal(u,v) -> subclass(v,u)*.
% 299.74/300.42 69[0:Inp] || -> equal(u,null_class) member(regular(u),u)*.
% 299.74/300.42 46[0:Inp] || -> equal(union(u,singleton(u)),successor(u))**.
% 299.74/300.42 60[0:Inp] || -> subclass(compose(u,v),cross_product(universal_class,universal_class))*.
% 299.74/300.42 98[0:Inp] || -> subclass(composition_function,cross_product(universal_class,cross_product(universal_class,universal_class)))*.
% 299.74/300.42 108[0:Inp] || -> subclass(application_function,cross_product(universal_class,cross_product(universal_class,universal_class)))*.
% 299.74/300.42 15[0:Inp] || -> equal(unordered_pair(u,u),singleton(u))**.
% 299.74/300.42 75[0:Inp] one_to_one(u) || -> function(inverse(u))*.
% 299.74/300.42 54[0:Inp] inductive(u) || -> subclass(omega,u)*.
% 299.74/300.42 95[0:Inp] || -> subclass(compose_class(u),cross_product(universal_class,universal_class))*.
% 299.74/300.42 74[0:Inp] one_to_one(u) || -> function(u)*.
% 299.74/300.42 21[0:Inp] || -> subclass(element_relation,cross_product(universal_class,universal_class))*.
% 299.74/300.42 47[0:Inp] || -> subclass(successor_relation,cross_product(universal_class,universal_class))*.
% 299.74/300.42 101[0:Inp] || -> subclass(domain_relation,cross_product(universal_class,universal_class))*.
% 299.74/300.42 7[0:Inp] || -> subclass(u,universal_class)*.
% 299.74/300.42 72[0:Inp] || -> function(choice)*.
% 299.74/300.42 53[0:Inp] || -> inductive(omega)*.
% 299.74/300.42 1[0:Inp] || -> single_valued_class(xf)*.28960[4:Rew:28748.0,13890.0] || -> member(u,complement(v)) subclass(singleton(u),union(null_class,v))*.
% 299.74/300.42 28986[4:Rew:28748.0,23862.1] inductive(complement(union(null_class,u))) || -> member(null_class,complement(u))*.
% 299.74/300.42 29039[4:Rew:28748.0,25217.0] || equal(complement(u),universal_class) -> equal(union(null_class,u),null_class)**.
% 299.74/300.42 29340[4:Rew:28759.0,982.0] || equal(union(null_class,u),universal_class) -> member(singleton(v),u)*.
% 299.74/300.42 29344[4:Rew:28759.0,13537.0] || equal(union(null_class,u),cantor(xf))** -> member(x__dfg,u).
% 299.74/300.42 31394[0:SpR:31362.0,31.0] || -> equal(restrict(cross_product(u,v),u,v),cross_product(u,v))**.
% 299.74/300.42 31709[4:SpL:28759.0,1075.1] inductive(complement(u)) || equal(union(null_class,u),universal_class)** -> .
% 299.74/300.42 31903[0:Res:31403.0,414.1] inductive(complement(union(u,u))) || -> member(null_class,complement(u))*.
% 299.74/300.42 32019[4:Res:31805.0,414.1] inductive(union(null_class,u)) || -> member(null_class,union(u,u))*.
% 299.74/300.42 32037[4:Res:31764.0,414.1] inductive(symmetric_difference(u,u)) || -> member(null_class,union(null_class,u))*.
% 299.74/300.42 31296[4:Res:31266.0,7880.0] || -> subclass(successor(null_class),u) equal(not_subclass_element(successor(null_class),u),null_class)**.
% 299.74/300.42 32647[6:Res:32575.1,1058.1] || equal(u,singleton(null_class)) equal(complement(u),universal_class)** -> .
% 299.74/300.42 32653[6:Res:32575.1,27.1] || equal(complement(u),singleton(null_class)) member(null_class,u)* -> .
% 299.74/300.42 32657[6:Res:32575.1,24.0] || equal(intersection(u,v),singleton(null_class))** -> member(null_class,u).
% 299.74/300.42 32658[6:Res:32575.1,25.0] || equal(intersection(u,v),singleton(null_class))** -> member(null_class,v).
% 299.74/300.42 32802[6:Res:32644.1,1058.1] || equal(u,successor(null_class)) equal(complement(u),universal_class)** -> .
% 299.74/300.42 32808[6:Res:32644.1,27.1] || equal(complement(u),successor(null_class)) member(null_class,u)* -> .
% 299.74/300.42 32812[6:Res:32644.1,24.0] || equal(intersection(u,v),successor(null_class))** -> member(null_class,u).
% 299.74/300.42 32813[6:Res:32644.1,25.0] || equal(intersection(u,v),successor(null_class))** -> member(null_class,v).
% 299.74/300.42 33237[7:SpL:25457.1,33223.0] || equal(u,universal_class) equal(power_class(u),successor(null_class))** -> .
% 299.74/300.42 33240[7:SpL:25457.1,33224.0] || equal(u,universal_class) equal(power_class(u),singleton(null_class))** -> .
% 299.74/300.42 33547[4:Rew:33522.0,31788.0] || -> equal(intersection(union(u,u),union(null_class,complement(u))),null_class)**.
% 299.74/300.42 33548[4:Rew:33522.0,31835.0] || -> equal(intersection(union(null_class,u),union(null_class,complement(u))),null_class)**.
% 299.74/300.42 33917[0:Rew:33781.0,33903.1] || member(not_subclass_element(u,null_class),complement(u))* -> subclass(u,null_class).
% 299.74/300.42 34865[4:SpR:28759.0,33644.0] || -> equal(union(union(null_class,u),union(null_class,complement(u))),universal_class)**.
% 299.74/300.42 35156[4:SpR:28759.0,33655.0] || -> equal(symmetric_difference(union(null_class,u),union(null_class,complement(u))),universal_class)**.
% 299.74/300.42 36504[0:Obv:36483.1] || member(u,v) -> subclass(intersection(w,singleton(u)),v)*.
% 299.74/300.42 36505[0:Obv:36466.0] || -> member(u,v) subclass(intersection(w,singleton(u)),complement(v))*.
% 299.74/300.42 36564[0:Obv:36544.1] || member(u,v) -> subclass(intersection(singleton(u),w),v)*.
% 299.74/300.42 36565[0:Obv:36525.0] || -> member(u,v) subclass(intersection(singleton(u),w),complement(v))*.
% 299.74/300.42 39634[9:SpR:39510.1,18051.0] function(flip(cross_product(u,universal_class))) || -> equal(inverse(u),universal_class)**.
% 299.74/300.42 39635[9:SpR:39510.1,18099.0] function(restrict(element_relation,universal_class,u)) || -> equal(sum_class(u),universal_class)**.
% 299.74/300.42 39773[9:MRR:2771.2,39750.0] single_valued_class(singleton(u)) || member(u,cross_product(universal_class,universal_class))* -> .
% 299.74/300.42 39855[9:SpR:39752.1,314.0] function(u) || -> equal(ordered_pair(null_class,u),singleton(singleton(null_class)))**.
% 299.74/300.42 39893[9:SpR:39752.1,315.0] function(u) || -> member(unordered_pair(v,null_class),ordered_pair(v,u))*.
% 299.74/300.42 40086[9:Rew:19188.0,39891.1] function(u) || -> equal(apply(v,universal_class),apply(v,u))*.
% 299.74/300.42 40096[9:Rew:19189.0,39892.1] function(u) || -> equal(ordered_pair(v,universal_class),ordered_pair(v,u))*.
% 299.74/300.42 40330[9:SpR:40295.1,32996.0] one_to_one(cross_product(u,universal_class)) || -> equal(image(universal_class,u),universal_class)**.
% 299.74/300.42 41431[6:Res:41421.0,4.0] || subclass(complement(singleton(singleton(null_class))),u)* -> member(null_class,u).
% 299.74/300.42 41548[4:SpR:36664.0,33519.0] || -> equal(union(union(u,u),union(null_class,complement(u))),universal_class)**.
% 299.74/300.42 41549[4:SpR:36664.0,33570.0] || -> equal(symmetric_difference(union(u,u),union(null_class,complement(u))),universal_class)**.
% 299.74/300.42 41550[4:SpR:36664.0,33781.0] || -> equal(intersection(union(null_class,complement(u)),union(u,u)),null_class)**.
% 299.74/300.42 41551[4:SpR:36664.0,33905.0] || -> equal(union(union(null_class,complement(u)),union(u,u)),universal_class)**.
% 299.74/300.42 41776[4:Res:17398.1,18.0] || subclass(domain_relation,rotate(cross_product(u,v)))* -> member(w,v)*.
% 299.74/300.42 41793[4:Res:17398.1,725.1] || subclass(domain_relation,rotate(u))* subclass(universal_class,complement(u)) -> .
% 299.74/300.42 41905[4:Res:17399.1,725.1] || subclass(domain_relation,flip(u))* subclass(universal_class,complement(u)) -> .
% 299.74/300.42 42031[0:Obv:42020.1] || subclass(u,v) -> equal(intersection(complement(v),u),null_class)**.
% 299.74/300.42 42098[4:SpL:39356.0,470.0] || subclass(universal_class,union(null_class,u))* -> member(singleton(v),u)*.
% 299.74/300.42 43490[0:Obv:43481.1] || subclass(u,v) -> equal(intersection(u,complement(v)),null_class)**.
% 299.74/300.42 43605[4:SpR:28759.0,42566.0] || -> equal(intersection(union(null_class,u),intersection(complement(u),v)),null_class)**.
% 299.74/300.42 43768[4:SpR:28759.0,43164.0] || -> equal(intersection(union(null_class,u),intersection(v,complement(u))),null_class)**.
% 299.74/300.42 44733[0:SpR:116.0,44530.0] || -> equal(intersection(symmetric_difference(u,v),complement(union(u,v))),null_class)**.
% 299.74/300.42 45132[2:MRR:45058.1,8077.0] || subclass(cross_product(universal_class,universal_class),u)* -> member(regular(domain_relation),u).
% 299.74/300.42 45859[2:SpR:42003.1,32.0] || subclass(u,null_class) -> equal(restrict(u,v,w),null_class)**.
% 299.74/300.42 45990[4:Rew:10128.0,45863.1] || subclass(complement(u),null_class)* -> equal(union(v,u),universal_class)**.
% 299.74/300.42 46219[2:SpR:43463.1,24029.0] || subclass(complement(u),null_class) -> subclass(complement(successor(u)),null_class)*.
% 299.74/300.42 46314[4:Rew:10128.0,46183.1] || subclass(complement(u),null_class)* -> equal(union(u,v),universal_class)**.
% 299.74/300.42 47059[4:MRR:41406.1,47056.0] || member(u,universal_class) -> member(u,complement(singleton(singleton(u))))*.
% 299.74/300.42 47964[0:Rew:47963.0,13879.0] || -> member(u,complement(power_class(v))) subclass(singleton(u),power_class(v))*.
% 299.74/300.42 47977[0:Rew:47963.0,25067.0] || subclass(universal_class,complement(power_class(u)))* -> equal(power_class(u),null_class).
% 299.74/300.42 48356[4:Rew:47963.0,47769.0] || equal(image(element_relation,power_class(u)),power_class(complement(power_class(u))))** -> .
% 299.74/300.42 48528[4:Rew:47963.0,46956.0] || subclass(complement(power_class(u)),null_class)* -> subclass(universal_class,power_class(u)).
% 299.74/300.42 48529[6:Rew:47963.0,46664.0] || subclass(complement(power_class(u)),null_class)* -> member(null_class,power_class(u)).
% 299.74/300.42 49525[6:MRR:49502.0,1042.0] || equal(union(u,v),null_class)** -> member(null_class,complement(v))*.
% 299.74/300.42 49526[6:MRR:49503.0,1042.0] || equal(union(u,v),null_class)** -> member(null_class,complement(u))*.
% 299.74/300.42 50107[4:Obv:49988.1] || equal(union(u,v),null_class)** -> member(omega,complement(v))*.
% 299.74/300.42 50108[4:Obv:49989.1] || equal(union(u,v),null_class)** -> member(x__dfg,complement(v))*.
% 299.74/300.42 50110[4:Obv:49991.1] || equal(union(u,v),null_class)** -> member(omega,complement(u))*.
% 299.74/300.42 50111[4:Obv:49992.1] || equal(union(u,v),null_class)** -> member(x__dfg,complement(u))*.
% 299.74/300.42 50322[4:SpR:28759.0,47963.0] || -> equal(image(element_relation,union(null_class,u)),complement(power_class(complement(u))))**.
% 299.74/300.42 51426[7:SpL:25457.1,50359.0] || equal(u,universal_class) subclass(complement(power_class(u)),null_class)* -> .
% 299.74/300.42 51433[7:SpL:25457.1,50360.0] || equal(u,universal_class) equal(complement(power_class(u)),null_class)** -> .
% 299.74/300.42 52226[6:Res:49515.1,1058.1] || equal(complement(u),null_class)** equal(complement(u),universal_class) -> .
% 299.74/300.42 52277[6:Rew:28759.0,52232.0] || equal(union(null_class,u),null_class)** member(null_class,u) -> .
% 299.74/300.42 52236[6:Res:49515.1,24.0] || equal(complement(intersection(u,v)),null_class)** -> member(null_class,u).
% 299.74/300.42 52237[6:Res:49515.1,25.0] || equal(complement(intersection(u,v)),null_class)** -> member(null_class,v).
% 299.74/300.42 52439[9:SpR:52383.0,39851.1] function(power_class(u)) || -> equal(successor(power_class(u)),power_class(u))**.
% 299.74/300.42 52555[4:MRR:52536.1,12451.1] || member(u,cantor(u))* subclass(domain_relation,complement(element_relation))* -> .
% 299.74/300.42 52556[4:MRR:52539.1,308.0] || subclass(domain_relation,flip(u)) subclass(domain_relation,complement(u))* -> .
% 299.74/300.42 52588[4:SpR:314.0,47487.0] || -> member(singleton(singleton(u)),complement(singleton(singleton(singleton(singleton(u))))))*.
% 299.74/300.42 52597[9:SpR:39752.1,47487.0] function(u) || -> member(null_class,complement(singleton(ordered_pair(u,v))))*.
% 299.74/300.42 52641[4:Res:13.1,50055.1] || member(u,universal_class) equal(unordered_pair(v,u),null_class)** -> .
% 299.74/300.42 52642[4:Res:12.1,50055.1] || member(u,universal_class) equal(unordered_pair(u,v),null_class)** -> .
% 299.74/300.42 52697[4:Res:19302.1,50055.1] || equal(u,singleton(singleton(null_class)))* equal(null_class,u) -> .
% 299.74/300.42 52727[4:Res:283.1,50055.1] || equal(null_class,u) -> equal(restrict(u,v,w),null_class)**.
% 299.74/300.42 52755[4:Res:431.1,50055.1] || subclass(ordered_pair(u,v),w)* equal(null_class,w) -> .
% 299.74/300.42 53042[4:SpL:314.0,52605.0] || member(singleton(singleton(u)),singleton(singleton(singleton(singleton(u)))))* -> .
% 299.74/300.42 53049[9:SpL:39752.1,52605.0] function(u) || member(null_class,singleton(ordered_pair(u,v)))* -> .
% 299.74/300.42 55359[6:Res:32644.1,50088.1] || equal(u,successor(null_class))* equal(successor(u),null_class)** -> .
% 299.74/300.42 55360[6:Res:32575.1,50088.1] || equal(u,singleton(null_class)) equal(successor(u),null_class)** -> .
% 299.74/300.42 55692[4:Res:11057.1,50090.1] || equal(u,cantor(xf))* equal(successor(u),null_class)** -> .
% 299.74/300.42 56111[4:Res:59.1,52644.0] || member(u,universal_class) equal(singleton(power_class(u)),null_class)** -> .
% 299.74/300.42 56112[4:Res:57.1,52644.0] || member(u,universal_class) equal(singleton(sum_class(u)),null_class)** -> .
% 299.74/300.42 56116[4:Res:6254.1,52644.0] function(u) || equal(singleton(apply(u,v)),null_class)** -> .
% 299.74/300.42 56120[4:Res:12502.1,52644.0] || equal(singleton(not_subclass_element(u,v)),null_class)** -> subclass(u,v).
% 299.74/300.42 56121[4:Res:35099.1,52644.0] || member(u,universal_class) equal(singleton(cantor(u)),null_class)** -> .
% 299.74/300.42 56228[2:MRR:56151.1,23217.0] || member(u,universal_class) -> member(u,regular(ordered_pair(u,v)))*.
% 299.74/300.42 57566[4:Res:19302.1,46994.1] || equal(u,singleton(singleton(null_class)))* subclass(u,null_class)* -> .
% 299.74/300.42 57785[0:SpR:32.0,57711.0] || -> subclass(intersection(u,restrict(v,w,x)),cross_product(w,x))*.
% 299.74/300.42 57788[0:SpR:116.0,57711.0] || -> subclass(intersection(u,symmetric_difference(v,w)),complement(intersection(v,w)))*.
% 299.74/300.42 57847[0:Res:57711.0,414.1] inductive(intersection(u,intersection(v,w))) || -> member(null_class,v)*.
% 299.74/300.42 57980[4:Res:57812.0,414.1] inductive(intersection(u,union(null_class,v))) || -> member(null_class,v)*.
% 299.74/300.42 58062[4:Res:57950.0,414.1] inductive(intersection(u,union(v,v))) || -> member(null_class,v)*.
% 299.74/300.42 58382[0:Res:58246.0,414.1] inductive(intersection(u,intersection(v,w))) || -> member(null_class,w)*.
% 299.74/300.42 58733[4:SpR:36660.0,57960.0] || -> subclass(restrict(complement(successor(null_class)),u,v),complement(singleton(null_class)))*.
% 299.74/300.42 59155[0:SpR:32.0,59078.0] || -> subclass(intersection(restrict(u,v,w),x),cross_product(v,w))*.
% 299.74/300.42 59158[0:SpR:116.0,59078.0] || -> subclass(intersection(symmetric_difference(u,v),w),complement(intersection(u,v)))*.
% 299.74/300.42 59219[0:Res:59078.0,414.1] inductive(intersection(intersection(u,v),w)) || -> member(null_class,u)*.
% 299.74/300.42 59576[4:Res:59182.0,414.1] inductive(intersection(union(null_class,u),v)) || -> member(null_class,u)*.
% 299.74/300.42 59672[4:Rew:50812.0,59620.0] || -> subclass(complement(power_class(complement(power_class(u)))),image(element_relation,power_class(u)))*.
% 299.74/300.42 59705[4:Res:59565.0,414.1] inductive(union(null_class,union(null_class,u))) || -> member(null_class,u)*.
% 299.74/300.42 59827[4:SpR:32.0,59213.0] || -> subclass(union(null_class,restrict(u,v,w)),cross_product(v,w))*.
% 299.74/300.42 59830[4:SpR:116.0,59213.0] || -> subclass(union(null_class,symmetric_difference(u,v)),complement(intersection(u,v)))*.
% 299.74/300.42 59884[4:Res:59213.0,414.1] inductive(union(null_class,intersection(u,v))) || -> member(null_class,u)*.
% 299.74/300.42 59962[4:SpR:36664.0,59945.0] || -> subclass(complement(successor(union(u,u))),union(null_class,complement(u)))*.
% 299.74/300.42 59963[4:SpR:29733.0,59945.0] || -> subclass(complement(successor(union(null_class,u))),union(null_class,complement(u)))*.
% 299.74/300.42 60027[4:Res:59933.0,414.1] inductive(complement(union(u,null_class))) || -> member(null_class,complement(u))*.
% 299.74/300.42 60376[6:SoR:49707.0,60246.1] || member(regular(omega),u)* equal(complement(u),universal_class) -> .
% 299.74/300.42 60682[4:Res:59688.0,414.1] inductive(union(null_class,union(u,u))) || -> member(null_class,u)*.
% 299.74/300.42 60810[0:Res:59447.0,414.1] inductive(intersection(intersection(u,v),w)) || -> member(null_class,v)*.
% 299.74/300.42 60939[4:Res:60803.0,414.1] inductive(union(null_class,intersection(u,v))) || -> member(null_class,v)*.
% 299.74/300.42 61050[4:SpR:47746.1,61001.0] || equal(successor(u),null_class) -> subclass(universal_class,complement(singleton(u)))*.
% 299.74/300.42 61057[4:Res:61001.0,414.1] inductive(complement(successor(u))) || -> member(null_class,complement(singleton(u)))*.
% 299.74/300.42 61108[4:Res:59544.0,414.1] inductive(intersection(union(u,u),v)) || -> member(null_class,u)*.
% 299.74/300.42 61409[4:Rew:28759.0,61337.0] || equal(union(null_class,u),null_class)** equal(u,domain_relation) -> .
% 299.74/300.42 61410[4:Rew:28759.0,61338.0] || equal(union(null_class,u),null_class)** subclass(domain_relation,u) -> .
% 299.74/300.42 61411[4:Rew:28759.0,61347.0] || equal(union(null_class,unordered_pair(u,unordered_pair(v,w))),null_class)** -> .
% 299.74/300.42 61412[4:Rew:28759.0,61349.0] || equal(union(null_class,unordered_pair(u,ordered_pair(v,w))),null_class)** -> .
% 299.74/300.42 61414[5:Rew:28759.0,61352.0] || equal(union(null_class,unordered_pair(u,apply(null_class,v))),null_class)** -> .
% 299.74/300.42 61415[4:Rew:28759.0,61353.0] || equal(union(null_class,unordered_pair(unordered_pair(u,v),w)),null_class)** -> .
% 299.74/300.42 61416[4:Rew:28759.0,61354.0] || equal(union(null_class,unordered_pair(ordered_pair(u,v),w)),null_class)** -> .
% 299.74/300.42 61417[5:Rew:28759.0,61356.0] || equal(union(null_class,unordered_pair(apply(null_class,u),v)),null_class)** -> .
% 299.74/300.42 61727[4:Rew:28759.0,61687.0] || equal(union(null_class,u),null_class)** member(x__dfg,u) -> .
% 299.74/300.42 61691[4:Res:61326.1,24.0] || equal(complement(intersection(u,v)),null_class)** -> member(x__dfg,u).
% 299.74/300.42 61692[4:Res:61326.1,25.0] || equal(complement(intersection(u,v)),null_class)** -> member(x__dfg,v).
% 299.74/300.42 61782[4:Rew:28759.0,61742.0] || equal(union(null_class,u),null_class)** member(omega,u) -> .
% 299.74/300.42 61746[4:Res:61327.1,24.0] || equal(complement(intersection(u,v)),null_class)** -> member(omega,u).
% 299.74/300.42 61747[4:Res:61327.1,25.0] || equal(complement(intersection(u,v)),null_class)** -> member(omega,v).
% 299.74/300.42 61799[4:SpL:28759.0,61328.0] || equal(union(null_class,u),null_class)** -> equal(complement(u),universal_class).
% 299.74/300.42 62142[4:Res:60062.1,905.1] single_valued_class(u) || equal(complement(u),universal_class)** -> function(u).
% 299.74/300.42 62248[4:Res:60062.1,5029.0] || equal(complement(compose(u,inverse(u))),universal_class)** -> single_valued_class(u).
% 299.74/300.42 62369[4:SpL:28759.0,62126.0] || equal(union(null_class,u),universal_class)** -> equal(complement(u),null_class).
% 299.74/300.42 62446[4:SpR:49751.1,61193.0] || equal(union(u,u),null_class)** -> subclass(universal_class,complement(u))*.
% 299.74/300.42 62890[0:SpR:116.0,58368.0] || -> subclass(restrict(symmetric_difference(u,v),w,x),union(u,v))*.
% 299.74/300.42 63941[4:Rew:28759.0,63894.1] || equal(successor(u),null_class) -> equal(union(null_class,u),null_class)**.
% 299.74/300.42 64712[4:SpR:63899.1,59945.0] || equal(successor(successor(u)),null_class) -> subclass(universal_class,complement(u))*.
% 299.74/300.42 64944[4:Rew:28748.0,64597.1] || equal(successor(u),null_class) -> equal(union(u,u),null_class)**.
% 299.74/300.42 64951[4:Rew:28748.0,64604.1] || equal(successor(u),null_class) -> equal(intersection(u,v),null_class)**.
% 299.74/300.42 64952[4:Rew:28748.0,64605.1] || equal(successor(u),null_class) -> equal(intersection(v,u),null_class)**.
% 299.74/300.42 65015[4:Obv:64886.1] || equal(successor(successor(u)),null_class)** member(null_class,u) -> .
% 299.74/300.42 65016[4:Obv:64887.1] || equal(successor(successor(u)),null_class)** member(omega,u) -> .
% 299.74/300.42 65017[4:Obv:64888.1] || equal(successor(successor(u)),null_class)** member(x__dfg,u) -> .
% 299.74/300.42 65254[4:Res:64963.1,905.1] single_valued_class(u) || equal(successor(u),null_class)** -> function(u).
% 299.74/300.42 65362[4:Res:64963.1,5029.0] || equal(successor(compose(u,inverse(u))),null_class)** -> single_valued_class(u).
% 299.74/300.42 65816[6:SoR:49708.0,60246.1] || equal(intersection(u,v),universal_class)** -> member(regular(omega),u)*.
% 299.74/300.42 65817[6:SoR:49709.0,60246.1] || equal(intersection(u,v),universal_class)** -> member(regular(omega),v)*.
% 299.74/300.42 66164[4:SpR:50037.1,24029.0] || equal(complement(u),null_class) -> subclass(complement(successor(u)),null_class)*.
% 299.74/300.42 66284[4:Rew:10128.0,66129.1] || equal(complement(u),null_class) -> equal(union(u,v),universal_class)**.
% 299.74/300.42 66588[4:Rew:10128.0,66432.1] || equal(complement(u),null_class) -> equal(union(v,u),universal_class)**.
% 299.74/300.42 66683[4:Res:59633.1,50060.0] || equal(complement(regular(unordered_pair(u,unordered_pair(v,w)))),null_class)** -> .
% 299.74/300.42 66685[4:MRR:66677.2,50059.0] || equal(unordered_pair(u,v),w)* subclass(universal_class,w)* -> .
% 299.74/300.42 66734[4:MRR:66724.1,47062.0] || subclass(universal_class,u) -> equal(regular(unordered_pair(u,null_class)),null_class)**.
% 299.74/300.42 66782[4:MRR:66779.1,47062.0] || equal(u,universal_class) -> equal(regular(unordered_pair(u,null_class)),null_class)**.
% 299.74/300.42 67240[4:MRR:67235.2,47513.0] || equal(singleton(u),v)* equal(complement(v),null_class)** -> .
% 299.74/300.42 67487[4:Res:59633.1,50068.0] || equal(complement(regular(unordered_pair(unordered_pair(u,v),w))),null_class)** -> .
% 299.74/300.42 67524[4:MRR:67515.1,47137.0] || subclass(universal_class,u) -> equal(regular(unordered_pair(null_class,u)),null_class)**.
% 299.74/300.42 67677[4:MRR:67675.1,47137.0] || equal(u,universal_class) -> equal(regular(unordered_pair(null_class,u)),null_class)**.
% 299.74/300.42 67751[4:Res:50193.1,46993.0] || equal(power_class(u),null_class) subclass(domain_relation,power_class(u))* -> .
% 299.74/300.42 67752[4:Res:50193.1,46991.0] || equal(power_class(u),null_class) equal(power_class(u),domain_relation)** -> .
% 299.74/300.42 67754[6:Res:50193.1,46686.0] || equal(power_class(u),null_class) member(null_class,power_class(u))* -> .
% 299.74/300.42 67755[4:Res:50193.1,46313.0] || equal(power_class(u),null_class)** equal(power_class(u),universal_class) -> .
% 299.74/300.42 67796[4:Res:64963.1,57575.0] || equal(successor(complement(u)),null_class) -> member(singleton(v),u)*.
% 299.74/300.42 68290[2:MRR:68289.2,4846.0] || member(not_subclass_element(u,null_class),regular(u))* -> equal(u,null_class).
% 299.74/300.42 68657[4:Res:169.1,64986.1] || member(u,universal_class) equal(successor(singleton(u)),null_class)** -> .
% 299.74/300.42 68684[4:Res:17398.1,64986.1] || subclass(domain_relation,rotate(u))* equal(successor(u),null_class) -> .
% 299.74/300.42 68685[4:Res:17399.1,64986.1] || subclass(domain_relation,flip(u))* equal(successor(u),null_class) -> .
% 299.74/300.42 68923[4:Res:59633.1,66665.0] || equal(complement(regular(unordered_pair(u,ordered_pair(v,w)))),null_class)** -> .
% 299.74/300.42 68925[4:MRR:68917.2,50057.0] || equal(ordered_pair(u,v),w)* subclass(universal_class,w)* -> .
% 299.74/300.42 68942[4:MRR:68941.2,50059.0] || equal(unordered_pair(u,v),w)* equal(w,universal_class) -> .
% 299.74/300.42 69010[4:Res:59633.1,67472.0] || equal(complement(regular(unordered_pair(ordered_pair(u,v),w))),null_class)** -> .
% 299.74/300.42 69142[4:MRR:69141.2,50057.0] || equal(ordered_pair(u,v),w)* equal(w,universal_class) -> .
% 299.74/300.42 69950[4:Rew:29733.0,69866.0] || equal(union(null_class,complement(u)),null_class)** -> member(x__dfg,u).
% 299.74/300.42 69951[4:Rew:29733.0,69876.0] || equal(union(null_class,complement(u)),null_class)** -> member(omega,u).
% 299.74/300.42 69952[6:Rew:29733.0,69885.0] || equal(union(null_class,complement(u)),null_class)** -> member(null_class,u).
% 299.74/300.42 69886[6:Res:32644.1,42116.0] || equal(union(null_class,u),successor(null_class))** -> member(null_class,u).
% 299.74/300.42 69887[6:Res:32575.1,42116.0] || equal(union(null_class,u),singleton(null_class))** -> member(null_class,u).
% 299.74/300.42 72021[4:Res:35696.1,71863.1] || member(inverse(u),universal_class)* equal(range_of(u),universal_class) -> .
% 299.74/300.42 72490[4:Res:59.1,72013.0] || member(u,universal_class) equal(power_class(power_class(u)),universal_class)** -> .
% 299.74/300.42 72491[4:Res:57.1,72013.0] || member(u,universal_class) equal(power_class(sum_class(u)),universal_class)** -> .
% 299.74/300.42 72495[4:Res:6254.1,72013.0] function(u) || equal(power_class(apply(u,v)),universal_class)** -> .
% 299.74/300.42 72499[4:Res:12502.1,72013.0] || equal(power_class(not_subclass_element(u,v)),universal_class)** -> subclass(u,v).
% 299.74/300.42 72500[4:Res:35099.1,72013.0] || member(u,universal_class) equal(power_class(cantor(u)),universal_class)** -> .
% 299.74/300.42 72775[4:Res:59.1,72014.0] || member(u,universal_class) equal(sum_class(power_class(u)),universal_class)** -> .
% 299.74/300.42 72776[4:Res:57.1,72014.0] || member(u,universal_class) equal(sum_class(sum_class(u)),universal_class)** -> .
% 299.74/300.42 72780[4:Res:6254.1,72014.0] function(u) || equal(sum_class(apply(u,v)),universal_class)** -> .
% 299.74/300.42 72784[4:Res:12502.1,72014.0] || equal(sum_class(not_subclass_element(u,v)),universal_class)** -> subclass(u,v).
% 299.74/300.42 72785[4:Res:35099.1,72014.0] || member(u,universal_class) equal(sum_class(cantor(u)),universal_class)** -> .
% 299.74/300.42 73770[0:Res:73491.0,414.1] inductive(intersection(u,v)) || -> member(null_class,intersection(v,u))*.
% 299.74/300.42 73864[4:Rew:73795.0,29614.0] || -> member(u,complement(v)) subclass(singleton(u),union(v,null_class))*.
% 299.74/300.42 74163[4:Rew:73795.0,50324.0] || -> equal(image(element_relation,union(u,null_class)),complement(power_class(complement(u))))**.
% 299.74/300.42 74166[4:Rew:73795.0,61801.1] || equal(union(u,null_class),null_class)** -> equal(complement(u),universal_class).
% 299.74/300.42 74174[4:Rew:73795.0,29680.0] || equal(complement(u),universal_class) -> equal(union(u,null_class),null_class)**.
% 299.74/300.42 74211[9:Rew:73795.0,63794.1] function(u) || -> subclass(complement(successor(complement(u))),successor(u))*.
% 299.74/300.42 74241[4:Rew:73795.0,62371.1] || equal(union(u,null_class),universal_class)** -> equal(complement(u),null_class).
% 299.74/300.42 74253[4:Rew:73795.0,43607.0] || -> equal(intersection(union(u,null_class),intersection(complement(u),v)),null_class)**.
% 299.74/300.42 74278[4:Rew:73795.0,43770.0] || -> equal(intersection(union(u,null_class),intersection(v,complement(u))),null_class)**.
% 299.74/300.42 74288[9:Rew:73795.0,45613.1] function(u) || -> equal(intersection(successor(u),complement(u)),null_class)**.
% 299.74/300.42 74289[9:Rew:73795.0,45614.1] function(u) || -> equal(union(successor(u),complement(u)),universal_class)**.
% 299.74/300.42 74290[9:Rew:73795.0,45615.1] function(u) || -> equal(symmetric_difference(successor(u),complement(u)),universal_class)**.
% 299.74/300.42 75094[4:Rew:75021.0,58871.0] || -> subclass(restrict(union(null_class,u),v,w),union(u,null_class))*.
% 299.74/300.42 76063[5:MRR:76062.1,72289.0] || member(regular(complement(apply(null_class,u))),apply(null_class,v))* -> .
% 299.74/300.42 78146[4:Res:75022.0,414.1] inductive(union(null_class,u)) || -> member(null_class,union(u,null_class))*.
% 299.74/300.42 78212[4:Res:75136.0,414.1] inductive(union(u,null_class)) || -> member(null_class,union(null_class,u))*.
% 299.74/300.42 78503[4:Res:77757.0,414.1] inductive(union(null_class,union(u,null_class))) || -> member(null_class,u)*.
% 299.74/300.42 78821[4:Rew:74517.0,78652.0,77740.0,78652.0,33522.0,78652.0] || -> equal(intersection(union(u,null_class),union(null_class,complement(u))),null_class)**.
% 299.74/300.42 78901[4:Res:77744.0,414.1] inductive(union(u,null_class)) || -> member(null_class,union(u,u))*.
% 299.74/300.42 79149[4:Res:77756.0,414.1] inductive(intersection(union(u,null_class),v)) || -> member(null_class,u)*.
% 299.74/300.42 79250[4:Res:77782.0,414.1] inductive(intersection(u,union(v,null_class))) || -> member(null_class,v)*.
% 299.74/300.42 79318[9:Res:77998.1,414.1] function(u) inductive(successor(u)) || -> member(null_class,u)*.
% 299.74/300.42 79393[4:Res:78131.0,414.1] inductive(union(u,u)) || -> member(null_class,union(u,null_class))*.
% 299.74/300.42 79652[4:Res:78585.0,414.1] inductive(union(u,u)) || -> member(null_class,union(null_class,u))*.
% 299.74/300.42 80745[0:Res:80313.0,414.1] inductive(symmetric_difference(u,v)) || -> member(null_class,union(v,u))*.
% 299.74/300.42 81604[4:Rew:28748.0,81517.1] || equal(successor(u),null_class) -> equal(union(u,null_class),null_class)**.
% 299.74/300.42 82218[9:SpR:39851.1,77755.0] function(u) || -> subclass(restrict(successor(u),v,w),u)*.
% 299.74/300.42 83291[4:Res:59.1,72023.0] || member(u,universal_class) equal(cantor(power_class(u)),universal_class)** -> .
% 299.74/300.42 83292[4:Res:57.1,72023.0] || member(u,universal_class) equal(cantor(sum_class(u)),universal_class)** -> .
% 299.74/300.42 83296[4:Res:6254.1,72023.0] function(u) || equal(cantor(apply(u,v)),universal_class)** -> .
% 299.74/300.42 83300[4:Res:12502.1,72023.0] || equal(cantor(not_subclass_element(u,v)),universal_class)** -> subclass(u,v).
% 299.74/300.42 83301[4:Res:35099.1,72023.0] || member(u,universal_class) equal(cantor(cantor(u)),universal_class)** -> .
% 299.74/300.42 83535[4:Res:59633.1,72137.1] || equal(complement(sum_class(u)),null_class)** member(u,universal_class) -> .
% 299.74/300.42 83546[4:Res:59633.1,72138.1] || equal(complement(power_class(u)),null_class)** member(u,universal_class) -> .
% 299.74/300.42 83731[4:SpR:74143.0,33519.0] || -> equal(union(union(u,null_class),union(null_class,complement(u))),universal_class)**.
% 299.74/300.42 83732[4:SpR:74143.0,33570.0] || -> equal(symmetric_difference(union(u,null_class),union(null_class,complement(u))),universal_class)**.
% 299.74/300.42 83747[4:SpR:74143.0,59945.0] || -> subclass(complement(successor(union(u,null_class))),union(null_class,complement(u)))*.
% 299.74/300.42 84038[4:SpR:75150.0,33407.0] || -> equal(intersection(apply(null_class,u),complement(apply(null_class,v))),null_class)**.
% 299.74/300.42 84039[4:SpR:75150.0,33519.0] || -> equal(union(apply(null_class,u),complement(apply(null_class,v))),universal_class)**.
% 299.74/300.42 84040[4:SpR:75150.0,33570.0] || -> equal(symmetric_difference(apply(null_class,u),complement(apply(null_class,v))),universal_class)**.
% 299.74/300.42 84055[4:SpR:75150.0,59945.0] || -> subclass(complement(successor(apply(null_class,u))),complement(apply(null_class,v)))*.
% 299.74/300.42 85488[4:SpL:17356.0,83290.0] || equal(range_of(u),universal_class) -> equal(singleton(inverse(u)),null_class)**.
% 299.74/300.42 86118[9:SpR:75747.1,39356.0] function(u) || -> equal(intersection(u,successor(u)),successor(u))**.
% 299.74/300.42 86436[6:MRR:86394.1,86394.2,55.0,49704.0] inductive(intersection(u,v)) || -> member(apply(choice,omega),u)*.
% 299.74/300.42 86538[6:MRR:86496.1,86496.2,55.0,49704.0] inductive(intersection(u,v)) || -> member(apply(choice,omega),v)*.
% 299.74/300.42 86654[4:SpL:77752.0,470.0] || subclass(universal_class,union(u,null_class))* -> member(singleton(v),u)*.
% 299.74/300.42 86662[4:SpL:77752.0,1188.0] || equal(union(u,null_class),universal_class) -> member(singleton(v),u)*.
% 299.74/300.42 86668[4:SpL:77752.0,11235.0] || equal(union(u,null_class),cantor(xf))** -> member(x__dfg,u).
% 299.74/300.42 87569[6:Res:32644.1,77882.0] || equal(union(u,null_class),successor(null_class))** -> member(null_class,u).
% 299.74/300.42 87570[6:Res:32575.1,77882.0] || equal(union(u,null_class),singleton(null_class))** -> member(null_class,u).
% 299.74/300.42 88120[0:SpR:80128.0,33407.0] || -> equal(intersection(symmetric_difference(u,v),complement(symmetric_difference(v,u))),null_class)**.
% 299.74/300.42 88121[4:SpR:80128.0,33519.0] || -> equal(union(symmetric_difference(u,v),complement(symmetric_difference(v,u))),universal_class)**.
% 299.74/300.42 88122[4:SpR:80128.0,33570.0] || -> equal(symmetric_difference(symmetric_difference(u,v),complement(symmetric_difference(v,u))),universal_class)**.
% 299.74/300.42 88137[4:SpR:80128.0,59945.0] || -> subclass(complement(successor(symmetric_difference(u,v))),complement(symmetric_difference(v,u)))*.
% 299.74/300.42 88724[4:SpR:32.0,85860.0] || -> subclass(restrict(union(null_class,u),v,w),union(u,u))*.
% 299.74/300.42 88827[4:SpR:32.0,85889.0] || -> subclass(restrict(union(u,u),v,w),union(u,null_class))*.
% 299.74/300.42 89493[4:SpR:32.0,88696.0] || -> subclass(restrict(union(u,null_class),v,w),union(u,u))*.
% 299.74/300.42 89594[4:SpR:32.0,89465.0] || -> subclass(restrict(union(u,null_class),v,w),union(null_class,u))*.
% 299.74/300.42 89798[4:SpR:32.0,88778.0] || -> subclass(restrict(union(u,u),v,w),union(null_class,u))*.
% 299.74/300.42 90536[2:Obv:90518.0] || -> subclass(intersection(u,regular(v)),complement(v))* equal(v,null_class).
% 299.74/300.42 90711[4:SpL:42086.0,470.0] || subclass(universal_class,union(u,u))* -> member(singleton(v),u)*.
% 299.74/300.42 90719[4:SpL:42086.0,1188.0] || equal(union(u,u),universal_class)** -> member(singleton(v),u)*.
% 299.74/300.42 90725[4:SpL:42086.0,11235.0] || equal(union(u,u),cantor(xf))** -> member(x__dfg,u).
% 299.74/300.42 90858[0:SpR:32.0,57163.1] || subclass(u,v) -> subclass(restrict(u,w,x),v)*.
% 299.74/300.42 91008[4:Res:90947.1,14723.1] || equal(complement(u),null_class) equal(complement(u),domain_relation)** -> .
% 299.74/300.42 91174[4:Res:90947.1,52672.0] || equal(complement(rotate(u)),null_class)** equal(null_class,u) -> .
% 299.74/300.42 91176[4:Res:90947.1,52673.0] || equal(complement(flip(u)),null_class)** equal(null_class,u) -> .
% 299.74/300.42 91313[2:Obv:91293.0] || -> subclass(intersection(regular(u),v),complement(u))* equal(u,null_class).
% 299.74/300.42 91770[6:Res:32644.1,58102.0] || equal(union(u,u),successor(null_class))** -> member(null_class,u).
% 299.74/300.42 91771[6:Res:32575.1,58102.0] || equal(union(u,u),singleton(null_class))** -> member(null_class,u).
% 299.74/300.42 92302[6:MRR:92301.2,32172.0] || subclass(singleton(null_class),complement(u))* member(null_class,u) -> .
% 299.74/300.42 92304[6:MRR:92303.1,32172.0] || subclass(singleton(null_class),intersection(u,v))* -> member(null_class,v).
% 299.74/300.42 92306[6:MRR:92305.1,32172.0] || subclass(singleton(null_class),intersection(u,v))* -> member(null_class,u).
% 299.74/300.42 92809[0:SpR:71286.1,7792.0] || subclass(u,v) -> subclass(symmetric_difference(v,u),complement(u))*.
% 299.74/300.42 92954[0:SpR:71286.1,79675.0] || subclass(u,v) -> subclass(symmetric_difference(u,v),complement(u))*.
% 299.74/300.42 92962[0:SpR:71286.1,59150.0] || subclass(u,restrict(v,w,x))* -> subclass(u,v).
% 299.74/300.42 93028[6:SpL:71286.1,84983.0] || subclass(u,complement(successor(null_class)))* equal(u,universal_class) -> .
% 299.74/300.42 93354[4:Res:57833.0,92912.0] || -> subclass(restrict(intersection(successor(null_class),u),v,w),singleton(null_class))*.
% 299.74/300.42 93368[4:Res:1266.1,92912.0] || member(u,successor(null_class)) -> subclass(singleton(u),singleton(null_class))*.
% 299.74/300.42 93390[4:Res:58368.0,92912.0] || -> subclass(restrict(intersection(u,successor(null_class)),v,w),singleton(null_class))*.
% 299.74/300.42 94271[0:Obv:94254.0] || -> subclass(intersection(u,restrict(v,w,x)),intersection(v,u))*.
% 299.74/300.42 94650[0:Obv:94632.0] || -> subclass(intersection(restrict(u,v,w),x),intersection(u,x))*.
% 299.74/300.42 94883[4:SpR:32.0,94803.0] || -> subclass(restrict(complement(compose(element_relation,universal_class)),u,v),complement(element_relation))*.
% 299.74/300.42 95392[4:Rew:29733.0,95297.0] || equal(union(null_class,complement(u)),null_class)** -> subclass(v,u)*.
% 299.74/300.42 95307[4:Res:57833.0,92894.0] || -> subclass(restrict(intersection(union(null_class,u),v),w,x),u)*.
% 299.74/300.42 95310[4:Res:59150.0,92894.0] || -> subclass(intersection(restrict(union(null_class,u),v,w),x),u)*.
% 299.74/300.42 95316[4:Res:59822.0,92894.0] || -> subclass(union(null_class,restrict(union(null_class,u),v,w)),u)*.
% 299.74/300.42 95321[4:Res:1266.1,92894.0] || member(u,union(null_class,v))* -> subclass(singleton(u),v).
% 299.74/300.42 95354[4:Res:57780.0,92894.0] || -> subclass(intersection(u,restrict(union(null_class,v),w,x)),v)*.
% 299.74/300.42 95359[4:Res:58368.0,92894.0] || -> subclass(restrict(intersection(u,union(null_class,v)),w,x),v)*.
% 299.74/300.42 95414[4:SpR:80128.0,95322.0] || -> subclass(complement(successor(complement(symmetric_difference(u,v)))),symmetric_difference(v,u))*.
% 299.74/300.42 95418[4:SpR:36664.0,95322.0] || -> subclass(complement(successor(union(null_class,complement(u)))),union(u,u))*.
% 299.74/300.42 95419[4:SpR:74143.0,95322.0] || -> subclass(complement(successor(union(null_class,complement(u)))),union(u,null_class))*.
% 299.74/300.42 95420[4:SpR:29733.0,95322.0] || -> subclass(complement(successor(union(null_class,complement(u)))),union(null_class,u))*.
% 299.74/300.42 95421[4:SpR:75150.0,95322.0] || -> subclass(complement(successor(complement(apply(null_class,u)))),apply(null_class,v))*.
% 299.74/300.42 95425[4:SpR:63899.1,95322.0] || equal(successor(successor(complement(u))),null_class)** -> subclass(universal_class,u).
% 299.74/300.42 95430[4:Res:95322.0,1057.1] || equal(complement(successor(complement(u))),universal_class)** -> member(null_class,u).
% 299.74/300.42 95431[4:Res:95322.0,455.1] || equal(complement(successor(complement(u))),universal_class)** -> member(x__dfg,u).
% 299.74/300.42 95432[4:Res:95322.0,443.1] || equal(complement(successor(complement(u))),universal_class)** -> member(omega,u).
% 299.74/300.42 95597[9:SpR:75747.1,95412.0] function(u) || -> subclass(complement(successor(successor(u))),complement(u))*.
% 299.74/300.42 95720[4:MRR:95695.1,95695.3,12451.1,52669.1] || member(u,cantor(u))* subclass(domain_relation,regular(element_relation))* -> .
% 299.74/300.42 95787[4:SpR:46231.1,95477.0] || subclass(complement(u),null_class) -> subclass(complement(successor(null_class)),u)*.
% 299.74/300.42 97520[4:SpR:31.0,96617.0] || -> subclass(union(null_class,restrict(union(u,null_class),v,w)),u)*.
% 299.74/300.42 98335[4:Res:57833.0,92900.0] || -> subclass(restrict(intersection(union(u,null_class),v),w,x),u)*.
% 299.74/300.42 98338[4:Res:59150.0,92900.0] || -> subclass(intersection(restrict(union(u,null_class),v,w),x),u)*.
% 299.74/300.42 98349[4:Res:1266.1,92900.0] || member(u,union(v,null_class))* -> subclass(singleton(u),v).
% 299.74/300.42 98388[4:Res:57780.0,92900.0] || -> subclass(intersection(u,restrict(union(v,null_class),w,x)),v)*.
% 299.74/300.42 98393[4:Res:58368.0,92900.0] || -> subclass(restrict(intersection(u,union(v,null_class)),w,x),v)*.
% 299.74/300.42 99658[4:SpR:31.0,96629.0] || -> subclass(union(null_class,restrict(union(u,u),v,w)),u)*.
% 299.74/300.42 102141[4:Res:90947.1,71389.0] || equal(complement(not_subclass_element(u,v)),null_class)** -> subclass(u,v).
% 299.74/300.42 102293[0:MRR:24045.0,102292.0] || -> equal(intersection(complement(u),complement(v)),complement(union(u,v)))**.
% 299.74/300.42 105009[9:SpR:75747.1,103788.0] function(u) || -> equal(union(u,successor(u)),successor(u))**.
% 299.74/300.42 105483[9:SpR:105197.0,75747.1] function(successor(u)) || -> equal(successor(successor(u)),successor(u))**.
% 299.74/300.42 106188[4:Res:105510.1,46993.0] || equal(successor(u),null_class) subclass(domain_relation,successor(u))* -> .
% 299.74/300.42 106189[4:Res:105510.1,46991.0] || equal(successor(u),null_class) equal(successor(u),domain_relation)** -> .
% 299.74/300.42 106191[6:Res:105510.1,46686.0] || equal(successor(u),null_class) member(null_class,successor(u))* -> .
% 299.74/300.42 106192[4:Res:105510.1,46313.0] || equal(successor(u),null_class)** equal(successor(u),universal_class) -> .
% 299.74/300.42 106880[4:Res:106412.0,414.1] inductive(regular(complement(successor(u)))) || -> member(null_class,successor(u))*.
% 299.74/300.42 106939[4:Res:106427.0,414.1] inductive(regular(complement(power_class(u)))) || -> member(null_class,power_class(u))*.
% 299.74/300.42 107300[9:SpR:75747.1,106506.0] function(complement(u)) || -> subclass(regular(successor(complement(u))),u)*.
% 299.74/300.42 107314[4:Res:106506.0,414.1] inductive(regular(union(null_class,complement(u)))) || -> member(null_class,u)*.
% 299.74/300.42 107368[4:Rew:48542.0,107274.0] || -> subclass(regular(power_class(complement(power_class(u)))),image(element_relation,power_class(u)))*.
% 299.74/300.42 107395[4:SpR:25086.1,106520.0] || equal(power_class(u),universal_class) -> subclass(regular(power_class(u)),null_class)*.
% 299.74/300.42 107411[4:Res:106520.0,414.1] inductive(regular(power_class(u))) || -> member(null_class,complement(power_class(u)))*.
% 299.74/300.42 107420[4:SpR:25086.1,106521.0] || equal(successor(u),universal_class) -> subclass(regular(successor(u)),null_class)*.
% 299.74/300.42 107430[4:Res:106521.0,414.1] inductive(regular(successor(u))) || -> member(null_class,complement(successor(u)))*.
% 299.74/300.42 107502[4:Res:107357.0,414.1] inductive(regular(union(null_class,u))) || -> member(null_class,complement(u))*.
% 299.74/300.42 107625[4:SpL:103871.0,47766.0] || equal(image(element_relation,successor(u)),power_class(complement(successor(u))))** -> .
% 299.74/300.42 107658[4:Rew:48542.0,107565.0] || -> subclass(regular(power_class(complement(successor(u)))),image(element_relation,successor(u)))*.
% 299.74/300.42 107765[4:Res:107467.0,414.1] inductive(regular(union(u,null_class))) || -> member(null_class,complement(u))*.
% 299.74/300.42 107874[4:Res:107480.0,414.1] inductive(regular(union(u,u))) || -> member(null_class,complement(u))*.
% 299.74/300.42 108754[4:Res:64963.1,107302.0] || equal(successor(complement(u)),null_class) -> subclass(regular(null_class),u)*.
% 299.74/300.42 109780[0:SpR:106411.0,33407.0] || -> equal(intersection(union(u,v),complement(union(v,u))),null_class)**.
% 299.74/300.42 109781[4:SpR:106411.0,33519.0] || -> equal(union(union(u,v),complement(union(v,u))),universal_class)**.
% 299.74/300.42 109782[4:SpR:106411.0,33570.0] || -> equal(symmetric_difference(union(u,v),complement(union(v,u))),universal_class)**.
% 299.74/300.42 109806[4:SpR:106411.0,95322.0] || -> subclass(complement(successor(complement(union(u,v)))),union(v,u))*.
% 299.74/300.42 109807[4:SpR:106411.0,59945.0] || -> subclass(complement(successor(union(u,v))),complement(union(v,u)))*.
% 299.74/300.42 111174[0:SpR:42566.0,73202.0] || -> subclass(intersection(intersection(u,complement(v)),intersection(v,w)),null_class)*.
% 299.74/300.42 111175[0:SpR:43164.0,73202.0] || -> subclass(intersection(intersection(u,complement(v)),intersection(w,v)),null_class)*.
% 299.74/300.42 111192[4:SpR:33549.0,73202.0] || -> subclass(intersection(intersection(u,complement(v)),union(v,v)),null_class)*.
% 299.74/300.42 111617[0:SpR:42566.0,73203.0] || -> subclass(intersection(intersection(complement(u),v),intersection(u,w)),null_class)*.
% 299.74/300.42 111618[0:SpR:43164.0,73203.0] || -> subclass(intersection(intersection(complement(u),v),intersection(w,u)),null_class)*.
% 299.74/300.42 111635[4:SpR:33549.0,73203.0] || -> subclass(intersection(intersection(complement(u),v),union(u,u)),null_class)*.
% 299.74/300.42 111791[4:SpR:25130.0,111688.0] || -> equal(null_class,u) subclass(intersection(successor(null_class),singleton(u)),null_class)*.
% 299.74/300.42 113636[4:SpR:25130.0,111796.0] || -> equal(null_class,u) subclass(intersection(singleton(u),successor(null_class)),null_class)*.
% 299.74/300.42 114580[4:SpR:42566.0,111679.0] || -> subclass(intersection(union(null_class,complement(u)),intersection(u,v)),null_class)*.
% 299.74/300.42 114581[4:SpR:43164.0,111679.0] || -> subclass(intersection(union(null_class,complement(u)),intersection(v,u)),null_class)*.
% 299.74/300.42 114991[4:Rew:75578.0,114886.0] || -> subclass(intersection(complement(u),union(null_class,intersection(u,v))),null_class)*.
% 299.74/300.42 114992[4:Rew:75578.0,114887.0] || -> subclass(intersection(complement(u),union(null_class,intersection(v,u))),null_class)*.
% 299.74/300.42 116174[4:SpR:115340.0,73202.0] || -> subclass(intersection(intersection(u,v),union(null_class,complement(v))),null_class)*.
% 299.74/300.42 116179[4:SpR:115340.0,73203.0] || -> subclass(intersection(intersection(u,v),union(null_class,complement(u))),null_class)*.
% 299.74/300.42 117125[4:Rew:117109.1,74142.1] || equal(u,universal_class) -> equal(symmetric_difference(u,v),complement(v))**.
% 299.74/300.42 117837[4:SpR:115340.0,115012.1] || equal(union(null_class,complement(u)),universal_class)** -> subclass(u,null_class).
% 299.74/300.42 117966[4:Rew:117951.1,74141.1] || equal(u,universal_class) -> equal(symmetric_difference(v,u),complement(v))**.
% 299.74/300.42 118110[4:SpR:117109.1,42566.0] || equal(complement(u),universal_class) -> equal(intersection(u,v),null_class)**.
% 299.74/300.42 118111[4:SpR:117109.1,43164.0] || equal(complement(u),universal_class) -> equal(intersection(v,u),null_class)**.
% 299.74/300.42 118174[4:SpR:117109.1,33549.0] || equal(complement(u),universal_class) -> equal(union(u,u),null_class)**.
% 299.74/300.42 119127[4:SpR:117951.1,42566.0] || equal(intersection(u,v),universal_class)** -> equal(complement(u),null_class).
% 299.74/300.42 119128[4:SpR:117951.1,43164.0] || equal(intersection(u,v),universal_class)** -> equal(complement(v),null_class).
% 299.74/300.42 119191[4:SpR:117951.1,33549.0] || equal(union(u,u),universal_class)** -> equal(complement(u),null_class).
% 299.74/300.42 119195[4:SpR:117951.1,115340.0] || equal(union(null_class,complement(u)),universal_class)** -> equal(u,null_class).
% 299.74/300.42 120416[0:SpR:42566.0,73512.0] || -> subclass(intersection(intersection(u,v),intersection(complement(u),w)),null_class)*.
% 299.74/300.42 120417[0:SpR:43164.0,73512.0] || -> subclass(intersection(intersection(u,v),intersection(complement(v),w)),null_class)*.
% 299.74/300.42 120435[4:SpR:33549.0,73512.0] || -> subclass(intersection(union(u,u),intersection(complement(u),v)),null_class)*.
% 299.74/300.42 120588[0:SpR:42566.0,73515.0] || -> subclass(intersection(intersection(u,v),intersection(w,complement(u))),null_class)*.
% 299.74/300.42 120589[0:SpR:43164.0,73515.0] || -> subclass(intersection(intersection(u,v),intersection(w,complement(v))),null_class)*.
% 299.74/300.42 120607[4:SpR:33549.0,73515.0] || -> subclass(intersection(union(u,u),intersection(v,complement(u))),null_class)*.
% 299.74/300.42 120749[0:SpR:90326.0,7792.0] || -> subclass(symmetric_difference(u,intersection(u,v)),complement(intersection(u,v)))*.
% 299.74/300.42 121255[0:SpR:90468.0,7792.0] || -> subclass(symmetric_difference(u,intersection(v,u)),complement(intersection(v,u)))*.
% 299.74/300.42 121872[0:SpR:32.0,91863.0] || -> subclass(restrict(symmetric_difference(u,v),w,x),union(v,u))*.
% 299.74/300.42 122234[4:SpR:92837.1,119962.0] || subclass(u,singleton(u)) -> subclass(successor(u),complement(u))*.
% 299.74/300.42 122368[4:SpR:92837.1,115340.0] || subclass(u,union(null_class,complement(u)))* -> equal(u,null_class).
% 299.74/300.42 122873[0:Res:1266.1,122349.0] || member(u,complement(singleton(u)))* -> equal(singleton(u),null_class).
% 299.74/300.42 123463[4:Res:90947.1,92873.0] || equal(complement(intersection(u,v)),null_class)** -> subclass(w,u)*.
% 299.74/300.42 123470[4:Res:57960.0,92873.0] || -> subclass(restrict(union(null_class,intersection(u,v)),w,x),u)*.
% 299.74/300.42 123473[0:Res:57833.0,92873.0] || -> subclass(restrict(intersection(intersection(u,v),w),x,y),u)*.
% 299.74/300.42 123476[0:Res:59150.0,92873.0] || -> subclass(intersection(restrict(intersection(u,v),w,x),y),u)*.
% 299.74/300.42 123480[4:Res:59822.0,92873.0] || -> subclass(union(null_class,restrict(intersection(u,v),w,x)),u)*.
% 299.74/300.42 123486[0:Res:1266.1,92873.0] || member(u,intersection(v,w))* -> subclass(singleton(u),v).
% 299.74/300.42 123488[4:Res:95477.0,92873.0] || -> subclass(complement(successor(union(null_class,complement(intersection(u,v))))),u)*.
% 299.74/300.42 123523[0:Res:57780.0,92873.0] || -> subclass(intersection(u,restrict(intersection(v,w),x,y)),v)*.
% 299.74/300.42 123530[0:Res:58368.0,92873.0] || -> subclass(restrict(intersection(u,intersection(v,w)),x,y),v)*.
% 299.74/300.42 123929[4:SpR:75599.0,123487.0] || -> subclass(complement(successor(complement(symmetric_difference(u,v)))),union(u,v))*.
% 299.74/300.42 123946[4:SpR:71286.1,123487.0] || subclass(u,v) -> subclass(complement(successor(complement(u))),v)*.
% 299.74/300.42 123958[4:SpR:47967.0,123487.0] || -> subclass(complement(successor(union(u,complement(power_class(v))))),complement(u))*.
% 299.74/300.42 123959[4:SpR:103948.0,123487.0] || -> subclass(complement(successor(union(u,complement(successor(v))))),complement(u))*.
% 299.74/300.42 123960[4:SpR:47973.0,123487.0] || -> subclass(complement(successor(union(complement(power_class(u)),v))),power_class(u))*.
% 299.74/300.42 123994[4:Res:123487.0,92873.0] || -> subclass(complement(successor(complement(intersection(intersection(u,v),w)))),u)*.
% 299.74/300.42 124012[4:Res:123487.0,92894.0] || -> subclass(complement(successor(complement(intersection(union(null_class,u),v)))),u)*.
% 299.74/300.42 124013[4:Res:123487.0,92900.0] || -> subclass(complement(successor(complement(intersection(union(u,null_class),v)))),u)*.
% 299.74/300.42 124118[4:SpR:47967.0,123906.0] || -> subclass(complement(successor(union(u,complement(power_class(v))))),power_class(v))*.
% 299.74/300.42 124119[4:SpR:103948.0,123906.0] || -> subclass(complement(successor(union(u,complement(successor(v))))),successor(v))*.
% 299.74/300.42 124120[4:SpR:47973.0,123906.0] || -> subclass(complement(successor(union(complement(power_class(u)),v))),complement(v))*.
% 299.74/300.42 124154[4:Res:123906.0,92873.0] || -> subclass(complement(successor(complement(intersection(u,intersection(v,w))))),v)*.
% 299.74/300.42 124172[4:Res:123906.0,92894.0] || -> subclass(complement(successor(complement(intersection(u,union(null_class,v))))),v)*.
% 299.74/300.42 124173[4:Res:123906.0,92900.0] || -> subclass(complement(successor(complement(intersection(u,union(v,null_class))))),v)*.
% 299.74/300.42 124226[4:SpR:31.0,123484.0] || -> subclass(regular(union(null_class,complement(restrict(u,v,w)))),u)*.
% 299.74/300.42 124379[4:Rew:103496.0,124287.0] || -> subclass(regular(union(u,complement(union(v,w)))),complement(u))*.
% 299.74/300.42 124553[4:Rew:108911.0,124426.0] || -> subclass(regular(complement(symmetric_difference(u,v))),complement(intersection(u,v)))*.
% 299.74/300.42 124556[4:Rew:103496.0,124458.0] || -> subclass(regular(union(complement(union(u,v)),w)),complement(w))*.
% 299.74/300.42 124977[4:SpR:49205.0,124374.0] || -> subclass(regular(union(u,image(element_relation,power_class(v)))),complement(u))*.
% 299.74/300.42 125001[4:Rew:48542.0,124976.0,28759.0,124976.0] || -> subclass(regular(complement(intersection(power_class(u),power_class(v)))),power_class(u))*.
% 299.74/300.42 125249[4:SpR:48808.0,124549.0] || -> subclass(regular(complement(intersection(power_class(u),power_class(v)))),power_class(v))*.
% 299.74/300.42 125667[4:SpR:49204.0,124551.0] || -> subclass(regular(union(image(element_relation,power_class(u)),v)),complement(v))*.
% 299.74/300.42 125981[4:Obv:125968.0] || -> subclass(union(null_class,intersection(u,v)),complement(symmetric_difference(u,v)))*.
% 299.74/300.42 126050[4:SpR:31.0,123479.0] || -> subclass(union(null_class,intersection(restrict(u,v,w),x)),u)*.
% 299.74/300.42 126223[4:SpR:31.0,123491.0] || -> subclass(intersection(union(null_class,restrict(u,v,w)),x),u)*.
% 299.74/300.42 126398[4:SpR:31.0,123520.0] || -> subclass(intersection(u,union(null_class,restrict(v,w,x))),v)*.
% 299.74/300.42 126560[4:SpR:31.0,123529.0] || -> subclass(union(null_class,intersection(u,restrict(v,w,x))),v)*.
% 299.74/300.42 127028[4:SpR:31.0,126047.0] || -> subclass(union(null_class,restrict(intersection(u,v),w,x)),v)*.
% 299.74/300.42 127206[4:SpR:31.0,126220.0] || -> subclass(restrict(union(null_class,intersection(u,v)),w,x),v)*.
% 299.74/300.42 127896[4:Res:90947.1,92874.0] || equal(complement(intersection(u,v)),null_class)** -> subclass(w,v)*.
% 299.74/300.42 127906[0:Res:57833.0,92874.0] || -> subclass(restrict(intersection(intersection(u,v),w),x,y),v)*.
% 299.74/300.42 127909[0:Res:59150.0,92874.0] || -> subclass(intersection(restrict(intersection(u,v),w,x),y),v)*.
% 299.74/300.42 127919[0:Res:1266.1,92874.0] || member(u,intersection(v,w))* -> subclass(singleton(u),w).
% 299.74/300.42 127921[4:Res:123487.0,92874.0] || -> subclass(complement(successor(complement(intersection(intersection(u,v),w)))),v)*.
% 299.74/300.42 127923[4:Res:95477.0,92874.0] || -> subclass(complement(successor(union(null_class,complement(intersection(u,v))))),v)*.
% 299.74/300.42 127961[0:Res:57780.0,92874.0] || -> subclass(intersection(u,restrict(intersection(v,w),x,y)),w)*.
% 299.74/300.42 127969[0:Res:58368.0,92874.0] || -> subclass(restrict(intersection(u,intersection(v,w)),x,y),w)*.
% 299.74/300.42 127971[4:Res:123906.0,92874.0] || -> subclass(complement(successor(complement(intersection(u,intersection(v,w))))),w)*.
% 299.74/300.42 128203[4:Res:57833.0,92897.0] || -> subclass(restrict(intersection(union(u,u),v),w,x),u)*.
% 299.74/300.42 128206[4:Res:59150.0,92897.0] || -> subclass(intersection(restrict(union(u,u),v,w),x),u)*.
% 299.74/300.42 128216[4:Res:1266.1,92897.0] || member(u,union(v,v))* -> subclass(singleton(u),v).
% 299.74/300.42 128221[4:Res:123487.0,92897.0] || -> subclass(complement(successor(complement(intersection(union(u,u),v)))),u)*.
% 299.74/300.42 128264[4:Res:57780.0,92897.0] || -> subclass(intersection(u,restrict(union(v,v),w,x)),v)*.
% 299.74/300.42 128272[4:Res:58368.0,92897.0] || -> subclass(restrict(intersection(u,union(v,v)),w,x),v)*.
% 299.74/300.42 128274[4:Res:123906.0,92897.0] || -> subclass(complement(successor(complement(intersection(u,union(v,v))))),v)*.
% 299.74/300.42 129691[0:Rew:75578.0,129546.0] || -> subclass(intersection(complement(u),intersection(v,intersection(u,w))),null_class)*.
% 299.74/300.42 129692[0:Rew:75578.0,129547.0] || -> subclass(intersection(complement(u),intersection(v,intersection(w,u))),null_class)*.
% 299.74/300.42 129694[4:Rew:75578.0,129557.0] || -> subclass(intersection(element_relation,intersection(u,complement(compose(element_relation,universal_class)))),null_class)*.
% 299.74/300.42 129696[4:Rew:75578.0,129566.0] || -> subclass(intersection(complement(u),intersection(v,union(u,u))),null_class)*.
% 299.74/300.42 129697[4:Rew:75578.0,129567.0] || -> subclass(intersection(complement(u),intersection(v,union(u,null_class))),null_class)*.
% 299.74/300.42 129698[4:Rew:75578.0,129570.0] || -> subclass(intersection(u,intersection(v,union(null_class,complement(u)))),null_class)*.
% 299.74/300.42 129700[4:Rew:75578.0,129582.0] || -> subclass(intersection(singleton(null_class),intersection(u,complement(successor(null_class)))),null_class)*.
% 299.74/300.42 129701[4:Rew:75578.0,129583.0] || -> subclass(intersection(successor(null_class),intersection(u,singleton(singleton(null_class)))),null_class)*.
% 299.74/300.42 129597[0:SpR:32.0,111166.0] || -> subclass(intersection(restrict(u,v,w),x),intersection(x,u))*.
% 299.74/300.42 129804[0:SpR:92837.1,129679.0] || subclass(u,intersection(v,complement(u)))* -> subclass(u,null_class).
% 299.74/300.42 129815[4:SpR:117951.1,129679.0] || equal(intersection(u,complement(v)),universal_class)** -> subclass(v,null_class).
% 299.74/300.42 129931[0:SpR:92837.1,129781.0] || subclass(u,intersection(complement(u),v))* -> subclass(u,null_class).
% 299.74/300.42 129942[4:SpR:117951.1,129781.0] || equal(intersection(complement(u),v),universal_class)** -> subclass(u,null_class).
% 299.74/300.42 130035[4:SpR:129832.0,114952.0] || -> subclass(intersection(u,union(null_class,intersection(v,complement(u)))),null_class)*.
% 299.74/300.42 130039[2:SpR:129832.0,92837.1] || subclass(u,intersection(v,complement(u)))* -> equal(null_class,u).
% 299.74/300.42 130356[2:Rew:75578.0,130104.0] || -> subclass(intersection(u,intersection(v,intersection(w,complement(u)))),null_class)*.
% 299.74/300.42 130155[4:SpR:129832.0,117951.1] || equal(intersection(u,complement(v)),universal_class)** -> equal(null_class,v).
% 299.74/300.42 130185[4:SpR:28759.0,129832.0] || -> equal(intersection(complement(u),intersection(v,union(null_class,u))),null_class)**.
% 299.74/300.42 130199[2:SpR:92837.1,129832.0] || subclass(u,complement(v))* -> equal(intersection(v,u),null_class).
% 299.74/300.42 130488[4:SpR:129959.0,114952.0] || -> subclass(intersection(u,union(null_class,intersection(complement(u),v))),null_class)*.
% 299.74/300.42 130492[2:SpR:129959.0,92837.1] || subclass(u,intersection(complement(u),v))* -> equal(null_class,u).
% 299.74/300.42 130816[2:Rew:75578.0,130558.0] || -> subclass(intersection(u,intersection(v,intersection(complement(u),w))),null_class)*.
% 299.74/300.42 130610[4:SpR:129959.0,117951.1] || equal(intersection(complement(u),v),universal_class)** -> equal(null_class,u).
% 299.74/300.42 130613[4:SpR:129959.0,111688.0] || -> subclass(intersection(successor(null_class),intersection(complement(singleton(null_class)),u)),null_class)*.
% 299.74/300.42 130640[4:SpR:28759.0,129959.0] || -> equal(intersection(complement(u),intersection(union(null_class,u),v)),null_class)**.
% 299.74/300.42 132462[4:SpR:92837.1,131841.0] || subclass(u,union(null_class,singleton(u)))* -> subclass(u,null_class).
% 299.74/300.42 132471[4:SpR:117951.1,131841.0] || equal(union(null_class,singleton(u)),universal_class)** -> subclass(u,null_class).
% 299.74/300.42 132762[4:Rew:75578.0,132554.0] || -> subclass(intersection(union(null_class,u),union(null_class,singleton(u))),null_class)*.
% 299.74/300.42 132766[4:Rew:75578.0,132573.0] || -> subclass(intersection(union(null_class,u),intersection(v,singleton(u))),null_class)*.
% 299.74/300.42 132767[4:Rew:75578.0,132579.0] || -> subclass(intersection(union(null_class,u),intersection(singleton(u),v)),null_class)*.
% 299.74/300.42 132768[4:Rew:75578.0,132581.0] || -> subclass(intersection(singleton(u),intersection(v,union(null_class,u))),null_class)*.
% 299.74/300.42 132620[4:SpR:132350.0,117951.1] || equal(union(null_class,u),universal_class)** -> equal(singleton(u),null_class).
% 299.74/300.42 133056[4:Rew:75578.0,132867.0] || -> subclass(intersection(union(u,null_class),union(null_class,singleton(u))),null_class)*.
% 299.74/300.42 133060[4:Rew:75578.0,132886.0] || -> subclass(intersection(union(u,null_class),intersection(v,singleton(u))),null_class)*.
% 299.74/300.42 133061[4:Rew:75578.0,132892.0] || -> subclass(intersection(union(u,null_class),intersection(singleton(u),v)),null_class)*.
% 299.74/300.42 133062[4:Rew:75578.0,132894.0] || -> subclass(intersection(singleton(u),intersection(v,union(u,null_class))),null_class)*.
% 299.74/300.42 132931[4:SpR:132427.0,117951.1] || equal(union(u,null_class),universal_class)** -> equal(singleton(u),null_class).
% 299.74/300.42 133294[4:SpR:132488.0,92837.1] || subclass(u,union(null_class,singleton(u)))* -> equal(null_class,u).
% 299.74/300.42 133307[4:SpR:132488.0,73202.0] || -> subclass(intersection(intersection(u,v),union(null_class,singleton(v))),null_class)*.
% 299.74/300.42 133314[4:SpR:132488.0,73203.0] || -> subclass(intersection(intersection(u,v),union(null_class,singleton(u))),null_class)*.
% 299.74/300.42 133550[4:Rew:75578.0,133342.0] || -> subclass(intersection(u,intersection(v,union(null_class,singleton(u)))),null_class)*.
% 299.74/300.42 133377[4:SpR:132488.0,73515.0] || -> subclass(intersection(union(null_class,singleton(u)),intersection(v,u)),null_class)*.
% 299.74/300.42 133404[4:SpR:132488.0,117951.1] || equal(union(null_class,singleton(u)),universal_class)** -> equal(null_class,u).
% 299.74/300.42 133405[4:SpR:132488.0,73512.0] || -> subclass(intersection(union(null_class,singleton(u)),intersection(u,v)),null_class)*.
% 299.74/300.42 133559[4:Rew:29733.0,133392.0,10128.0,133392.0] || -> equal(union(u,union(null_class,complement(singleton(complement(u))))),universal_class)**.
% 299.74/300.42 133640[4:Res:1266.1,131845.0] || member(u,singleton(singleton(u)))* -> equal(singleton(u),null_class).
% 299.74/300.42 133924[4:SpR:92837.1,132088.0] || subclass(u,intersection(v,singleton(u)))* -> subclass(u,null_class).
% 299.74/300.42 133936[4:SpR:117951.1,132088.0] || equal(intersection(u,singleton(v)),universal_class)** -> subclass(v,null_class).
% 299.74/300.42 134018[4:SpR:132645.0,111679.0] || -> subclass(intersection(union(null_class,singleton(u)),union(u,u)),null_class)*.
% 299.74/300.42 134037[4:SpR:132645.0,73202.0] || -> subclass(intersection(intersection(u,singleton(v)),union(v,v)),null_class)*.
% 299.74/300.42 134043[4:SpR:132645.0,73203.0] || -> subclass(intersection(intersection(singleton(u),v),union(u,u)),null_class)*.
% 299.74/300.42 134216[4:Rew:75578.0,134045.0] || -> subclass(intersection(singleton(u),intersection(v,union(u,u))),null_class)*.
% 299.74/300.42 134052[4:SpR:132645.0,73515.0] || -> subclass(intersection(union(u,u),intersection(v,singleton(u))),null_class)*.
% 299.74/300.42 134079[4:SpR:132645.0,114646.0] || -> subclass(intersection(union(u,u),union(null_class,singleton(u))),null_class)*.
% 299.74/300.42 134082[4:SpR:132645.0,117951.1] || equal(union(u,u),universal_class)** -> equal(singleton(u),null_class).
% 299.74/300.42 134083[4:SpR:132645.0,73512.0] || -> subclass(intersection(union(u,u),intersection(singleton(u),v)),null_class)*.
% 299.74/300.42 134325[4:SpR:133741.0,114952.0] || -> subclass(intersection(singleton(u),union(null_class,intersection(v,u))),null_class)*.
% 299.74/300.42 134362[4:SpR:133741.0,73202.0] || -> subclass(intersection(intersection(u,singleton(v)),intersection(w,v)),null_class)*.
% 299.74/300.42 134368[4:SpR:133741.0,73203.0] || -> subclass(intersection(intersection(singleton(u),v),intersection(w,u)),null_class)*.
% 299.74/300.42 134554[4:Rew:75578.0,134370.0] || -> subclass(intersection(singleton(u),intersection(v,intersection(w,u))),null_class)*.
% 299.74/300.42 134377[4:SpR:133741.0,73515.0] || -> subclass(intersection(intersection(u,v),intersection(w,singleton(v))),null_class)*.
% 299.74/300.42 134388[4:SpR:133741.0,117951.1] || equal(intersection(u,v),universal_class)** -> equal(singleton(v),null_class).
% 299.74/300.42 134389[4:SpR:133741.0,73512.0] || -> subclass(intersection(intersection(u,v),intersection(singleton(v),w)),null_class)*.
% 299.74/300.42 134396[4:SpR:92837.1,133741.0] || subclass(u,v) -> equal(intersection(singleton(v),u),null_class)**.
% 299.74/300.42 134668[4:SpR:133863.0,114952.0] || -> subclass(intersection(singleton(u),union(null_class,intersection(u,v))),null_class)*.
% 299.74/300.42 134706[4:SpR:133863.0,73202.0] || -> subclass(intersection(intersection(u,singleton(v)),intersection(v,w)),null_class)*.
% 299.74/300.42 134712[4:SpR:133863.0,73203.0] || -> subclass(intersection(intersection(singleton(u),v),intersection(u,w)),null_class)*.
% 299.74/300.42 134898[4:Rew:75578.0,134714.0] || -> subclass(intersection(singleton(u),intersection(v,intersection(u,w))),null_class)*.
% 299.74/300.42 134721[4:SpR:133863.0,73515.0] || -> subclass(intersection(intersection(u,v),intersection(w,singleton(u))),null_class)*.
% 299.74/300.42 134732[4:SpR:133863.0,117951.1] || equal(intersection(u,v),universal_class)** -> equal(singleton(u),null_class).
% 299.74/300.42 134733[4:SpR:133863.0,73512.0] || -> subclass(intersection(intersection(u,v),intersection(singleton(u),w)),null_class)*.
% 299.74/300.42 134905[4:Rew:75578.0,134768.0] || -> equal(intersection(symmetric_difference(u,v),singleton(union(u,v))),null_class)**.
% 299.74/300.42 135081[4:SpR:92837.1,133906.0] || subclass(u,intersection(singleton(u),v))* -> subclass(u,null_class).
% 299.74/300.42 135093[4:SpR:117951.1,133906.0] || equal(intersection(singleton(u),v),universal_class)** -> subclass(u,null_class).
% 299.74/300.42 135184[4:SpR:133953.0,114952.0] || -> subclass(intersection(u,union(null_class,intersection(v,singleton(u)))),null_class)*.
% 299.74/300.42 135188[4:SpR:133953.0,92837.1] || subclass(u,intersection(v,singleton(u)))* -> equal(null_class,u).
% 299.74/300.42 135469[4:Rew:75578.0,135255.0] || -> subclass(intersection(u,intersection(v,intersection(w,singleton(u)))),null_class)*.
% 299.74/300.42 135307[4:SpR:133953.0,117951.1] || equal(intersection(u,singleton(v)),universal_class)** -> equal(null_class,v).
% 299.74/300.42 135322[4:SpR:92837.1,133953.0] || subclass(u,singleton(v))* -> equal(intersection(v,u),null_class).
% 299.74/300.42 135659[4:SpR:135111.0,114952.0] || -> subclass(intersection(u,union(null_class,intersection(singleton(u),v))),null_class)*.
% 299.74/300.42 135663[4:SpR:135111.0,92837.1] || subclass(u,intersection(singleton(u),v))* -> equal(null_class,u).
% 299.74/300.42 135966[4:Rew:75578.0,135731.0] || -> subclass(intersection(u,intersection(v,intersection(singleton(u),w))),null_class)*.
% 299.74/300.42 135784[4:SpR:135111.0,117951.1] || equal(intersection(singleton(u),v),universal_class)** -> equal(null_class,u).
% 299.74/300.42 135789[4:SpR:135111.0,111688.0] || -> subclass(intersection(successor(null_class),intersection(singleton(singleton(null_class)),u)),null_class)*.
% 299.74/300.42 136963[4:Res:406.1,136895.0] || subclass(universal_class,cantor(singleton(cross_product(singleton(singleton(u)),universal_class))))* -> .
% 299.74/300.42 137024[4:Res:11057.1,132175.0] || equal(singleton(u),cantor(xf)) member(x__dfg,u)* -> .
% 299.74/300.42 137042[6:Res:32644.1,132175.0] || equal(singleton(u),successor(null_class)) member(null_class,u)* -> .
% 299.74/300.42 137043[6:Res:32575.1,132175.0] || equal(singleton(u),singleton(null_class)) member(null_class,u)* -> .
% 299.74/300.42 138764[4:SpL:102316.0,138531.0] || member(universal_class,complement(intersection(union(u,v),power_class(w))))* -> .
% 299.74/300.42 138768[4:SpL:102305.0,138531.0] || member(universal_class,complement(intersection(power_class(u),union(v,w))))* -> .
% 299.74/300.42 139475[2:Rew:75578.0,139274.0] || -> subclass(intersection(u,intersection(intersection(v,complement(u)),w)),null_class)*.
% 299.74/300.42 139476[4:Rew:75578.0,139275.0] || -> subclass(intersection(u,intersection(intersection(v,singleton(u)),w)),null_class)*.
% 299.74/300.42 139477[2:Rew:75578.0,139277.0] || -> subclass(intersection(u,intersection(intersection(complement(u),v),w)),null_class)*.
% 299.74/300.42 139478[4:Rew:75578.0,139278.0] || -> subclass(intersection(u,intersection(intersection(singleton(u),v),w)),null_class)*.
% 299.74/300.42 139479[0:Rew:75578.0,139284.0] || -> subclass(intersection(complement(u),intersection(intersection(u,v),w)),null_class)*.
% 299.74/300.42 139480[0:Rew:75578.0,139285.0] || -> subclass(intersection(complement(u),intersection(intersection(v,u),w)),null_class)*.
% 299.74/300.42 139482[4:Rew:75578.0,139294.0] || -> subclass(intersection(element_relation,intersection(complement(compose(element_relation,universal_class)),u)),null_class)*.
% 299.74/300.42 139485[4:Rew:75578.0,139302.0] || -> subclass(intersection(complement(u),intersection(union(u,u),v)),null_class)*.
% 299.74/300.42 139486[4:Rew:75578.0,139303.0] || -> subclass(intersection(complement(u),intersection(union(u,null_class),v)),null_class)*.
% 299.74/300.42 139487[4:Rew:75578.0,139306.0] || -> subclass(intersection(u,intersection(union(null_class,complement(u)),v)),null_class)*.
% 299.74/300.42 139488[4:Rew:75578.0,139307.0] || -> subclass(intersection(u,intersection(union(null_class,singleton(u)),v)),null_class)*.
% 299.74/300.42 139489[4:Rew:75578.0,139317.0] || -> subclass(intersection(singleton(u),intersection(union(null_class,u),v)),null_class)*.
% 299.74/300.42 139490[4:Rew:75578.0,139318.0] || -> subclass(intersection(singleton(u),intersection(union(u,null_class),v)),null_class)*.
% 299.74/300.42 139491[4:Rew:75578.0,139319.0] || -> subclass(intersection(singleton(u),intersection(union(u,u),v)),null_class)*.
% 299.74/300.42 139492[4:Rew:75578.0,139320.0] || -> subclass(intersection(singleton(u),intersection(intersection(v,u),w)),null_class)*.
% 299.74/300.42 139493[4:Rew:75578.0,139321.0] || -> subclass(intersection(singleton(u),intersection(intersection(u,v),w)),null_class)*.
% 299.74/300.42 139494[4:Rew:75578.0,139324.0] || -> subclass(intersection(singleton(null_class),intersection(complement(successor(null_class)),u)),null_class)*.
% 299.74/300.42 140701[0:SpR:31.0,120407.0] || -> subclass(intersection(u,restrict(v,w,x)),intersection(u,v))*.
% 299.74/300.42 141103[0:SpL:31.0,123465.0] || equal(restrict(u,v,w),x)* -> subclass(x,u)*.
% 299.74/300.42 141173[0:SpR:31.0,123475.0] || -> subclass(intersection(intersection(restrict(u,v,w),x),y),u)*.
% 299.74/300.42 141544[0:SpR:31.0,123485.0] || -> subclass(intersection(u,intersection(v,restrict(w,x,y))),w)*.
% 299.74/300.42 141782[0:SpR:31.0,123517.0] || -> subclass(intersection(u,intersection(restrict(v,w,x),y)),v)*.
% 299.74/300.42 142027[0:SpR:31.0,123525.0] || -> subclass(intersection(intersection(u,restrict(v,w,x)),y),v)*.
% 299.74/300.42 145356[2:SpL:100001.0,725.1] || subclass(universal_class,complement(u))* member(regular(domain_relation),u) -> .
% 299.74/300.42 147946[4:Res:145289.1,27.1] || equal(complement(u),universal_class) member(regular(domain_relation),u)* -> .
% 299.74/300.42 147950[4:Res:145289.1,24.0] || equal(intersection(u,v),universal_class)** -> member(regular(domain_relation),u)*.
% 299.74/300.42 147951[4:Res:145289.1,25.0] || equal(intersection(u,v),universal_class)** -> member(regular(domain_relation),v)*.
% 299.74/300.42 147974[4:Res:145289.1,77882.0] || equal(union(u,null_class),universal_class) -> member(regular(domain_relation),u)*.
% 299.74/300.42 147976[4:Res:145289.1,42116.0] || equal(union(null_class,u),universal_class) -> member(regular(domain_relation),u)*.
% 299.74/300.42 147977[4:Res:145289.1,58102.0] || equal(union(u,u),universal_class)** -> member(regular(domain_relation),u)*.
% 299.74/300.42 148055[2:Res:145290.1,24.0] || subclass(universal_class,intersection(u,v))* -> member(regular(domain_relation),u).
% 299.74/300.42 148056[2:Res:145290.1,25.0] || subclass(universal_class,intersection(u,v))* -> member(regular(domain_relation),v).
% 299.74/300.42 148079[4:Res:145290.1,77882.0] || subclass(universal_class,union(u,null_class))* -> member(regular(domain_relation),u).
% 299.74/300.42 148081[4:Res:145290.1,42116.0] || subclass(universal_class,union(null_class,u))* -> member(regular(domain_relation),u).
% 299.74/300.42 148082[4:Res:145290.1,58102.0] || subclass(universal_class,union(u,u))* -> member(regular(domain_relation),u).
% 299.74/300.42 148401[4:SpL:100002.0,725.1] || subclass(universal_class,complement(u))* member(regular(composition_function),u) -> .
% 299.74/300.42 149909[4:Res:148334.1,27.1] || equal(complement(u),universal_class) member(regular(composition_function),u)* -> .
% 299.74/300.42 149913[4:Res:148334.1,24.0] || equal(intersection(u,v),universal_class)** -> member(regular(composition_function),u)*.
% 299.74/300.42 149914[4:Res:148334.1,25.0] || equal(intersection(u,v),universal_class)** -> member(regular(composition_function),v)*.
% 299.74/300.42 149938[4:Res:148334.1,77882.0] || equal(union(u,null_class),universal_class) -> member(regular(composition_function),u)*.
% 299.74/300.42 149940[4:Res:148334.1,42116.0] || equal(union(null_class,u),universal_class) -> member(regular(composition_function),u)*.
% 299.74/300.42 149941[4:Res:148334.1,58102.0] || equal(union(u,u),universal_class)** -> member(regular(composition_function),u)*.
% 299.74/300.42 150237[4:Res:148335.1,24.0] || subclass(universal_class,intersection(u,v))* -> member(regular(composition_function),u).
% 299.74/300.42 150238[4:Res:148335.1,25.0] || subclass(universal_class,intersection(u,v))* -> member(regular(composition_function),v).
% 299.74/300.42 150263[4:Res:148335.1,77882.0] || subclass(universal_class,union(u,null_class))* -> member(regular(composition_function),u).
% 299.74/300.42 150265[4:Res:148335.1,42116.0] || subclass(universal_class,union(null_class,u))* -> member(regular(composition_function),u).
% 299.74/300.42 150266[4:Res:148335.1,58102.0] || subclass(universal_class,union(u,u))* -> member(regular(composition_function),u).
% 299.74/300.42 158891[4:SpR:82644.0,75578.0] || -> equal(intersection(complement(sum_class(range_of(null_class))),apply(null_class,u)),null_class)**.
% 299.74/300.42 159288[4:SpR:82645.0,80005.0] || -> equal(union(complement(sum_class(range_of(null_class))),apply(null_class,u)),universal_class)**.
% 299.74/300.42 159470[4:SpR:82646.0,80566.0] || -> equal(symmetric_difference(complement(sum_class(range_of(null_class))),apply(null_class,u)),universal_class)**.
% 299.74/300.42 161912[6:MRR:45060.1,161903.0] || subclass(cross_product(universal_class,universal_class),u)* -> member(regular(element_relation),u).
% 299.74/300.42 162230[6:SpL:161913.0,725.1] || subclass(universal_class,complement(u))* member(regular(element_relation),u) -> .
% 299.74/300.42 164317[6:Res:162162.1,27.1] || equal(complement(u),universal_class) member(regular(element_relation),u)* -> .
% 299.74/300.42 164321[6:Res:162162.1,24.0] || equal(intersection(u,v),universal_class)** -> member(regular(element_relation),u)*.
% 299.74/300.42 164322[6:Res:162162.1,25.0] || equal(intersection(u,v),universal_class)** -> member(regular(element_relation),v)*.
% 299.74/300.42 164351[6:Res:162162.1,77882.0] || equal(union(u,null_class),universal_class) -> member(regular(element_relation),u)*.
% 299.74/300.42 164353[6:Res:162162.1,42116.0] || equal(union(null_class,u),universal_class) -> member(regular(element_relation),u)*.
% 299.74/300.42 164354[6:Res:162162.1,58102.0] || equal(union(u,u),universal_class)** -> member(regular(element_relation),u)*.
% 299.74/300.42 164433[6:Res:162163.1,24.0] || subclass(universal_class,intersection(u,v))* -> member(regular(element_relation),u).
% 299.74/300.42 164434[6:Res:162163.1,25.0] || subclass(universal_class,intersection(u,v))* -> member(regular(element_relation),v).
% 299.74/300.42 164463[6:Res:162163.1,77882.0] || subclass(universal_class,union(u,null_class))* -> member(regular(element_relation),u).
% 299.74/300.42 164465[6:Res:162163.1,42116.0] || subclass(universal_class,union(null_class,u))* -> member(regular(element_relation),u).
% 299.74/300.42 164466[6:Res:162163.1,58102.0] || subclass(universal_class,union(u,u))* -> member(regular(element_relation),u).
% 299.74/300.42 164971[4:Res:111291.0,4846.0] || -> equal(intersection(complement(singleton(null_class)),intersection(u,successor(null_class))),null_class)**.
% 299.74/300.42 165027[4:SpL:92837.1,165018.0] || subclass(u,successor(null_class))* equal(complement(u),null_class) -> .
% 299.74/300.42 165806[4:Res:111736.0,4846.0] || -> equal(intersection(complement(singleton(null_class)),intersection(successor(null_class),u)),null_class)**.
% 299.74/300.42 165880[4:Res:112327.0,4846.0] || -> equal(intersection(singleton(singleton(null_class)),intersection(u,successor(null_class))),null_class)**.
% 299.74/300.43 165896[4:MRR:165872.1,137098.0] inductive(intersection(singleton(singleton(null_class)),intersection(u,successor(null_class)))) || -> .
% 299.74/300.43 165936[4:SpL:92837.1,165930.0] || subclass(u,successor(null_class))* member(singleton(null_class),u) -> .
% 299.74/300.43 166348[4:Res:57833.0,165988.0] || subclass(universal_class,restrict(intersection(successor(null_class),u),v,w))* -> .
% 299.74/300.43 166365[4:Res:123487.0,165988.0] || subclass(universal_class,complement(successor(complement(intersection(successor(null_class),u)))))* -> .
% 299.74/300.43 166408[4:Res:58368.0,165988.0] || subclass(universal_class,restrict(intersection(u,successor(null_class)),v,w))* -> .
% 299.74/300.43 166410[4:Res:123906.0,165988.0] || subclass(universal_class,complement(successor(complement(intersection(u,successor(null_class))))))* -> .
% 299.74/300.43 166855[4:Rew:29733.0,166824.0] || equal(union(null_class,complement(intersection(successor(null_class),u))),null_class)** -> .
% 299.74/300.43 166902[4:Rew:29733.0,166887.0] || equal(union(null_class,complement(intersection(u,successor(null_class)))),null_class)** -> .
% 299.74/300.43 167014[4:Res:90947.1,166427.0] || equal(complement(regular(union(u,complement(successor(null_class))))),null_class)** -> .
% 299.74/300.43 167054[4:Res:90947.1,166428.0] || equal(complement(regular(union(complement(successor(null_class)),u))),null_class)** -> .
% 299.74/300.43 167071[4:Res:90947.1,166340.1] || equal(complement(u),null_class)** equal(successor(null_class),u) -> .
% 299.74/300.43 167155[4:Res:90947.1,166351.0] || equal(complement(intersection(intersection(successor(null_class),u),v)),null_class)** -> .
% 299.74/300.43 167389[4:Res:90947.1,166361.0] || equal(complement(intersection(u,intersection(v,successor(null_class)))),null_class)** -> .
% 299.74/300.43 167473[4:Res:90947.1,166388.0] || equal(complement(intersection(u,intersection(successor(null_class),v))),null_class)** -> .
% 299.74/300.43 167562[4:Res:90947.1,166399.0] || equal(complement(intersection(intersection(u,successor(null_class)),v)),null_class)** -> .
% 299.74/300.43 167648[4:Res:112328.0,4846.0] || -> equal(intersection(singleton(singleton(null_class)),intersection(successor(null_class),u)),null_class)**.
% 299.74/300.43 167670[4:MRR:167640.1,137098.0] inductive(intersection(singleton(singleton(null_class)),intersection(successor(null_class),u))) || -> .
% 299.74/300.43 168048[4:Res:115592.0,4846.0] || -> equal(intersection(complement(successor(null_class)),intersection(u,singleton(null_class))),null_class)**.
% 299.74/300.43 168152[4:SpL:32.0,168064.0] || subclass(complement(successor(null_class)),restrict(singleton(null_class),u,v))* -> .
% 299.74/300.43 168331[4:SpL:92837.1,168171.0] || subclass(u,singleton(null_class))* equal(complement(u),null_class) -> .
% 299.74/300.43 168631[4:SpL:32.0,168173.0] || equal(restrict(singleton(null_class),u,v),complement(successor(null_class)))** -> .
% 299.74/300.43 168718[4:Res:59150.0,168069.0] || equal(intersection(restrict(singleton(null_class),u,v),w),universal_class)** -> .
% 299.74/300.43 168722[4:Res:59822.0,168069.0] || equal(union(null_class,restrict(singleton(null_class),u,v)),universal_class)** -> .
% 299.74/300.43 168730[4:Res:123487.0,168069.0] || equal(complement(successor(complement(intersection(singleton(null_class),u)))),universal_class)** -> .
% 299.74/300.43 168761[4:Res:57780.0,168069.0] || equal(intersection(u,restrict(singleton(null_class),v,w)),universal_class)** -> .
% 299.74/300.43 168774[4:Res:123906.0,168069.0] || equal(complement(successor(complement(intersection(u,singleton(null_class))))),universal_class)** -> .
% 299.74/300.43 169598[4:Res:115593.0,4846.0] || -> equal(intersection(complement(successor(null_class)),intersection(singleton(null_class),u)),null_class)**.
% 299.74/300.43 169696[4:Obv:169664.1] || equal(successor(successor(complement(intersection(successor(null_class),u)))),null_class)** -> .
% 299.74/300.43 169977[4:SpL:103948.0,124170.0] || equal(complement(successor(union(u,complement(successor(null_class))))),universal_class)** -> .
% 299.74/300.43 169993[4:Obv:169979.1] || equal(successor(successor(complement(intersection(u,successor(null_class))))),null_class)** -> .
% 299.74/300.43 170018[4:SpR:103948.0,124171.0] || -> subclass(complement(successor(union(u,complement(successor(null_class))))),singleton(null_class))*.
% 299.74/300.43 170097[4:Res:129693.0,4846.0] || -> equal(intersection(successor(null_class),intersection(u,complement(singleton(null_class)))),null_class)**.
% 299.74/300.43 170112[4:MRR:170089.1,137098.0] inductive(intersection(successor(null_class),intersection(u,complement(singleton(null_class))))) || -> .
% 299.74/300.43 170121[6:SpL:92837.1,170110.0] || subclass(u,complement(singleton(null_class)))* equal(u,universal_class) -> .
% 299.74/300.43 170219[6:SpL:32.0,170111.0] || subclass(successor(null_class),restrict(complement(singleton(null_class)),u,v))* -> .
% 299.74/300.43 170475[6:SpL:92837.1,170466.0] || subclass(u,complement(singleton(null_class)))* member(null_class,u) -> .
% 299.74/300.43 170878[6:SpL:49205.0,170403.0] || equal(union(singleton(null_class),image(element_relation,power_class(u))),null_class)** -> .
% 299.74/300.43 171257[6:Rew:106821.0,171256.0] || -> member(null_class,union(singleton(null_class),intersection(power_class(u),power_class(v))))*.
% 299.74/300.43 171426[6:Res:171242.0,1058.1] || equal(complement(union(singleton(null_class),symmetric_difference(u,v))),universal_class)** -> .
% 299.74/300.43 171434[6:Res:171242.0,64986.1] || equal(successor(union(singleton(null_class),symmetric_difference(u,v))),null_class)** -> .
% 299.74/300.43 171678[6:MRR:171666.0,1042.0] || -> member(null_class,union(singleton(null_class),intersection(complement(u),power_class(v))))*.
% 299.74/300.43 172027[6:Res:171862.0,1058.1] || equal(complement(union(singleton(null_class),union(u,v))),universal_class)** -> .
% 299.74/300.43 172035[6:Res:171862.0,64986.1] || equal(successor(union(singleton(null_class),union(u,v))),null_class)** -> .
% 299.74/300.43 173020[6:MRR:173008.0,1042.0] || -> member(null_class,union(singleton(null_class),intersection(power_class(u),complement(v))))*.
% 299.74/300.43 474[0:Res:406.1,271.0] || subclass(universal_class,restrict(u,v,w))* -> member(singleton(x),u)*.
% 299.74/300.43 726[0:Res:429.1,24.0] || subclass(universal_class,intersection(u,v))* -> member(ordered_pair(w,x),u)*.
% 299.74/300.43 727[0:Res:429.1,25.0] || subclass(universal_class,intersection(u,v))* -> member(ordered_pair(w,x),v)*.
% 299.74/300.43 6610[0:Res:6581.0,10.0] || subclass(u,intersection(v,u))* -> equal(intersection(v,u),u).
% 299.74/300.43 7805[0:Res:7774.0,10.0] || subclass(u,intersection(u,v))* -> equal(intersection(u,v),u).
% 299.74/300.43 7853[0:SpR:31.0,7792.0] || -> subclass(symmetric_difference(u,cross_product(v,w)),complement(restrict(u,v,w)))*.
% 299.74/300.43 7855[0:SpR:32.0,7792.0] || -> subclass(symmetric_difference(cross_product(u,v),w),complement(restrict(w,u,v)))*.
% 299.74/300.43 7919[2:Res:7907.1,10.0] || equal(null_class,u) subclass(v,u)* -> equal(v,u).
% 299.74/300.43 12550[0:Res:61.1,12451.0] || member(ordered_pair(u,v),compose(w,x))* -> member(v,universal_class).
% 299.74/300.43 17019[0:Res:9.1,672.0] || equal(intersection(u,v),universal_class)** -> member(unordered_pair(w,x),u)*.
% 299.74/300.43 17084[0:Res:9.1,673.0] || equal(intersection(u,v),universal_class)** -> member(unordered_pair(w,x),v)*.
% 299.74/300.43 19340[4:Res:19190.0,4.0] || subclass(ordered_pair(u,universal_class),v)* -> member(unordered_pair(u,null_class),v).
% 299.74/300.43 21298[5:Res:21248.1,24.0] || subclass(universal_class,intersection(u,v))* -> member(apply(null_class,w),u)*.
% 299.74/300.43 21299[5:Res:21248.1,25.0] || subclass(universal_class,intersection(u,v))* -> member(apply(null_class,w),v)*.
% 299.74/300.43 22081[0:Res:9.1,443.1] || equal(u,v)* equal(v,universal_class)* -> member(omega,u)*.
% 299.74/300.43 22295[0:Res:9.1,455.1] || equal(u,v)* equal(v,universal_class)* -> member(x__dfg,u)*.
% 299.74/300.43 22816[0:Res:9.1,1057.1] || equal(u,v)* equal(v,universal_class)* -> member(null_class,u)*.
% 299.74/300.43 22957[0:Res:9.1,6262.0] || equal(u,universal_class) -> equal(singleton(v),null_class) member(v,u)*.
% 299.74/300.43 23505[0:Res:431.1,671.1] || subclass(ordered_pair(u,v),w)* subclass(universal_class,complement(w)) -> .
% 299.74/300.43 23735[0:Res:50.1,6547.1] inductive(intersection(u,v)) || member(null_class,symmetric_difference(u,v))* -> .
% 299.74/300.43 25578[2:Rew:6902.0,25208.1] || equal(intersection(u,v),universal_class)** -> equal(symmetric_difference(u,v),null_class).
% 299.74/300.43 26533[5:Res:25573.1,24.0] || equal(intersection(u,v),universal_class)** -> member(apply(null_class,w),u)*.
% 299.74/300.43 26534[5:Res:25573.1,25.0] || equal(intersection(u,v),universal_class)** -> member(apply(null_class,w),v)*.
% 299.74/300.43 27785[4:MRR:27782.1,14.0] || equal(u,ordered_pair(v,universal_class)) -> member(unordered_pair(v,null_class),u)*.
% 299.74/300.43 27843[0:SpR:8226.0,45.0] || -> equal(image(cross_product(u,universal_class),v),image(cross_product(v,universal_class),u))*.
% 299.74/300.43 27921[4:Res:27909.1,27.1] || equal(complement(u),universal_class) member(unordered_pair(v,w),u)* -> .
% 299.74/300.43 28098[4:Res:27911.1,27.1] || equal(complement(u),universal_class) member(ordered_pair(v,w),u)* -> .
% 299.74/300.43 28102[4:Res:27911.1,24.0] || equal(intersection(u,v),universal_class)** -> member(ordered_pair(w,x),u)*.
% 299.74/300.43 28103[4:Res:27911.1,25.0] || equal(intersection(u,v),universal_class)** -> member(ordered_pair(w,x),v)*.
% 299.74/300.43 28280[0:MRR:28265.0,1042.0] || equal(complement(union(u,v)),universal_class)** -> member(null_class,complement(v)).
% 299.74/300.43 28544[0:SpL:46.0,28279.0] || equal(complement(successor(u)),universal_class) -> member(omega,complement(singleton(u)))*.
% 299.74/300.43 28668[0:Obv:28612.1] || member(u,v) -> subclass(singleton(u),intersection(v,singleton(u)))*.
% 299.74/300.43 28963[4:Rew:28748.0,10433.0] || member(u,complement(v)) member(u,union(null_class,v))* -> .
% 299.74/300.43 28964[4:Rew:28748.0,10434.0] || -> subclass(symmetric_difference(complement(u),union(null_class,v)),union(u,complement(v)))*.
% 299.74/300.43 28980[4:Rew:28748.0,10442.0] || -> subclass(symmetric_difference(union(null_class,u),complement(v)),union(complement(u),v))*.
% 299.74/300.43 29005[4:Rew:28748.0,16867.0] || subclass(universal_class,complement(u)) subclass(universal_class,union(null_class,u))* -> .
% 299.74/300.43 29006[4:Rew:28748.0,14693.0] || subclass(universal_class,complement(u)) subclass(domain_relation,union(null_class,u))* -> .
% 299.74/300.43 29007[4:Rew:28748.0,18839.0] || subclass(domain_relation,complement(u)) subclass(universal_class,union(null_class,u))* -> .
% 299.74/300.43 29008[4:Rew:28748.0,14714.0] || subclass(domain_relation,complement(u)) subclass(domain_relation,union(null_class,u))* -> .
% 299.74/300.43 29010[4:Rew:28748.0,14951.0] || equal(complement(u),domain_relation) equal(union(null_class,u),domain_relation)** -> .
% 299.74/300.43 29026[4:Rew:28748.0,20276.0] || -> member(singleton(null_class),complement(u)) member(singleton(null_class),union(null_class,u))*.
% 299.74/300.43 29325[4:Rew:28759.0,16125.0] || equal(union(null_class,cross_product(u,v)),domain_relation)** -> member(null_class,v).
% 299.74/300.43 29326[4:Rew:28759.0,16124.0] || equal(union(null_class,cross_product(u,v)),domain_relation)** -> member(null_class,u).
% 299.74/300.43 29327[4:Rew:28759.0,21597.0] || equal(union(null_class,cross_product(u,v)),universal_class)** -> member(null_class,u).
% 299.74/300.43 29328[4:Rew:28759.0,1005.0] || equal(union(null_class,singleton(u)),universal_class)** -> equal(singleton(v),u)*.
% 299.74/300.43 29338[5:Rew:28759.0,21534.0] || equal(union(null_class,u),universal_class) -> member(apply(null_class,v),u)*.
% 299.74/300.43 29339[5:Rew:28759.0,21528.0] || equal(union(null_class,u),universal_class) -> member(sum_class(range_of(null_class)),u)*.
% 299.74/300.43 29345[4:Rew:28759.0,14656.0] || subclass(domain_relation,union(null_class,u))* -> member(ordered_pair(null_class,null_class),u).
% 299.74/300.43 29346[4:Rew:28759.0,15971.0] || equal(union(null_class,u),domain_relation) -> member(ordered_pair(null_class,null_class),u)*.
% 299.74/300.43 29348[4:Rew:28759.0,16813.0] || subclass(universal_class,union(null_class,u))* -> member(unordered_pair(v,w),u)*.
% 299.74/300.43 29349[5:Rew:28759.0,21716.0] || subclass(universal_class,union(null_class,u))* -> member(apply(null_class,v),u)*.
% 299.74/300.43 29350[5:Rew:28759.0,21376.0] || subclass(universal_class,union(null_class,u))* -> member(sum_class(range_of(null_class)),u).
% 299.74/300.43 29435[4:Rew:28759.0,22962.0] || equal(union(null_class,cross_product(u,v)),universal_class)** -> member(w,v)*.
% 299.74/300.43 29545[4:Rew:28759.0,27906.0] || equal(union(null_class,u),universal_class) -> member(unordered_pair(v,w),u)*.
% 299.74/300.43 29552[4:Rew:28759.0,17243.0] || subclass(universal_class,union(null_class,u))* -> member(ordered_pair(v,w),u)*.
% 299.74/300.43 30317[4:Rew:28759.0,29556.1] || subclass(u,union(null_class,u))* -> equal(union(null_class,u),u).
% 299.74/300.43 30536[4:Rew:28756.0,28945.1] || equal(u,universal_class) -> equal(complement(power_class(u)),complement(power_class(universal_class)))*.
% 299.74/300.43 31443[0:SpL:31362.0,258.0] || member(u,complement(v)) member(u,union(v,v))* -> .
% 299.74/300.43 31810[4:Rew:28750.0,31736.0] || equal(union(null_class,u),universal_class) -> member(null_class,union(u,u))*.
% 299.74/300.43 31811[4:Rew:28750.0,31743.0] || equal(union(null_class,u),universal_class) -> member(omega,union(u,u))*.
% 299.74/300.43 31812[4:Rew:28750.0,31744.0] || equal(union(null_class,u),universal_class) -> member(x__dfg,union(u,u))*.
% 299.74/300.43 31854[4:Res:31757.0,10.0] || subclass(u,union(u,u))* -> equal(union(u,u),u).
% 299.74/300.43 31954[4:SpR:31446.0,30316.0] || -> member(regular(union(u,u)),u)* equal(union(null_class,u),null_class).
% 299.74/300.43 31295[4:Res:31266.0,10.0] || subclass(singleton(null_class),successor(null_class))* -> equal(successor(null_class),singleton(null_class)).
% 299.74/300.43 32306[2:SpL:28764.0,1075.1] inductive(symmetric_difference(universal_class,u)) || equal(union(u,null_class),universal_class)** -> .
% 299.74/300.43 32633[6:Res:32578.1,4.0] || subclass(complement(u),v)* -> member(null_class,u) member(null_class,v).
% 299.74/300.43 32951[4:Res:31755.0,414.1] inductive(symmetric_difference(universal_class,complement(u))) || -> member(null_class,union(u,u))*.
% 299.74/300.43 33420[0:Obv:33387.1] || member(u,v) -> equal(intersection(singleton(u),complement(v)),null_class)**.
% 299.74/300.43 33797[0:Obv:33762.1] || member(u,v) -> equal(intersection(complement(v),singleton(u)),null_class)**.
% 299.74/300.43 34813[4:MRR:34769.2,6869.0] || member(u,successor(null_class)) member(u,complement(singleton(null_class)))* -> .
% 299.74/300.43 35698[4:SpR:18051.0,35099.1] || member(flip(cross_product(u,universal_class)),universal_class)* -> member(inverse(u),universal_class).
% 299.74/300.43 35699[4:SpR:18099.0,35099.1] || member(restrict(element_relation,universal_class,u),universal_class)* -> member(sum_class(u),universal_class).
% 299.74/300.43 36336[4:SpR:28759.0,35620.0] || -> subclass(regular(complement(u)),union(null_class,u))* equal(complement(u),null_class).
% 299.74/300.43 36351[2:Res:35620.0,414.1] inductive(regular(u)) || -> equal(u,null_class) member(null_class,complement(u))*.
% 299.74/300.43 36618[6:SpR:29733.0,32578.1] || -> member(null_class,union(null_class,u)) member(null_class,union(null_class,complement(u)))*.
% 299.74/300.43 36915[0:MRR:36888.0,12502.1] || subclass(u,complement(singleton(not_subclass_element(u,v))))* -> subclass(u,v).
% 299.74/300.43 37608[2:Res:31230.1,27.1] || equal(complement(u),domain_relation) member(ordered_pair(null_class,null_class),u)* -> .
% 299.74/300.43 39175[4:SpL:28759.0,37648.1] || equal(complement(u),domain_relation) subclass(universal_class,union(null_class,u))* -> .
% 299.74/300.43 39210[4:SpL:28759.0,37652.1] || equal(complement(u),domain_relation) subclass(domain_relation,union(null_class,u))* -> .
% 299.74/300.43 39759[9:Res:21039.1,39666.1] function(apply(u,universal_class)) || -> equal(singleton(image(u,null_class)),null_class)**.
% 299.74/300.43 39816[9:SoR:39750.0,2767.2] single_valued_class(singleton(u)) || equal(cross_product(universal_class,universal_class),singleton(u))* -> .
% 299.74/300.43 39828[9:SoR:39755.0,7923.2] single_valued_class(sum_class(range_of(null_class))) || equal(sum_class(range_of(null_class)),null_class)** -> .
% 299.74/300.43 39831[9:SoR:39760.0,7923.2] single_valued_class(apply(null_class,u)) || equal(apply(null_class,u),null_class)** -> .
% 299.74/300.43 39839[9:SoR:39748.0,7923.2] single_valued_class(unordered_pair(u,v)) || equal(unordered_pair(u,v),null_class)** -> .
% 299.74/300.43 40262[4:SpL:40206.0,8051.0] || subclass(domain_relation,successor(null_class)) -> member(ordered_pair(null_class,null_class),singleton(null_class))*.
% 299.74/300.43 40321[9:SpR:40295.1,45.0] one_to_one(restrict(u,v,universal_class)) || -> equal(image(u,v),universal_class)**.
% 299.74/300.43 40504[9:Rew:19188.0,40418.1] one_to_one(u) || -> equal(apply(v,inverse(u)),apply(v,universal_class))**.
% 299.74/300.43 40515[9:Rew:19189.0,40419.1] one_to_one(u) || -> equal(ordered_pair(v,inverse(u)),ordered_pair(v,universal_class))**.
% 299.74/300.43 41191[4:MRR:41138.1,7.0] || equal(u,universal_class) -> equal(v,null_class) member(regular(v),u)*.
% 299.74/300.43 41420[4:Rew:28759.0,41392.0] || equal(union(null_class,singleton(domain_relation)),domain_relation)** -> equal(singleton(domain_relation),null_class).
% 299.74/300.43 41394[6:Res:36356.0,32209.0] || -> equal(singleton(successor(null_class)),null_class) member(null_class,complement(singleton(successor(null_class))))*.
% 299.74/300.43 41412[4:Res:36356.0,10122.0] || -> equal(singleton(cantor(xf)),null_class) member(x__dfg,complement(singleton(cantor(xf))))*.
% 299.74/300.43 41543[6:SpR:36664.0,32578.1] || -> member(null_class,union(u,u))* member(null_class,union(null_class,complement(u)))*.
% 299.74/300.43 41646[4:Rew:28748.0,41520.0,10128.0,41520.0,28759.0,41520.0,250.0,41520.0] || -> equal(union(union(null_class,u),v),union(union(u,u),v))*.
% 299.74/300.43 41654[4:Rew:28748.0,41567.0,10128.0,41567.0,28759.0,41567.0,251.0,41567.0] || -> equal(union(u,union(null_class,v)),union(u,union(v,v)))*.
% 299.74/300.43 42596[0:Obv:42508.0] || -> equal(intersection(singleton(u),intersection(v,w)),null_class)** member(u,v).
% 299.74/300.43 43196[0:Obv:43104.0] || -> equal(intersection(singleton(u),intersection(v,w)),null_class)** member(u,w).
% 299.74/300.43 43546[0:SpR:32.0,42566.0] || -> equal(intersection(complement(cross_product(u,v)),restrict(w,u,v)),null_class)**.
% 299.74/300.43 43660[2:MRR:43538.2,6869.0] || member(u,intersection(v,w))* member(u,complement(v)) -> .
% 299.74/300.43 43828[2:MRR:43699.2,6869.0] || member(u,intersection(v,w))* member(u,complement(w)) -> .
% 299.74/300.43 44031[0:Obv:43936.0] || -> equal(intersection(intersection(u,v),singleton(w)),null_class)** member(w,u).
% 299.74/300.43 44362[4:Rew:28759.0,44271.0] || -> equal(intersection(symmetric_difference(u,v),union(null_class,intersection(u,v))),null_class)**.
% 299.74/300.43 44571[0:Obv:44471.0] || -> equal(intersection(intersection(u,v),singleton(w)),null_class)** member(w,v).
% 299.74/300.43 45570[4:MRR:45560.1,715.0] || subclass(universal_class,symmetric_difference(u,v))* -> member(null_class,union(u,v)).
% 299.74/300.43 45870[2:SpR:42003.1,116.0] || subclass(union(u,v),null_class)* -> equal(symmetric_difference(u,v),null_class).
% 299.74/300.43 45899[2:SpR:42003.1,24029.0] || subclass(complement(singleton(u)),null_class) -> subclass(complement(successor(u)),null_class)*.
% 299.74/300.43 45997[4:Rew:28748.0,45823.1,10128.0,45823.1] || subclass(u,null_class) -> equal(symmetric_difference(v,u),union(v,u))**.
% 299.74/300.43 46024[2:MRR:46023.2,4841.0] || subclass(u,null_class)* member(v,u)* -> member(v,w)*.
% 299.74/300.43 46325[4:Rew:28748.0,46142.1,10128.0,46142.1] || subclass(u,null_class) -> equal(symmetric_difference(u,v),union(u,v))**.
% 299.74/300.43 47429[4:MRR:41396.1,47425.0] || member(u,universal_class) -> member(u,complement(singleton(unordered_pair(u,v))))*.
% 299.74/300.43 47430[4:MRR:41397.1,47425.0] || member(u,universal_class) -> member(u,complement(singleton(unordered_pair(v,u))))*.
% 299.74/300.43 47498[4:Res:47486.0,4.0] || subclass(complement(singleton(ordered_pair(universal_class,u))),v)* -> member(null_class,v).
% 299.74/300.43 47516[6:MRR:32675.1,47513.0] || equal(ordered_pair(u,v),singleton(null_class))** -> equal(singleton(u),null_class).
% 299.74/300.43 47517[6:MRR:32831.1,47513.0] || equal(ordered_pair(u,v),successor(null_class))** -> equal(singleton(u),null_class).
% 299.74/300.43 48100[0:Rew:47963.0,8011.0] || -> subclass(symmetric_difference(complement(u),power_class(v)),union(u,complement(power_class(v))))*.
% 299.74/300.43 48329[0:Rew:47963.0,33854.0] || -> equal(intersection(power_class(complement(power_class(u))),image(element_relation,power_class(u))),null_class)**.
% 299.74/300.43 48330[4:Rew:47963.0,33952.0] || -> equal(union(power_class(complement(power_class(u))),image(element_relation,power_class(u))),universal_class)**.
% 299.74/300.43 48331[4:Rew:47963.0,34008.0] || -> equal(symmetric_difference(power_class(complement(power_class(u))),image(element_relation,power_class(u))),universal_class)**.
% 299.74/300.43 48387[0:Rew:47963.0,8086.0] || -> subclass(symmetric_difference(power_class(u),complement(v)),union(complement(power_class(u)),v))*.
% 299.74/300.43 49516[6:Res:28414.1,47727.1] || equal(complement(successor(u)),universal_class)** equal(complement(u),null_class) -> .
% 299.74/300.43 49711[6:MRR:38237.2,49704.0] inductive(complement(compose(element_relation,universal_class))) || member(regular(omega),element_relation)* -> .
% 299.74/300.43 49712[6:MRR:45070.2,49704.0] inductive(u) || subclass(u,v)* -> member(regular(omega),v)*.
% 299.74/300.43 50073[4:Rew:28759.0,49719.1,28748.0,49719.1] || equal(null_class,u) -> equal(union(null_class,v),union(u,v))*.
% 299.74/300.43 50076[4:Rew:28764.0,49774.1,28766.0,49774.1] || equal(null_class,u) -> equal(union(v,null_class),union(v,u))*.
% 299.74/300.43 50886[4:Rew:50325.0,50311.1] || equal(null_class,u) -> equal(complement(power_class(null_class)),complement(power_class(u)))*.
% 299.74/300.43 50345[0:Rew:50323.0,25144.1] || equal(u,universal_class) -> subclass(complement(power_class(u)),complement(power_class(universal_class)))*.
% 299.74/300.43 50548[7:Rew:50323.0,46745.1] || equal(u,universal_class) -> subclass(regular(complement(power_class(universal_class))),power_class(u))*.
% 299.74/300.43 50552[7:Rew:50323.0,46869.1] || equal(u,universal_class) subclass(complement(power_class(universal_class)),power_class(u))* -> .
% 299.74/300.43 50951[4:Rew:28759.0,50846.0] || -> subclass(complement(power_class(union(u,u))),complement(power_class(union(null_class,u))))*.
% 299.74/300.43 50953[4:Rew:28759.0,50952.0] || -> equal(complement(power_class(union(null_class,u))),complement(power_class(union(u,u))))*.
% 299.74/300.43 51615[4:SpL:50323.0,19223.0] || member(complement(power_class(universal_class)),universal_class)* -> member(apply(element_relation,universal_class),universal_class).
% 299.74/300.43 51804[7:SpL:25457.1,50349.0] || equal(u,universal_class) equal(successor(complement(power_class(u))),null_class)** -> .
% 299.74/300.43 51828[7:SpL:25457.1,50362.0] || equal(u,universal_class) equal(regular(complement(power_class(u))),universal_class)** -> .
% 299.74/300.43 51922[7:SpL:25457.1,50365.0] || equal(u,universal_class) subclass(complement(power_class(u)),power_class(u))* -> .
% 299.74/300.43 52208[4:SpR:47746.1,51614.0] || equal(power_class(universal_class),null_class) -> equal(apply(element_relation,universal_class),sum_class(universal_class))**.
% 299.74/300.43 52600[9:SpR:40368.1,47487.0] one_to_one(u) || -> member(null_class,complement(singleton(ordered_pair(inverse(u),v))))*.
% 299.74/300.43 52608[4:Res:24280.1,50055.1] || equal(cantor(xf),power_class(null_class))** equal(power_class(null_class),null_class) -> .
% 299.74/300.43 52659[4:Res:417.2,50055.1] || subclass(u,v)* equal(null_class,v) -> subclass(u,w)*.
% 299.74/300.43 52661[4:Res:415.2,50055.1] || subclass(u,v)* equal(null_class,v) -> equal(u,null_class).
% 299.74/300.43 52730[4:Res:3276.1,50055.1] || equal(union(u,v),null_class) -> equal(symmetric_difference(u,v),null_class)**.
% 299.74/300.43 53052[9:SpL:40368.1,52605.0] one_to_one(u) || member(null_class,singleton(ordered_pair(inverse(u),v)))* -> .
% 299.74/300.43 54277[10:MRR:53737.1,6869.0] || -> equal(restrict(complement(compose(complement(element_relation),inverse(element_relation))),universal_class,universal_class),null_class)**.
% 299.74/300.43 54617[9:SpR:46619.1,39851.1] function(u) || subclass(u,null_class)* -> equal(successor(u),null_class).
% 299.74/300.43 55401[4:MRR:55373.0,1042.0] || equal(successor(union(u,v)),null_class)** -> member(null_class,complement(v)).
% 299.74/300.43 55402[4:MRR:55374.0,1042.0] || equal(successor(union(u,v)),null_class)** -> member(null_class,complement(u)).
% 299.74/300.43 55573[4:MRR:55555.0,55.0] || equal(successor(union(u,v)),null_class)** -> member(omega,complement(v)).
% 299.74/300.43 55574[4:MRR:55556.0,55.0] || equal(successor(union(u,v)),null_class)** -> member(omega,complement(u)).
% 299.74/300.43 55719[4:MRR:55704.0,147.0] || equal(successor(union(u,v)),null_class)** -> member(x__dfg,complement(v)).
% 299.74/300.43 55720[4:MRR:55705.0,147.0] || equal(successor(union(u,v)),null_class)** -> member(x__dfg,complement(u)).
% 299.74/300.43 56119[4:Res:35696.1,52644.0] || member(inverse(u),universal_class)* equal(singleton(range_of(u)),null_class) -> .
% 299.74/300.43 56554[9:SpR:55126.1,39851.1] function(u) || equal(null_class,u) -> equal(successor(u),null_class)**.
% 299.74/300.43 57577[4:MRR:57556.0,138.0] || subclass(union(u,v),null_class)* -> member(singleton(w),complement(v))*.
% 299.74/300.43 57578[4:MRR:57557.0,138.0] || subclass(union(u,v),null_class)* -> member(singleton(w),complement(u))*.
% 299.74/300.43 57804[0:SpR:569.0,57711.0] || -> subclass(intersection(u,symmetric_difference(complement(v),complement(w))),union(v,w))*.
% 299.74/300.43 57805[0:SpR:9395.0,57711.0] || -> subclass(intersection(u,symmetric_difference(complement(v),complement(singleton(v)))),successor(v))*.
% 299.74/300.43 57844[0:Res:57711.0,1057.1] || equal(intersection(u,intersection(v,w)),universal_class)** -> member(null_class,v).
% 299.74/300.43 57845[0:Res:57711.0,455.1] || equal(intersection(u,intersection(v,w)),universal_class)** -> member(x__dfg,v).
% 299.74/300.43 57846[0:Res:57711.0,443.1] || equal(intersection(u,intersection(v,w)),universal_class)** -> member(omega,v).
% 299.74/300.43 57977[4:Res:57812.0,1057.1] || equal(intersection(u,union(null_class,v)),universal_class)** -> member(null_class,v).
% 299.74/300.43 57978[4:Res:57812.0,455.1] || equal(intersection(u,union(null_class,v)),universal_class)** -> member(x__dfg,v).
% 299.74/300.43 57979[4:Res:57812.0,443.1] || equal(intersection(u,union(null_class,v)),universal_class)** -> member(omega,v).
% 299.74/300.43 58059[4:Res:57950.0,1057.1] || equal(intersection(u,union(v,v)),universal_class)** -> member(null_class,v).
% 299.74/300.43 58060[4:Res:57950.0,455.1] || equal(intersection(u,union(v,v)),universal_class)** -> member(x__dfg,v).
% 299.74/300.43 58061[4:Res:57950.0,443.1] || equal(intersection(u,union(v,v)),universal_class)** -> member(omega,v).
% 299.74/300.43 58379[0:Res:58246.0,1057.1] || equal(intersection(u,intersection(v,w)),universal_class)** -> member(null_class,w).
% 299.74/300.43 58380[0:Res:58246.0,455.1] || equal(intersection(u,intersection(v,w)),universal_class)** -> member(x__dfg,w).
% 299.74/300.43 58381[0:Res:58246.0,443.1] || equal(intersection(u,intersection(v,w)),universal_class)** -> member(omega,w).
% 299.74/300.43 58696[4:Res:57823.0,414.1] inductive(intersection(u,symmetric_difference(universal_class,v))) || -> member(null_class,complement(v))*.
% 299.74/300.43 58798[0:Res:57780.0,414.1] inductive(intersection(u,restrict(v,w,x))) || -> member(null_class,v)*.
% 299.74/300.43 58840[0:SpR:32.0,57833.0] || -> subclass(restrict(restrict(u,v,w),x,y),cross_product(v,w))*.
% 299.74/300.43 58843[0:SpR:116.0,57833.0] || -> subclass(restrict(symmetric_difference(u,v),w,x),complement(intersection(u,v)))*.
% 299.74/300.43 59174[0:SpR:569.0,59078.0] || -> subclass(intersection(symmetric_difference(complement(u),complement(v)),w),union(u,v))*.
% 299.74/300.43 59175[0:SpR:9395.0,59078.0] || -> subclass(intersection(symmetric_difference(complement(u),complement(singleton(u))),v),successor(u))*.
% 299.74/300.43 59216[0:Res:59078.0,1057.1] || equal(intersection(intersection(u,v),w),universal_class)** -> member(null_class,u).
% 299.74/300.43 59217[0:Res:59078.0,455.1] || equal(intersection(intersection(u,v),w),universal_class)** -> member(x__dfg,u).
% 299.74/300.43 59218[0:Res:59078.0,443.1] || equal(intersection(intersection(u,v),w),universal_class)** -> member(omega,u).
% 299.74/300.43 59573[4:Res:59182.0,1057.1] || equal(intersection(union(null_class,u),v),universal_class)** -> member(null_class,u).
% 299.74/300.43 59574[4:Res:59182.0,455.1] || equal(intersection(union(null_class,u),v),universal_class)** -> member(x__dfg,u).
% 299.74/300.43 59575[4:Res:59182.0,443.1] || equal(intersection(union(null_class,u),v),universal_class)** -> member(omega,u).
% 299.74/300.43 59846[4:SpR:569.0,59213.0] || -> subclass(union(null_class,symmetric_difference(complement(u),complement(v))),union(u,v))*.
% 299.74/300.43 59847[4:SpR:9395.0,59213.0] || -> subclass(union(null_class,symmetric_difference(complement(u),complement(singleton(u)))),successor(u))*.
% 299.74/300.43 59881[4:Res:59213.0,1057.1] || equal(union(null_class,intersection(u,v)),universal_class)** -> member(null_class,u).
% 299.74/300.43 59882[4:Res:59213.0,455.1] || equal(union(null_class,intersection(u,v)),universal_class)** -> member(x__dfg,u).
% 299.74/300.43 59883[4:Res:59213.0,443.1] || equal(union(null_class,intersection(u,v)),universal_class)** -> member(omega,u).
% 299.74/300.43 59952[4:SpR:47972.0,59945.0] || -> subclass(complement(successor(image(element_relation,power_class(u)))),power_class(complement(power_class(u))))*.
% 299.74/300.43 60051[4:Res:59276.1,10.0] || equal(u,universal_class) subclass(u,v)* -> equal(u,v).
% 299.74/300.43 60251[4:Con:60209.2] || equal(u,universal_class) member(v,w)* -> member(v,u)*.
% 299.74/300.43 60315[0:Obv:60302.1] || subclass(u,symmetric_difference(v,w))* -> subclass(u,union(v,w)).
% 299.74/300.43 60358[4:EmS:930.0,60246.1] || equal(omega,u)* equal(u,universal_class) -> equal(u,omega).
% 299.74/300.43 60369[4:SoR:933.0,60246.1] || equal(image(successor_relation,omega),universal_class)** -> equal(image(successor_relation,omega),omega).
% 299.74/300.43 60807[0:Res:59447.0,1057.1] || equal(intersection(intersection(u,v),w),universal_class)** -> member(null_class,v).
% 299.74/300.43 60808[0:Res:59447.0,455.1] || equal(intersection(intersection(u,v),w),universal_class)** -> member(x__dfg,v).
% 299.74/300.43 60809[0:Res:59447.0,443.1] || equal(intersection(intersection(u,v),w),universal_class)** -> member(omega,v).
% 299.74/300.43 60936[4:Res:60803.0,1057.1] || equal(union(null_class,intersection(u,v)),universal_class)** -> member(null_class,v).
% 299.74/300.43 60937[4:Res:60803.0,455.1] || equal(union(null_class,intersection(u,v)),universal_class)** -> member(x__dfg,v).
% 299.74/300.43 60938[4:Res:60803.0,443.1] || equal(union(null_class,intersection(u,v)),universal_class)** -> member(omega,v).
% 299.74/300.43 61054[4:Res:61001.0,1057.1] || equal(complement(successor(u)),universal_class) -> member(null_class,complement(singleton(u)))*.
% 299.74/300.43 61105[4:Res:59544.0,1057.1] || equal(intersection(union(u,u),v),universal_class)** -> member(null_class,u).
% 299.74/300.43 61106[4:Res:59544.0,455.1] || equal(intersection(union(u,u),v),universal_class)** -> member(x__dfg,u).
% 299.74/300.43 61107[4:Res:59544.0,443.1] || equal(intersection(union(u,u),v),universal_class)** -> member(omega,u).
% 299.74/300.43 61210[4:Res:59626.0,414.1] inductive(symmetric_difference(universal_class,union(null_class,u))) || -> member(null_class,complement(u))*.
% 299.74/300.43 61419[4:Rew:28759.0,61339.0] || equal(union(null_class,u),null_class) member(singleton(v),u)* -> .
% 299.74/300.43 61372[4:Res:59633.1,471.0] || equal(complement(intersection(u,v)),null_class)** -> member(singleton(w),v)*.
% 299.74/300.43 61373[4:Res:59633.1,470.0] || equal(complement(intersection(u,v)),null_class)** -> member(singleton(w),u)*.
% 299.74/300.43 61637[4:Res:59958.0,414.1] inductive(complement(successor(complement(u)))) || -> member(null_class,union(null_class,u))*.
% 299.74/300.43 61680[4:Res:61326.1,11234.1] || equal(complement(u),null_class) equal(complement(u),cantor(xf))** -> .
% 299.74/300.43 61718[4:Res:61326.1,17917.0] || equal(complement(cantor(x__dfg)),null_class) subclass(universal_class,complement(element_relation))* -> .
% 299.74/300.43 61773[4:Res:61327.1,17917.0] || equal(complement(cantor(omega)),null_class) subclass(universal_class,complement(element_relation))* -> .
% 299.74/300.43 62061[4:Res:59193.0,414.1] inductive(intersection(symmetric_difference(universal_class,u),v)) || -> member(null_class,complement(u))*.
% 299.74/300.43 62453[4:Res:61193.0,414.1] inductive(symmetric_difference(universal_class,union(u,u))) || -> member(null_class,complement(u))*.
% 299.74/300.43 62525[4:SpR:47746.1,61605.0] || equal(successor(complement(u)),null_class) -> subclass(universal_class,union(u,u))*.
% 299.74/300.43 62532[4:Res:61605.0,414.1] inductive(complement(successor(complement(u)))) || -> member(null_class,union(u,u))*.
% 299.74/300.43 62587[4:Res:59822.0,414.1] inductive(union(null_class,restrict(u,v,w))) || -> member(null_class,u)*.
% 299.74/300.43 63025[0:Res:59150.0,414.1] inductive(intersection(restrict(u,v,w),x)) || -> member(null_class,u)*.
% 299.74/300.43 63333[4:Con:63332.1] || member(u,complement(successor(null_class)))* -> member(u,complement(singleton(null_class))).
% 299.74/300.43 64467[2:Obv:64453.0] || -> equal(intersection(regular(u),intersection(u,v)),null_class)** equal(u,null_class).
% 299.74/300.43 64469[2:Obv:64456.0] || -> equal(intersection(regular(u),intersection(v,u)),null_class)** equal(u,null_class).
% 299.74/300.43 64676[4:SpR:63899.1,28759.0] || equal(successor(complement(u)),null_class) -> equal(union(null_class,u),universal_class)**.
% 299.74/300.43 64705[4:SpR:63899.1,59933.0] || equal(successor(union(u,null_class)),null_class)** -> subclass(universal_class,complement(u)).
% 299.74/300.43 64713[4:SpR:63899.1,61001.0] || equal(successor(successor(u)),null_class) -> subclass(universal_class,complement(singleton(u)))*.
% 299.74/300.43 65538[4:Res:36356.0,63901.1] || equal(successor(complement(singleton(domain_relation))),null_class)** -> equal(singleton(domain_relation),null_class).
% 299.74/300.43 65801[6:MRR:65796.1,32172.0] || member(successor(null_class),universal_class) -> equal(apply(choice,successor(null_class)),null_class)**.
% 299.74/300.43 66307[4:Rew:28748.0,66065.1,10128.0,66065.1] || equal(null_class,u) -> equal(symmetric_difference(u,v),union(u,v))**.
% 299.74/300.43 66605[4:Rew:28748.0,66368.1,10128.0,66368.1] || equal(null_class,u) -> equal(symmetric_difference(v,u),union(v,u))**.
% 299.74/300.43 66612[4:Rew:50076.1,66611.1,66605.1,66611.1] || equal(singleton(u),null_class) -> equal(union(u,null_class),successor(u))**.
% 299.74/300.43 66801[4:MRR:66793.1,47062.0] || equal(complement(u),null_class) -> equal(regular(unordered_pair(u,null_class)),null_class)**.
% 299.74/300.43 67690[4:MRR:67684.1,47137.0] || equal(complement(u),null_class) -> equal(regular(unordered_pair(null_class,u)),null_class)**.
% 299.74/300.43 68653[4:Res:13.1,64986.1] || member(u,universal_class) equal(successor(unordered_pair(v,u)),null_class)** -> .
% 299.74/300.43 68655[4:Res:12.1,64986.1] || member(u,universal_class) equal(successor(unordered_pair(u,v)),null_class)** -> .
% 299.74/300.43 68710[4:Res:19302.1,64986.1] || equal(u,singleton(singleton(null_class)))* equal(successor(u),null_class)** -> .
% 299.74/300.43 68739[4:Res:283.1,64986.1] || equal(successor(u),null_class) -> equal(restrict(u,v,w),null_class)**.
% 299.74/300.43 68768[4:Res:431.1,64986.1] || subclass(ordered_pair(u,v),w)* equal(successor(w),null_class) -> .
% 299.74/300.43 69343[3:Rew:5282.0,69316.0] || -> equal(range__dfg(complement(cross_product(singleton(u),v)),u,v),single_valued2(xf))**.
% 299.74/300.43 69344[3:Rew:5261.0,69317.0] || -> equal(domain__dfg(complement(cross_product(u,singleton(v))),u,v),single_valued1(xf))**.
% 299.74/300.43 69353[0:SpR:69304.0,71.0] || -> equal(apply(complement(cross_product(singleton(u),universal_class)),u),sum_class(range_of(null_class)))**.
% 299.74/300.43 69388[9:SpL:39752.1,69345.0] function(u) || member(u,cantor(complement(cross_product(null_class,universal_class))))* -> .
% 299.74/300.43 69394[9:SpL:39510.1,69345.0] function(complement(cross_product(singleton(u),universal_class))) || member(u,universal_class)* -> .
% 299.74/300.43 69399[4:Res:67798.1,69345.0] || equal(complement(cantor(complement(cross_product(singleton(singleton(u)),universal_class)))),null_class)** -> .
% 299.74/300.43 69405[5:Res:25573.1,69345.0] || equal(cantor(complement(cross_product(singleton(apply(null_class,u)),universal_class))),universal_class)** -> .
% 299.74/300.43 69406[5:Res:21248.1,69345.0] || subclass(universal_class,cantor(complement(cross_product(singleton(apply(null_class,u)),universal_class))))* -> .
% 299.74/300.43 69407[4:Res:27909.1,69345.0] || equal(cantor(complement(cross_product(singleton(unordered_pair(u,v)),universal_class))),universal_class)** -> .
% 299.74/300.43 69408[4:Res:405.1,69345.0] || subclass(universal_class,cantor(complement(cross_product(singleton(unordered_pair(u,v)),universal_class))))* -> .
% 299.74/300.43 69414[5:Res:25575.1,69345.0] || equal(cantor(complement(cross_product(singleton(sum_class(range_of(null_class))),universal_class))),universal_class)** -> .
% 299.74/300.43 69415[5:Res:21256.1,69345.0] || subclass(universal_class,cantor(complement(cross_product(singleton(sum_class(range_of(null_class))),universal_class))))* -> .
% 299.74/300.43 69426[4:Res:27911.1,69345.0] || equal(cantor(complement(cross_product(singleton(ordered_pair(u,v)),universal_class))),universal_class)** -> .
% 299.74/300.43 69427[4:Res:429.1,69345.0] || subclass(universal_class,cantor(complement(cross_product(singleton(ordered_pair(u,v)),universal_class))))* -> .
% 299.74/300.43 69428[4:Res:31230.1,69345.0] || equal(cantor(complement(cross_product(singleton(ordered_pair(null_class,null_class)),universal_class))),domain_relation)** -> .
% 299.74/300.43 69429[4:Res:7349.1,69345.0] || subclass(domain_relation,cantor(complement(cross_product(singleton(ordered_pair(null_class,null_class)),universal_class))))* -> .
% 299.74/300.43 69441[4:SpL:47746.1,69389.0] || equal(cross_product(null_class,universal_class),null_class) member(universal_class,cantor(universal_class))* -> .
% 299.74/300.43 69953[4:Rew:29733.0,69873.0] || equal(union(null_class,complement(u)),null_class)** -> member(singleton(v),u)*.
% 299.74/300.43 69907[4:Res:27911.1,42116.0] || equal(union(null_class,u),universal_class) -> member(ordered_pair(v,w),u)*.
% 299.74/300.43 70036[4:SpR:28759.0,43541.0] || -> equal(intersection(union(null_class,u),restrict(complement(u),v,w)),null_class)**.
% 299.74/300.43 71165[0:SpR:25125.0,28650.1] || subclass(u,singleton(v))* -> member(v,u) subclass(u,null_class).
% 299.74/300.43 71497[4:SpR:71468.1,314.0] || equal(u,universal_class) -> equal(ordered_pair(null_class,u),singleton(singleton(null_class)))**.
% 299.74/300.43 71532[4:SpR:71468.1,47487.0] || equal(u,universal_class) -> member(null_class,complement(singleton(ordered_pair(u,v))))*.
% 299.74/300.43 71538[4:SpR:71468.1,315.0] || equal(u,universal_class) -> member(unordered_pair(v,null_class),ordered_pair(v,u))*.
% 299.74/300.43 71655[4:SpL:71468.1,52605.0] || equal(u,universal_class) member(null_class,singleton(ordered_pair(u,v)))* -> .
% 299.74/300.43 71882[4:Rew:19188.0,71536.1] || equal(u,universal_class) -> equal(apply(v,universal_class),apply(v,u))*.
% 299.74/300.43 71902[4:Rew:19189.0,71537.1] || equal(u,universal_class) -> equal(ordered_pair(v,universal_class),ordered_pair(v,u))*.
% 299.74/300.43 72143[4:MRR:72107.2,47483.0] || member(u,universal_class) subclass(domain_relation,ordered_pair(u,cantor(u)))* -> .
% 299.74/300.43 72498[4:Res:35696.1,72013.0] || member(inverse(u),universal_class)* equal(power_class(range_of(u)),universal_class) -> .
% 299.74/300.43 72698[0:MRR:72653.2,12451.1] || equal(u,v)* member(w,v)* -> member(w,u)*.
% 299.74/300.43 72783[4:Res:35696.1,72014.0] || member(inverse(u),universal_class)* equal(sum_class(range_of(u)),universal_class) -> .
% 299.74/300.43 73201[0:Obv:73166.1] || subclass(u,v) -> subclass(intersection(u,w),intersection(v,w))*.
% 299.74/300.43 73511[0:Obv:73482.1] || subclass(u,v) -> subclass(intersection(w,u),intersection(v,w))*.
% 299.74/300.43 73539[4:Rew:31296.1,73538.0] || member(null_class,u) -> subclass(successor(null_class),intersection(u,singleton(null_class)))*.
% 299.74/300.43 73767[0:Res:73491.0,1057.1] || equal(intersection(u,v),universal_class) -> member(null_class,intersection(v,u))*.
% 299.74/300.43 73768[0:Res:73491.0,455.1] || equal(intersection(u,v),universal_class) -> member(x__dfg,intersection(v,u))*.
% 299.74/300.43 73769[0:Res:73491.0,443.1] || equal(intersection(u,v),universal_class) -> member(omega,intersection(v,u))*.
% 299.74/300.43 73863[4:Rew:73795.0,29617.0] || member(u,complement(v)) member(u,union(v,null_class))* -> .
% 299.74/300.43 73866[4:Rew:73795.0,29618.0] || -> subclass(symmetric_difference(complement(u),union(v,null_class)),union(u,complement(v)))*.
% 299.74/300.43 75191[4:Rew:29733.0,75190.0] || -> subclass(union(null_class,complement(apply(null_class,u))),complement(apply(null_class,v)))*.
% 299.74/300.43 75193[4:Rew:29733.0,75192.0] || -> subclass(union(null_class,complement(sum_class(range_of(null_class)))),complement(apply(null_class,u)))*.
% 299.74/300.43 74154[4:Rew:73795.0,63481.1] inductive(symmetric_difference(universal_class,union(u,null_class))) || -> member(null_class,complement(u))*.
% 299.74/300.43 74175[4:Rew:73795.0,29630.0] || -> subclass(symmetric_difference(union(u,null_class),complement(v)),union(complement(u),v))*.
% 299.74/300.43 74195[4:Rew:73795.0,29656.0] || subclass(universal_class,complement(u)) subclass(domain_relation,union(u,null_class))* -> .
% 299.74/300.43 74196[4:Rew:73795.0,29655.0] || subclass(universal_class,complement(u)) subclass(universal_class,union(u,null_class))* -> .
% 299.74/300.43 74198[4:Rew:73795.0,29658.0] || subclass(domain_relation,complement(u)) subclass(domain_relation,union(u,null_class))* -> .
% 299.74/300.43 74199[4:Rew:73795.0,29657.0] || subclass(domain_relation,complement(u)) subclass(universal_class,union(u,null_class))* -> .
% 299.74/300.43 74200[4:Rew:73795.0,39212.0] || equal(complement(u),domain_relation) subclass(domain_relation,union(u,null_class))* -> .
% 299.74/300.43 74201[4:Rew:73795.0,39177.0] || equal(complement(u),domain_relation) subclass(universal_class,union(u,null_class))* -> .
% 299.74/300.43 74203[4:Rew:73795.0,29660.0] || equal(complement(u),domain_relation) equal(union(u,null_class),domain_relation)** -> .
% 299.74/300.43 74204[4:Rew:73795.0,29668.0] || -> member(singleton(null_class),complement(u)) member(singleton(null_class),union(u,null_class))*.
% 299.74/300.43 74215[4:Rew:73795.0,64682.0] || equal(successor(complement(u)),null_class) -> equal(union(u,null_class),universal_class)**.
% 299.74/300.43 74305[4:Rew:73795.0,70038.0] || -> equal(intersection(union(u,null_class),restrict(complement(u),v,w)),null_class)**.
% 299.74/300.43 75198[4:Rew:29733.0,75197.0] || -> subclass(union(null_class,complement(apply(null_class,u))),complement(sum_class(range_of(null_class))))*.
% 299.74/300.43 75199[4:Rew:28759.0,74436.1] inductive(symmetric_difference(universal_class,complement(omega))) || -> equal(union(null_class,omega),omega)**.
% 299.74/300.43 75200[4:Rew:28759.0,74443.1] || equal(successor(u),null_class) -> equal(union(null_class,singleton(u)),null_class)**.
% 299.74/300.43 75203[4:Rew:28759.0,74461.1] || equal(null_class,u) -> subclass(union(null_class,v),union(u,v))*.
% 299.74/300.43 74815[9:Rew:74517.0,40381.1] one_to_one(u) || -> equal(union(null_class,inverse(u)),successor(inverse(u)))**.
% 299.74/300.43 75225[4:Rew:74517.0,74836.0] || -> subclass(union(null_class,apply(null_class,u)),union(null_class,apply(null_class,v)))*.
% 299.74/300.43 75228[4:Rew:74517.0,74873.0] || -> subclass(union(null_class,sum_class(range_of(null_class))),union(null_class,apply(null_class,u)))*.
% 299.74/300.43 75229[4:Rew:74517.0,74874.0] || -> subclass(union(null_class,apply(null_class,u)),union(null_class,sum_class(range_of(null_class))))*.
% 299.74/300.43 75034[4:Rew:75021.0,12467.1] || member(u,union(v,null_class))* -> member(u,union(null_class,v))*.
% 299.74/300.43 75035[4:Rew:75021.0,10470.0] || member(u,union(null_class,v))* -> member(u,union(v,null_class))*.
% 299.74/300.43 75046[4:Rew:75021.0,49777.1] || equal(null_class,u) -> subclass(union(null_class,v),union(v,u))*.
% 299.74/300.43 75058[4:Rew:75021.0,41098.1] || equal(union(u,null_class),universal_class)** -> equal(union(null_class,u),universal_class)**.
% 299.74/300.43 75063[4:Rew:75021.0,12317.0] || equal(union(null_class,u),universal_class) -> member(omega,union(u,null_class))*.
% 299.74/300.43 75064[4:Rew:75021.0,12316.0] || equal(union(null_class,u),universal_class) -> member(x__dfg,union(u,null_class))*.
% 299.74/300.43 75065[4:Rew:75021.0,12311.0] || equal(union(null_class,u),universal_class) -> member(null_class,union(u,null_class))*.
% 299.74/300.43 75070[4:Rew:75021.0,66184.1] || equal(union(u,null_class),null_class)** -> equal(union(null_class,u),null_class)**.
% 299.74/300.43 75072[4:Rew:75021.0,46235.1] || subclass(union(u,null_class),null_class)* -> equal(union(null_class,u),null_class).
% 299.74/300.43 75255[4:Rew:73795.0,74090.0] || -> equal(power_class(complement(apply(null_class,u))),power_class(complement(apply(null_class,v))))*.
% 299.74/300.43 75259[4:Rew:73795.0,74106.0] || -> equal(power_class(complement(apply(null_class,u))),power_class(complement(sum_class(range_of(null_class)))))*.
% 299.74/300.43 75273[4:Rew:73795.0,74238.1] || -> subclass(regular(complement(u)),union(u,null_class))* equal(complement(u),null_class).
% 299.74/300.43 75426[4:Rew:75235.0,75048.1] || equal(null_class,u) -> equal(union(v,u),union(null_class,v))*.
% 299.74/300.43 75756[4:Rew:28748.0,75654.1] || equal(singleton(u),null_class) -> equal(union(null_class,u),successor(u))**.
% 299.74/300.43 75758[4:Rew:28748.0,75656.1] || equal(null_class,u) -> equal(union(null_class,singleton(u)),successor(u))**.
% 299.74/300.43 75759[4:Rew:75751.0,50542.1] || equal(u,universal_class) -> equal(symmetric_difference(power_class(universal_class),power_class(u)),null_class)**.
% 299.74/300.43 76864[9:Rew:28759.0,76863.1] function(intersection(u,universal_class)) || -> equal(union(null_class,u),successor(u))**.
% 299.74/300.43 77361[5:Res:75463.0,4.0] || subclass(universal_class,u) -> member(regular(complement(sum_class(range_of(null_class)))),u)*.
% 299.74/300.43 77691[5:Res:75461.0,4.0] || subclass(universal_class,u) -> member(regular(complement(apply(null_class,v))),u)*.
% 299.74/300.43 77741[4:SpR:74517.0,30316.0] || -> member(regular(union(u,null_class)),u)* equal(union(null_class,u),null_class).
% 299.74/300.43 78018[4:Res:77739.0,10.0] || subclass(u,union(u,null_class))* -> equal(union(u,null_class),u).
% 299.74/300.43 78795[4:Rew:28751.0,78561.0] || equal(union(u,null_class),universal_class) -> member(null_class,union(u,u))*.
% 299.74/300.43 78796[4:Rew:28751.0,78568.0] || equal(union(u,null_class),universal_class) -> member(omega,union(u,u))*.
% 299.74/300.43 78797[4:Rew:28751.0,78569.0] || equal(union(u,null_class),universal_class) -> member(x__dfg,union(u,u))*.
% 299.74/300.43 79146[4:Res:77756.0,1057.1] || equal(intersection(union(u,null_class),v),universal_class)** -> member(null_class,u).
% 299.74/300.43 79147[4:Res:77756.0,455.1] || equal(intersection(union(u,null_class),v),universal_class)** -> member(x__dfg,u).
% 299.74/300.43 79148[4:Res:77756.0,443.1] || equal(intersection(union(u,null_class),v),universal_class)** -> member(omega,u).
% 299.74/300.43 79247[4:Res:77782.0,1057.1] || equal(intersection(u,union(v,null_class)),universal_class)** -> member(null_class,v).
% 299.74/300.43 79248[4:Res:77782.0,455.1] || equal(intersection(u,union(v,null_class)),universal_class)** -> member(x__dfg,v).
% 299.74/300.43 79249[4:Res:77782.0,443.1] || equal(intersection(u,union(v,null_class)),universal_class)** -> member(omega,v).
% 299.74/300.43 79315[9:Res:77998.1,1057.1] function(u) || equal(successor(u),universal_class) -> member(null_class,u)*.
% 299.74/300.43 79316[9:Res:77998.1,455.1] function(u) || equal(successor(u),universal_class) -> member(x__dfg,u)*.
% 299.74/300.43 79317[9:Res:77998.1,443.1] function(u) || equal(successor(u),universal_class) -> member(omega,u)*.
% 299.74/300.43 79390[4:Res:78131.0,1057.1] || equal(union(u,u),universal_class)** -> member(null_class,union(u,null_class))*.
% 299.74/300.43 79391[4:Res:78131.0,455.1] || equal(union(u,u),universal_class)** -> member(x__dfg,union(u,null_class))*.
% 299.74/300.43 79392[4:Res:78131.0,443.1] || equal(union(u,u),universal_class)** -> member(omega,union(u,null_class))*.
% 299.74/300.43 79649[4:Res:78585.0,1057.1] || equal(union(u,u),universal_class)** -> member(null_class,union(null_class,u))*.
% 299.74/300.43 79650[4:Res:78585.0,455.1] || equal(union(u,u),universal_class)** -> member(x__dfg,union(null_class,u))*.
% 299.74/300.43 79651[4:Res:78585.0,443.1] || equal(union(u,u),universal_class)** -> member(omega,union(null_class,u))*.
% 299.74/300.43 79682[0:SpR:75578.0,184.1] || -> equal(intersection(u,v),null_class) member(regular(intersection(v,u)),v)*.
% 299.74/300.43 79683[0:SpR:75578.0,192.1] || -> equal(intersection(u,v),null_class) member(regular(intersection(v,u)),u)*.
% 299.74/300.43 80312[0:SpR:80005.0,1160.1] || equal(symmetric_difference(u,v),universal_class) -> member(null_class,union(v,u))*.
% 299.74/300.43 80318[0:SpR:80005.0,585.1] || equal(symmetric_difference(u,v),universal_class) -> member(omega,union(v,u))*.
% 299.74/300.43 80319[0:SpR:80005.0,611.1] || equal(symmetric_difference(u,v),universal_class) -> member(x__dfg,union(v,u))*.
% 299.74/300.43 81169[0:SpL:80566.0,574.0] || member(u,symmetric_difference(v,w))* -> member(u,union(w,v)).
% 299.74/300.43 82173[4:Res:73824.0,414.1] inductive(complement(successor(complement(u)))) || -> member(null_class,union(u,null_class))*.
% 299.74/300.43 82338[0:SpR:47967.0,79675.0] || -> subclass(symmetric_difference(power_class(u),complement(v)),union(v,complement(power_class(u))))*.
% 299.74/300.43 82339[0:SpR:47973.0,79675.0] || -> subclass(symmetric_difference(complement(u),power_class(v)),union(complement(power_class(v)),u))*.
% 299.74/300.43 82367[0:Res:79675.0,414.1] inductive(symmetric_difference(u,v)) || -> member(null_class,complement(intersection(v,u)))*.
% 299.74/300.43 82642[6:SpR:75151.0,32578.1] || -> member(null_class,apply(null_class,u))* member(null_class,complement(sum_class(range_of(null_class))))*.
% 299.74/300.43 82709[6:SpR:75151.0,32578.1] || -> member(null_class,sum_class(range_of(null_class))) member(null_class,complement(apply(null_class,u)))*.
% 299.74/300.43 82864[4:Rew:47963.0,82622.0] || -> equal(complement(power_class(sum_class(range_of(null_class)))),complement(power_class(apply(null_class,u))))*.
% 299.74/300.43 82892[4:Rew:29.0,82624.0] || -> equal(union(sum_class(range_of(null_class)),u),union(apply(null_class,v),u))*.
% 299.74/300.43 82897[4:Rew:29.0,82668.0] || -> equal(union(u,sum_class(range_of(null_class))),union(u,apply(null_class,v)))*.
% 299.74/300.43 83117[4:Rew:75578.0,83116.0] || -> equal(intersection(complement(compose(element_relation,universal_class)),restrict(element_relation,u,v)),null_class)**.
% 299.74/300.43 83299[4:Res:35696.1,72023.0] || member(inverse(u),universal_class)* equal(cantor(range_of(u)),universal_class) -> .
% 299.74/300.43 83728[6:SpR:74143.0,32578.1] || -> member(null_class,union(u,null_class)) member(null_class,union(null_class,complement(u)))*.
% 299.74/300.43 83780[9:SpR:39851.1,74143.0] function(u) || -> equal(union(null_class,complement(u)),complement(successor(u)))**.
% 299.74/300.43 83872[4:Rew:28748.0,83710.0,10128.0,83710.0,28759.0,83710.0,250.0,83710.0] || -> equal(union(union(null_class,u),v),union(union(u,null_class),v))*.
% 299.74/300.43 83877[4:Rew:28748.0,83754.0,10128.0,83754.0,28759.0,83754.0,251.0,83754.0] || -> equal(union(u,union(null_class,v)),union(u,union(v,null_class)))*.
% 299.74/300.43 83985[9:SpR:39851.1,74156.1] function(u) || -> member(null_class,complement(u))* member(null_class,successor(u)).
% 299.74/300.43 84036[6:SpR:75150.0,32578.1] || -> member(null_class,apply(null_class,u))* member(null_class,complement(apply(null_class,v)))*.
% 299.74/300.43 84280[4:Rew:47963.0,84016.0] || -> equal(complement(power_class(apply(null_class,u))),complement(power_class(apply(null_class,v))))*.
% 299.74/300.43 84300[4:Rew:29.0,84018.0] || -> equal(union(apply(null_class,u),v),union(apply(null_class,w),v))*.
% 299.74/300.43 84305[4:Rew:29.0,84062.0] || -> equal(union(u,apply(null_class,v)),union(u,apply(null_class,w)))*.
% 299.74/300.43 85781[2:Res:72136.0,628.0] || -> equal(singleton(complement(singleton(u))),null_class)** equal(complement(singleton(u)),u).
% 299.74/300.43 86145[9:SpR:75747.1,59213.0] function(intersection(u,v)) || -> subclass(successor(intersection(u,v)),u)*.
% 299.74/300.43 86146[9:SpR:75747.1,60803.0] function(intersection(u,v)) || -> subclass(successor(intersection(u,v)),v)*.
% 299.74/300.43 86237[9:SpL:75747.1,42116.0] function(u) || member(v,successor(u))* -> member(v,u).
% 299.74/300.43 86650[5:SpL:77752.0,21266.0] || subclass(universal_class,union(u,null_class))* -> member(sum_class(range_of(null_class)),u).
% 299.74/300.43 86652[4:SpL:77752.0,672.0] || subclass(universal_class,union(u,null_class))* -> member(unordered_pair(v,w),u)*.
% 299.74/300.43 86658[5:SpL:77752.0,21644.0] || equal(union(u,null_class),universal_class) -> member(sum_class(range_of(null_class)),u)*.
% 299.74/300.43 86670[4:SpL:77752.0,8051.0] || subclass(domain_relation,union(u,null_class))* -> member(ordered_pair(null_class,null_class),u).
% 299.74/300.43 86672[4:SpL:77752.0,16318.0] || equal(union(u,null_class),domain_relation) -> member(ordered_pair(null_class,null_class),u)*.
% 299.74/300.43 86728[4:Rew:77752.0,86562.0] || -> equal(union(u,null_class),null_class) member(regular(union(u,null_class)),u)*.
% 299.74/300.43 87343[9:SpL:39752.1,72139.0] function(u) || subclass(ordered_pair(v,u),unordered_pair(v,null_class))* -> .
% 299.74/300.43 87564[5:Res:25573.1,77882.0] || equal(union(u,null_class),universal_class) -> member(apply(null_class,v),u)*.
% 299.74/300.43 87565[5:Res:21248.1,77882.0] || subclass(universal_class,union(u,null_class))* -> member(apply(null_class,v),u)*.
% 299.74/300.43 87566[4:Res:27909.1,77882.0] || equal(union(u,null_class),universal_class) -> member(unordered_pair(v,w),u)*.
% 299.74/300.43 87591[4:Res:27911.1,77882.0] || equal(union(u,null_class),universal_class) -> member(ordered_pair(v,w),u)*.
% 299.74/300.43 87592[4:Res:429.1,77882.0] || subclass(universal_class,union(u,null_class))* -> member(ordered_pair(v,w),u)*.
% 299.74/300.43 88118[6:SpR:80128.0,32578.1] || -> member(null_class,symmetric_difference(u,v)) member(null_class,complement(symmetric_difference(v,u)))*.
% 299.74/300.43 88366[0:Rew:47963.0,88098.0] || -> equal(complement(power_class(symmetric_difference(u,v))),complement(power_class(symmetric_difference(v,u))))*.
% 299.74/300.43 88382[0:Rew:29.0,88100.0] || -> equal(union(symmetric_difference(u,v),w),union(symmetric_difference(v,u),w))*.
% 299.74/300.43 88387[0:Rew:29.0,88145.0] || -> equal(union(u,symmetric_difference(v,w)),union(u,symmetric_difference(w,v)))*.
% 299.74/300.43 88480[4:SpR:28759.0,80315.0] || -> subclass(symmetric_difference(complement(u),union(null_class,v)),union(complement(v),u))*.
% 299.74/300.43 88504[4:SpR:28759.0,80315.0] || -> subclass(symmetric_difference(union(null_class,u),complement(v)),union(v,complement(u)))*.
% 299.74/300.43 88769[4:Con:88744.1] || member(u,union(null_class,v))* -> member(u,union(v,v))*.
% 299.74/300.43 88873[4:Con:88849.1] || member(u,union(v,v))* -> member(u,union(v,null_class))*.
% 299.74/300.43 89249[9:SpL:39752.1,87357.0] function(u) || equal(unordered_pair(v,null_class),ordered_pair(v,u))* -> .
% 299.74/300.43 89535[4:Con:89514.1] || member(u,union(v,null_class))* -> member(u,union(v,v))*.
% 299.74/300.43 89846[4:Con:89820.1] || member(u,union(v,v))* -> member(u,union(null_class,v))*.
% 299.74/300.43 90249[4:SpR:50038.1,28670.0] || equal(intersection(u,v),null_class) -> subclass(intersection(u,v),null_class)*.
% 299.74/300.43 90707[5:SpL:42086.0,21266.0] || subclass(universal_class,union(u,u))* -> member(sum_class(range_of(null_class)),u).
% 299.74/300.43 90709[4:SpL:42086.0,672.0] || subclass(universal_class,union(u,u))* -> member(unordered_pair(v,w),u)*.
% 299.74/300.43 90715[5:SpL:42086.0,21644.0] || equal(union(u,u),universal_class)** -> member(sum_class(range_of(null_class)),u)*.
% 299.74/300.43 90727[4:SpL:42086.0,8051.0] || subclass(domain_relation,union(u,u))* -> member(ordered_pair(null_class,null_class),u).
% 299.74/300.43 90729[4:SpL:42086.0,16318.0] || equal(union(u,u),domain_relation)** -> member(ordered_pair(null_class,null_class),u)*.
% 299.74/300.43 90791[4:Rew:42086.0,90602.0] || -> equal(union(u,u),null_class) member(regular(union(u,u)),u)*.
% 299.74/300.43 91445[4:SpL:48511.0,91204.0] || equal(complement(power_class(u)),null_class) -> subclass(complement(power_class(u)),v)*.
% 299.74/300.43 91765[5:Res:25573.1,58102.0] || equal(union(u,u),universal_class)** -> member(apply(null_class,v),u)*.
% 299.74/300.43 91766[5:Res:21248.1,58102.0] || subclass(universal_class,union(u,u))* -> member(apply(null_class,v),u)*.
% 299.74/300.43 91767[4:Res:27909.1,58102.0] || equal(union(u,u),universal_class)** -> member(unordered_pair(v,w),u)*.
% 299.74/300.43 91793[4:Res:27911.1,58102.0] || equal(union(u,u),universal_class)** -> member(ordered_pair(v,w),u)*.
% 299.74/300.43 91794[4:Res:429.1,58102.0] || subclass(universal_class,union(u,u))* -> member(ordered_pair(v,w),u)*.
% 299.74/300.43 92186[0:SpR:75599.0,58588.1] || subclass(union(u,v),w) -> subclass(symmetric_difference(u,v),w)*.
% 299.74/300.43 92556[9:SpR:75747.1,92197.1] function(u) || subclass(u,v) -> subclass(successor(u),v)*.
% 299.74/300.43 92569[4:SpR:36660.0,92197.1] || subclass(complement(singleton(null_class)),u) -> subclass(complement(successor(null_class)),u)*.
% 299.74/300.43 92815[2:SpR:71286.1,43463.1] || subclass(u,v)* subclass(v,null_class)* -> equal(u,null_class).
% 299.74/300.43 92868[0:SpR:71286.1,58588.1] || subclass(u,v)* subclass(v,w)* -> subclass(u,w)*.
% 299.74/300.43 92891[0:SpR:71286.1,25125.0] || subclass(u,singleton(v))* -> equal(u,null_class) member(v,u).
% 299.74/300.43 92895[4:SpR:71286.1,75087.0] || subclass(u,union(null_class,v))* -> subclass(u,union(v,null_class))*.
% 299.74/300.43 92896[4:SpR:71286.1,85955.0] || subclass(u,union(null_class,v))* -> subclass(u,union(v,v))*.
% 299.74/300.43 92898[4:SpR:71286.1,85984.0] || subclass(u,union(v,v))* -> subclass(u,union(v,null_class))*.
% 299.74/300.43 92899[4:SpR:71286.1,89138.0] || subclass(u,union(v,v))* -> subclass(u,union(null_class,v))*.
% 299.74/300.43 92901[4:SpR:71286.1,89591.0] || subclass(u,union(v,null_class))* -> subclass(u,union(null_class,v))*.
% 299.74/300.43 92902[4:SpR:71286.1,89048.0] || subclass(u,union(v,null_class))* -> subclass(u,union(v,v))*.
% 299.74/300.43 92904[9:SpR:71286.1,79114.1] function(u) || subclass(v,successor(u))* -> subclass(v,u).
% 299.74/300.43 92908[4:SpR:71286.1,59550.0] || subclass(u,complement(successor(null_class)))* -> subclass(u,complement(singleton(null_class))).
% 299.74/300.43 93061[4:Rew:28748.0,92843.1,75578.0,92843.1,10128.0,92843.1,28751.0,92843.1,71448.1,92843.1] || subclass(singleton(u),u)* -> equal(union(u,null_class),successor(u)).
% 299.74/300.43 93347[4:Res:51.1,92912.0] inductive(successor(null_class)) || -> subclass(image(successor_relation,successor(null_class)),singleton(null_class))*.
% 299.74/300.43 93386[4:Res:58588.1,92912.0] || subclass(u,successor(null_class)) -> subclass(intersection(u,v),singleton(null_class))*.
% 299.74/300.43 93388[4:Res:57163.1,92912.0] || subclass(u,successor(null_class)) -> subclass(intersection(v,u),singleton(null_class))*.
% 299.74/300.43 93391[4:Res:92197.1,92912.0] || subclass(u,successor(null_class)) -> subclass(union(null_class,u),singleton(null_class))*.
% 299.74/300.43 93395[4:Res:92198.1,92912.0] || subclass(u,successor(null_class)) -> subclass(union(u,null_class),singleton(null_class))*.
% 299.74/300.43 93709[0:Obv:93660.0] || -> subclass(intersection(u,symmetric_difference(v,w)),intersection(union(v,w),u))*.
% 299.74/300.43 93975[0:Obv:93924.0] || -> subclass(intersection(symmetric_difference(u,v),w),intersection(union(u,v),w))*.
% 299.74/300.43 94094[6:MRR:94048.1,32173.0] || equal(image(successor_relation,singleton(null_class)),successor(null_class))** -> inductive(singleton(null_class)).
% 299.74/300.43 94134[4:SpR:71286.1,93356.0] || subclass(u,intersection(successor(null_class),v))* -> subclass(u,singleton(null_class)).
% 299.74/300.43 94164[4:Con:94148.0] || member(u,intersection(successor(null_class),v))* -> member(u,singleton(null_class)).
% 299.74/300.43 94338[4:Con:94331.1] || member(u,intersection(v,successor(null_class)))* -> member(u,singleton(null_class)).
% 299.74/300.43 94438[4:SpR:71286.1,93387.0] || subclass(u,intersection(v,successor(null_class)))* -> subclass(u,singleton(null_class)).
% 299.74/300.43 94474[4:Res:51.1,93561.0] inductive(successor(null_class)) || equal(image(successor_relation,successor(null_class)),universal_class)** -> .
% 299.74/300.43 94513[4:Res:58588.1,93561.0] || subclass(u,successor(null_class))* equal(intersection(u,v),universal_class)** -> .
% 299.74/300.43 94515[4:Res:57163.1,93561.0] || subclass(u,successor(null_class))* equal(intersection(v,u),universal_class)** -> .
% 299.74/300.43 94518[4:Res:92197.1,93561.0] || subclass(u,successor(null_class))* equal(union(null_class,u),universal_class) -> .
% 299.74/300.43 94522[4:Res:92198.1,93561.0] || subclass(u,successor(null_class))* equal(union(u,null_class),universal_class) -> .
% 299.74/300.43 94909[4:Con:94902.1] || member(u,complement(compose(element_relation,universal_class)))* -> member(u,complement(element_relation)).
% 299.74/300.43 94935[4:SpR:71286.1,94880.0] || subclass(u,complement(compose(element_relation,universal_class)))* -> subclass(u,complement(element_relation)).
% 299.74/300.43 95094[4:SpL:71286.1,94483.0] || subclass(u,intersection(successor(null_class),v))* equal(u,universal_class) -> .
% 299.74/300.43 95255[4:SpL:71286.1,94514.0] || subclass(u,intersection(v,successor(null_class)))* equal(u,universal_class) -> .
% 299.74/300.43 95318[4:Res:92205.1,92894.0] || subclass(singleton(null_class),union(null_class,u))* -> subclass(successor(null_class),u).
% 299.74/300.43 95355[4:Res:58588.1,92894.0] || subclass(u,union(null_class,v)) -> subclass(intersection(u,w),v)*.
% 299.74/300.43 95357[4:Res:57163.1,92894.0] || subclass(u,union(null_class,v)) -> subclass(intersection(w,u),v)*.
% 299.74/300.43 95362[4:Res:92197.1,92894.0] || subclass(u,union(null_class,v)) -> subclass(union(null_class,u),v)*.
% 299.74/300.43 95377[4:Res:92198.1,92894.0] || subclass(u,union(null_class,v)) -> subclass(union(u,null_class),v)*.
% 299.74/300.43 95404[4:SpR:47972.0,95322.0] || -> subclass(complement(successor(power_class(complement(power_class(u))))),image(element_relation,power_class(u)))*.
% 299.74/300.43 95558[2:MRR:95555.0,101.0] || subclass(composition_function,element_relation) -> member(null_class,ordered_pair(null_class,compose(null_class,null_class)))*.
% 299.74/300.43 95615[4:SpR:47746.1,95412.0] || equal(successor(union(null_class,u)),null_class)** -> subclass(universal_class,complement(u)).
% 299.74/300.43 95622[4:Res:95412.0,414.1] inductive(complement(successor(union(null_class,u)))) || -> member(null_class,complement(u))*.
% 299.74/300.43 95785[9:SpR:75747.1,95477.0] function(complement(u)) || -> subclass(complement(successor(successor(complement(u)))),u)*.
% 299.74/300.43 95794[4:SpR:47746.1,95477.0] || equal(successor(union(null_class,complement(u))),null_class)** -> subclass(universal_class,u).
% 299.74/300.43 95801[4:Res:95477.0,414.1] inductive(complement(successor(union(null_class,complement(u))))) || -> member(null_class,u)*.
% 299.74/300.43 95912[4:Res:95588.0,414.1] inductive(complement(successor(union(u,null_class)))) || -> member(null_class,complement(u))*.
% 299.74/300.43 96006[4:SpR:47746.1,95600.0] || equal(successor(union(u,u)),null_class)** -> subclass(universal_class,complement(u)).
% 299.74/300.43 96013[4:Res:95600.0,414.1] inductive(complement(successor(union(u,u)))) || -> member(null_class,complement(u))*.
% 299.74/300.43 96445[9:SpL:75747.1,95298.0] function(u) || equal(successor(u),universal_class) -> subclass(v,u)*.
% 299.74/300.43 96626[9:SpR:75747.1,95315.0] function(u) || -> subclass(union(null_class,intersection(successor(u),v)),u)*.
% 299.74/300.43 96639[4:SpR:36660.0,95315.0] || -> subclass(union(null_class,intersection(complement(successor(null_class)),u)),complement(singleton(null_class)))*.
% 299.74/300.43 96961[9:SpR:75747.1,95358.0] function(u) || -> subclass(union(null_class,intersection(v,successor(u))),u)*.
% 299.74/300.43 96974[4:SpR:36660.0,95358.0] || -> subclass(union(null_class,intersection(u,complement(successor(null_class)))),complement(singleton(null_class)))*.
% 299.74/300.43 97532[4:SpR:71286.1,96617.0] || subclass(u,union(v,null_class)) -> subclass(union(null_class,u),v)*.
% 299.74/300.43 98346[4:Res:92205.1,92900.0] || subclass(singleton(null_class),union(u,null_class))* -> subclass(successor(null_class),u).
% 299.74/300.43 98389[4:Res:58588.1,92900.0] || subclass(u,union(v,null_class)) -> subclass(intersection(u,w),v)*.
% 299.74/300.43 98391[4:Res:57163.1,92900.0] || subclass(u,union(v,null_class)) -> subclass(intersection(w,u),v)*.
% 299.74/300.43 98418[4:Res:92198.1,92900.0] || subclass(u,union(v,null_class)) -> subclass(union(u,null_class),v)*.
% 299.74/300.43 98754[9:SpL:75747.1,95299.0] function(u) || equal(successor(u),v) -> subclass(v,u)*.
% 299.74/300.43 98767[4:SpL:36660.0,95299.0] || equal(complement(successor(null_class)),u) -> subclass(u,complement(singleton(null_class)))*.
% 299.74/300.43 98785[9:SpR:75747.1,95309.0] function(u) || -> subclass(intersection(intersection(successor(u),v),w),u)*.
% 299.74/300.43 98798[4:SpR:36660.0,95309.0] || -> subclass(intersection(intersection(complement(successor(null_class)),u),v),complement(singleton(null_class)))*.
% 299.74/300.43 98835[4:SpR:71286.1,95309.0] || subclass(u,intersection(union(null_class,v),w))* -> subclass(u,v).
% 299.74/300.43 98909[4:Con:98878.0] || member(u,intersection(union(null_class,v),w))* -> member(u,v).
% 299.74/300.43 98923[9:SpR:75747.1,95320.0] function(u) || -> subclass(intersection(v,intersection(w,successor(u))),u)*.
% 299.74/300.43 98936[4:SpR:36660.0,95320.0] || -> subclass(intersection(u,intersection(v,complement(successor(null_class)))),complement(singleton(null_class)))*.
% 299.74/300.43 99032[4:Con:99010.1] || member(u,intersection(v,union(null_class,w)))* -> member(u,w).
% 299.74/300.43 99046[9:SpR:75747.1,95350.0] function(u) || -> subclass(intersection(v,intersection(successor(u),w)),u)*.
% 299.74/300.43 99059[4:SpR:36660.0,95350.0] || -> subclass(intersection(u,intersection(complement(successor(null_class)),v)),complement(singleton(null_class)))*.
% 299.74/300.43 99473[9:SpR:75747.1,95356.0] function(u) || -> subclass(intersection(intersection(v,successor(u)),w),u)*.
% 299.74/300.43 99486[4:SpR:36660.0,95356.0] || -> subclass(intersection(intersection(u,complement(successor(null_class))),v),complement(singleton(null_class)))*.
% 299.74/300.43 99520[4:SpR:71286.1,95356.0] || subclass(u,intersection(v,union(null_class,w)))* -> subclass(u,w).
% 299.74/300.43 99672[4:SpR:71286.1,96629.0] || subclass(u,union(v,v))* -> subclass(union(null_class,u),v)*.
% 299.74/300.43 101334[4:SpR:71286.1,98337.0] || subclass(u,intersection(union(v,null_class),w))* -> subclass(u,v).
% 299.74/300.43 101411[4:Con:101378.0] || member(u,intersection(union(v,null_class),w))* -> member(u,v).
% 299.74/300.43 101558[4:Con:101532.1] || member(u,intersection(v,union(w,null_class)))* -> member(u,w).
% 299.74/300.43 102028[4:SpR:71286.1,98390.0] || subclass(u,intersection(v,union(w,null_class)))* -> subclass(u,w).
% 299.74/300.43 103417[4:Rew:102293.0,29068.0] || -> equal(union(null_class,complement(union(u,v))),complement(union(u,v)))**.
% 299.74/300.43 103906[9:Rew:103871.0,74162.1] function(u) || -> equal(power_class(complement(successor(u))),power_class(complement(u)))**.
% 299.74/300.43 103907[0:Rew:102293.0,102463.0] || -> equal(power_class(complement(union(u,v))),power_class(complement(union(v,u))))*.
% 299.74/300.43 103922[4:Rew:46.0,102763.1] || equal(complement(successor(u)),null_class) -> subclass(complement(successor(u)),v)*.
% 299.74/300.43 104008[4:Rew:103959.0,40635.0] || -> equal(union(u,complement(successor(null_class))),union(complement(singleton(null_class)),u))*.
% 299.74/300.43 105236[4:SpL:103496.0,91204.0] || equal(union(u,v),null_class) -> subclass(union(u,v),w)*.
% 299.74/300.43 106877[4:Res:106412.0,1057.1] || equal(regular(complement(successor(u))),universal_class)** -> member(null_class,successor(u)).
% 299.74/300.43 106878[4:Res:106412.0,455.1] || equal(regular(complement(successor(u))),universal_class)** -> member(x__dfg,successor(u)).
% 299.74/300.43 106879[4:Res:106412.0,443.1] || equal(regular(complement(successor(u))),universal_class)** -> member(omega,successor(u)).
% 299.74/300.43 106936[4:Res:106427.0,1057.1] || equal(regular(complement(power_class(u))),universal_class)** -> member(null_class,power_class(u)).
% 299.74/300.43 106937[4:Res:106427.0,455.1] || equal(regular(complement(power_class(u))),universal_class)** -> member(x__dfg,power_class(u)).
% 299.74/300.43 106938[4:Res:106427.0,443.1] || equal(regular(complement(power_class(u))),universal_class)** -> member(omega,power_class(u)).
% 299.74/300.43 107291[4:SpR:75151.0,106506.0] || -> subclass(regular(union(null_class,complement(apply(null_class,u)))),sum_class(range_of(null_class)))*.
% 299.74/300.43 107295[4:SpR:75150.0,106506.0] || -> subclass(regular(union(null_class,complement(apply(null_class,u)))),apply(null_class,v))*.
% 299.74/300.43 107296[4:SpR:75151.0,106506.0] || -> subclass(regular(union(null_class,complement(sum_class(range_of(null_class))))),apply(null_class,u))*.
% 299.74/300.43 107311[4:Res:106506.0,1057.1] || equal(regular(union(null_class,complement(u))),universal_class)** -> member(null_class,u).
% 299.74/300.43 107312[4:Res:106506.0,455.1] || equal(regular(union(null_class,complement(u))),universal_class)** -> member(x__dfg,u).
% 299.74/300.43 107313[4:Res:106506.0,443.1] || equal(regular(union(null_class,complement(u))),universal_class)** -> member(omega,u).
% 299.74/300.43 107408[4:Res:106520.0,1057.1] || equal(regular(power_class(u)),universal_class) -> member(null_class,complement(power_class(u)))*.
% 299.74/300.43 107409[4:Res:106520.0,455.1] || equal(regular(power_class(u)),universal_class) -> member(x__dfg,complement(power_class(u)))*.
% 299.74/300.43 107410[4:Res:106520.0,443.1] || equal(regular(power_class(u)),universal_class) -> member(omega,complement(power_class(u)))*.
% 299.74/300.43 107427[4:Res:106521.0,1057.1] || equal(regular(successor(u)),universal_class) -> member(null_class,complement(successor(u)))*.
% 299.74/300.43 107428[4:Res:106521.0,455.1] || equal(regular(successor(u)),universal_class) -> member(x__dfg,complement(successor(u)))*.
% 299.74/300.43 107429[4:Res:106521.0,443.1] || equal(regular(successor(u)),universal_class) -> member(omega,complement(successor(u)))*.
% 299.74/300.43 107456[4:SpR:80128.0,107357.0] || -> subclass(regular(union(null_class,symmetric_difference(u,v))),complement(symmetric_difference(v,u)))*.
% 299.74/300.43 107459[4:SpR:75151.0,107357.0] || -> subclass(regular(union(null_class,sum_class(range_of(null_class)))),complement(apply(null_class,u)))*.
% 299.74/300.43 107463[4:SpR:75150.0,107357.0] || -> subclass(regular(union(null_class,apply(null_class,u))),complement(apply(null_class,v)))*.
% 299.74/300.43 107464[4:SpR:75151.0,107357.0] || -> subclass(regular(union(null_class,apply(null_class,u))),complement(sum_class(range_of(null_class))))*.
% 299.74/300.43 107499[4:Res:107357.0,1057.1] || equal(regular(union(null_class,u)),universal_class)** -> member(null_class,complement(u)).
% 299.74/300.43 107500[4:Res:107357.0,455.1] || equal(regular(union(null_class,u)),universal_class)** -> member(x__dfg,complement(u)).
% 299.74/300.43 107501[4:Res:107357.0,443.1] || equal(regular(union(null_class,u)),universal_class)** -> member(omega,complement(u)).
% 299.74/300.43 107649[0:Rew:75578.0,107554.0] || -> equal(intersection(power_class(complement(successor(u))),image(element_relation,successor(u))),null_class)**.
% 299.74/300.43 107650[4:Rew:80005.0,107555.0] || -> equal(union(power_class(complement(successor(u))),image(element_relation,successor(u))),universal_class)**.
% 299.74/300.43 107651[4:Rew:80566.0,107556.0] || -> equal(symmetric_difference(power_class(complement(successor(u))),image(element_relation,successor(u))),universal_class)**.
% 299.74/300.43 107573[4:SpR:103871.0,95322.0] || -> subclass(complement(successor(power_class(complement(successor(u))))),image(element_relation,successor(u)))*.
% 299.74/300.43 107574[4:SpR:103871.0,59945.0] || -> subclass(complement(successor(image(element_relation,successor(u)))),power_class(complement(successor(u))))*.
% 299.74/300.43 107762[4:Res:107467.0,1057.1] || equal(regular(union(u,null_class)),universal_class)** -> member(null_class,complement(u)).
% 299.74/300.43 107763[4:Res:107467.0,455.1] || equal(regular(union(u,null_class)),universal_class)** -> member(x__dfg,complement(u)).
% 299.74/300.43 107764[4:Res:107467.0,443.1] || equal(regular(union(u,null_class)),universal_class)** -> member(omega,complement(u)).
% 299.74/300.43 107871[4:Res:107480.0,1057.1] || equal(regular(union(u,u)),universal_class)** -> member(null_class,complement(u)).
% 299.74/300.43 107872[4:Res:107480.0,455.1] || equal(regular(union(u,u)),universal_class)** -> member(x__dfg,complement(u)).
% 299.74/300.43 107873[4:Res:107480.0,443.1] || equal(regular(union(u,u)),universal_class)** -> member(omega,complement(u)).
% 299.74/300.43 108048[9:SpR:75747.1,106733.0] function(complement(u)) || -> equal(union(u,successor(complement(u))),universal_class)**.
% 299.74/300.43 108279[0:SpR:103948.0,7792.0] || -> subclass(symmetric_difference(complement(u),successor(v)),union(u,complement(successor(v))))*.
% 299.74/300.43 108285[0:SpR:103948.0,79675.0] || -> subclass(symmetric_difference(successor(u),complement(v)),union(v,complement(successor(u))))*.
% 299.74/300.43 108742[4:SpL:28759.0,107302.0] || subclass(union(null_class,u),null_class)* -> subclass(regular(null_class),complement(u)).
% 299.74/300.43 108911[4:SpR:102314.0,103496.0] || -> equal(union(null_class,complement(symmetric_difference(u,v))),complement(symmetric_difference(u,v)))**.
% 299.74/300.43 109032[4:Rew:108911.0,88268.0] || equal(union(null_class,symmetric_difference(u,v)),complement(symmetric_difference(v,u)))** -> .
% 299.74/300.43 109035[4:Rew:108911.0,108561.0] || -> subclass(regular(complement(symmetric_difference(u,v))),union(null_class,symmetric_difference(v,u)))*.
% 299.74/300.43 109058[4:Rew:48542.0,108912.0,28759.0,108912.0,47963.0,108912.0,28759.0,108912.0] || -> equal(power_class(union(null_class,symmetric_difference(u,v))),power_class(symmetric_difference(u,v)))**.
% 299.74/300.43 109778[6:SpR:106411.0,32578.1] || -> member(null_class,union(u,v)) member(null_class,complement(union(v,u)))*.
% 299.74/300.43 110122[0:Rew:47963.0,109764.0] || -> equal(complement(power_class(union(u,v))),complement(power_class(union(v,u))))*.
% 299.74/300.43 110381[4:Rew:28759.0,110269.0] || -> subclass(regular(complement(symmetric_difference(u,v))),union(null_class,symmetric_difference(u,v)))*.
% 299.74/300.43 111176[0:SpR:43541.0,73202.0] || -> subclass(intersection(intersection(u,complement(v)),restrict(v,w,x)),null_class)*.
% 299.74/300.43 111177[0:SpR:25125.0,73202.0] || -> member(u,v) subclass(intersection(intersection(w,singleton(u)),v),null_class)*.
% 299.74/300.43 111260[0:SpR:71286.1,73202.0] || subclass(u,intersection(v,w))* -> subclass(u,intersection(w,u))*.
% 299.74/300.43 111316[0:Rew:31.0,111169.0] || -> subclass(restrict(intersection(u,v),w,x),restrict(v,w,x))*.
% 299.74/300.43 111317[0:Rew:31.0,111173.0] || -> subclass(intersection(restrict(u,v,w),x),restrict(x,v,w))*.
% 299.74/300.43 111619[0:SpR:43541.0,73203.0] || -> subclass(intersection(intersection(complement(u),v),restrict(u,w,x)),null_class)*.
% 299.74/300.43 111620[0:SpR:25125.0,73203.0] || -> member(u,v) subclass(intersection(intersection(singleton(u),w),v),null_class)*.
% 299.74/300.43 111703[0:SpR:71286.1,73203.0] || subclass(u,intersection(v,w))* -> subclass(u,intersection(v,u))*.
% 299.74/300.43 111759[0:Rew:31.0,111612.0] || -> subclass(restrict(intersection(u,v),w,x),restrict(u,w,x))*.
% 299.74/300.43 111779[4:SpR:24850.0,111688.0] || -> member(u,singleton(null_class)) subclass(intersection(successor(null_class),singleton(u)),null_class)*.
% 299.74/300.43 111811[4:SpR:71286.1,111688.0] || subclass(u,successor(null_class)) -> subclass(u,intersection(singleton(null_class),u))*.
% 299.74/300.43 111879[4:MRR:111871.2,6869.0] || member(u,singleton(singleton(null_class)))* member(u,successor(null_class)) -> .
% 299.74/300.43 112584[4:SpR:71286.1,111774.0] || subclass(u,successor(null_class)) -> subclass(u,intersection(u,singleton(null_class)))*.
% 299.74/300.43 112635[4:SpR:71286.1,111781.1] || subclass(u,successor(null_class))* -> member(null_class,u) subclass(u,null_class).
% 299.74/300.43 112759[6:MRR:112728.2,6869.0] || member(u,cross_product(v,w))* member(u,successor(null_class)) -> .
% 299.74/300.43 113143[6:SpR:112982.0,17311.1] || member(successor(null_class),universal_class) -> member(ordered_pair(successor(null_class),null_class),domain_relation)*.
% 299.74/300.43 113624[4:SpR:24850.0,111796.0] || -> member(u,singleton(null_class)) subclass(intersection(singleton(u),successor(null_class)),null_class)*.
% 299.74/300.43 113846[4:SpR:112653.1,73202.0] || -> member(null_class,u) subclass(intersection(intersection(v,successor(null_class)),u),null_class)*.
% 299.74/300.43 113850[4:SpR:112653.1,73203.0] || -> member(null_class,u) subclass(intersection(intersection(successor(null_class),v),u),null_class)*.
% 299.74/300.43 113893[4:SpR:112653.1,71286.1] || subclass(u,successor(null_class))* -> member(null_class,u) equal(null_class,u).
% 299.74/300.43 114520[4:Rew:75578.0,114344.1] || -> member(null_class,u) subclass(intersection(successor(null_class),intersection(v,u)),null_class)*.
% 299.74/300.43 114521[4:Rew:75578.0,114349.1] || -> member(null_class,u) subclass(intersection(successor(null_class),intersection(u,v)),null_class)*.
% 299.74/300.43 114523[4:Rew:10128.0,114367.1] || -> member(null_class,complement(u)) equal(union(u,complement(successor(null_class))),universal_class)**.
% 299.74/300.43 114696[4:Rew:75578.0,114570.1] || -> equal(u,null_class) subclass(intersection(regular(u),union(null_class,u)),null_class)*.
% 299.74/300.43 114576[4:SpR:24850.0,111679.0] || -> member(u,v) subclass(intersection(union(null_class,v),singleton(u)),null_class)*.
% 299.74/300.43 114699[4:Rew:75578.0,114577.1] || -> member(null_class,u) subclass(intersection(successor(null_class),union(null_class,u)),null_class)*.
% 299.74/300.43 114582[4:SpR:43541.0,111679.0] || -> subclass(intersection(union(null_class,complement(u)),restrict(u,v,w)),null_class)*.
% 299.74/300.43 114583[4:SpR:25125.0,111679.0] || -> member(u,v) subclass(intersection(union(null_class,singleton(u)),v),null_class)*.
% 299.74/300.43 114626[9:SpR:75747.1,111679.0] function(u) || -> subclass(intersection(successor(u),v),intersection(u,v))*.
% 299.74/300.43 114641[4:SpR:36660.0,111679.0] || -> subclass(intersection(complement(successor(null_class)),u),intersection(complement(singleton(null_class)),u))*.
% 299.74/300.43 114663[4:SpR:71286.1,111679.0] || subclass(u,union(null_class,v)) -> subclass(u,intersection(v,u))*.
% 299.74/300.43 114707[4:Rew:31.0,114574.0] || -> subclass(restrict(union(null_class,u),v,w),restrict(u,v,w))*.
% 299.74/300.43 114841[4:Rew:75578.0,114726.1] || -> equal(u,null_class) subclass(intersection(regular(u),union(u,null_class)),null_class)*.
% 299.74/300.43 114732[4:SpR:24850.0,111680.0] || -> member(u,v) subclass(intersection(union(v,null_class),singleton(u)),null_class)*.
% 299.74/300.43 114844[4:Rew:75578.0,114733.1] || -> member(null_class,u) subclass(intersection(successor(null_class),union(u,null_class)),null_class)*.
% 299.74/300.43 114807[4:SpR:71286.1,111680.0] || subclass(u,union(v,null_class)) -> subclass(u,intersection(v,u))*.
% 299.74/300.43 114854[4:Rew:31.0,114730.0] || -> subclass(restrict(union(u,null_class),v,w),restrict(u,v,w))*.
% 299.74/300.43 115002[4:Rew:75578.0,114876.1] || -> equal(u,null_class) subclass(intersection(u,union(null_class,regular(u))),null_class)*.
% 299.74/300.43 115005[4:Rew:75578.0,114888.0] || -> subclass(intersection(complement(u),union(null_class,restrict(u,v,w))),null_class)*.
% 299.74/300.43 114932[9:SpR:75747.1,114571.0] function(u) || -> subclass(intersection(successor(u),v),intersection(v,u))*.
% 299.74/300.43 114947[4:SpR:36660.0,114571.0] || -> subclass(intersection(complement(successor(null_class)),u),intersection(u,complement(singleton(null_class))))*.
% 299.74/300.43 114969[4:SpR:71286.1,114571.0] || subclass(u,union(null_class,v)) -> subclass(u,intersection(u,v))*.
% 299.74/300.43 115382[4:MRR:115341.2,6869.0] || member(u,union(null_class,complement(v)))* member(u,v) -> .
% 299.74/300.43 115445[4:MRR:115434.2,6869.0] || member(u,complement(successor(null_class)))* member(u,singleton(null_class)) -> .
% 299.74/300.43 116175[4:SpR:115340.0,32.0] || -> equal(restrict(union(null_class,complement(cross_product(u,v))),u,v),null_class)**.
% 299.74/300.43 116290[9:SpR:75747.1,115340.0] function(complement(u)) || -> equal(intersection(u,successor(complement(u))),null_class)**.
% 299.74/300.43 116538[9:SpR:75747.1,115354.0] function(complement(u)) || -> equal(symmetric_difference(u,successor(complement(u))),universal_class)**.
% 299.74/300.43 116820[4:SpR:24850.0,114646.0] || -> member(u,v) subclass(intersection(singleton(u),union(null_class,v)),null_class)*.
% 299.74/300.43 116827[4:SpR:25125.0,114646.0] || -> member(u,v) subclass(intersection(v,union(null_class,singleton(u))),null_class)*.
% 299.74/300.43 116872[9:SpR:75747.1,114646.0] function(u) || -> subclass(intersection(v,successor(u)),intersection(u,v))*.
% 299.74/300.43 116887[4:SpR:36660.0,114646.0] || -> subclass(intersection(u,complement(successor(null_class))),intersection(complement(singleton(null_class)),u))*.
% 299.74/300.43 117257[4:SpR:71286.1,114727.0] || subclass(u,union(v,null_class)) -> subclass(u,intersection(u,v))*.
% 299.74/300.43 117329[4:SpR:24850.0,114791.0] || -> member(u,v) subclass(intersection(singleton(u),union(v,null_class)),null_class)*.
% 299.74/300.43 117720[9:SpR:75747.1,114952.0] function(u) || -> subclass(intersection(v,successor(u)),intersection(v,u))*.
% 299.74/300.43 117735[4:SpR:36660.0,114952.0] || -> subclass(intersection(u,complement(successor(null_class))),intersection(u,complement(singleton(null_class))))*.
% 299.74/300.43 118091[4:SpR:117109.1,58588.1] || equal(u,universal_class) subclass(u,v)* -> subclass(w,v)*.
% 299.74/300.43 118099[4:SpR:117109.1,73202.0] || equal(intersection(u,v),universal_class)** -> subclass(w,intersection(v,w))*.
% 299.74/300.43 118100[4:SpR:117109.1,73203.0] || equal(intersection(u,v),universal_class)** -> subclass(w,intersection(u,w))*.
% 299.74/300.43 118101[4:SpR:117109.1,95309.0] || equal(intersection(union(null_class,u),v),universal_class)** -> subclass(w,u)*.
% 299.74/300.43 118102[4:SpR:117109.1,98337.0] || equal(intersection(union(u,null_class),v),universal_class)** -> subclass(w,u)*.
% 299.74/300.43 118103[4:SpR:117109.1,95356.0] || equal(intersection(u,union(null_class,v)),universal_class)** -> subclass(w,v)*.
% 299.74/300.43 118104[4:SpR:117109.1,98390.0] || equal(intersection(u,union(v,null_class)),universal_class)** -> subclass(w,v)*.
% 299.74/300.43 118113[4:SpR:117109.1,43541.0] || equal(complement(u),universal_class) -> equal(restrict(u,v,w),null_class)**.
% 299.74/300.43 118121[4:SpR:117109.1,75087.0] || equal(union(null_class,u),universal_class) -> subclass(v,union(u,null_class))*.
% 299.74/300.43 118122[4:SpR:117109.1,85955.0] || equal(union(null_class,u),universal_class) -> subclass(v,union(u,u))*.
% 299.74/300.43 118125[4:SpR:117109.1,111679.0] || equal(union(null_class,u),universal_class) -> subclass(v,intersection(u,v))*.
% 299.74/300.43 118126[4:SpR:117109.1,114571.0] || equal(union(null_class,u),universal_class) -> subclass(v,intersection(v,u))*.
% 299.74/300.43 118128[4:SpR:117109.1,85984.0] || equal(union(u,u),universal_class)** -> subclass(v,union(u,null_class))*.
% 299.74/300.43 118129[4:SpR:117109.1,89138.0] || equal(union(u,u),universal_class)** -> subclass(v,union(null_class,u))*.
% 299.74/300.43 118133[4:SpR:117109.1,89048.0] || equal(union(u,null_class),universal_class) -> subclass(v,union(u,u))*.
% 299.74/300.43 118136[4:SpR:117109.1,111680.0] || equal(union(u,null_class),universal_class) -> subclass(v,intersection(u,v))*.
% 299.74/300.43 118137[4:SpR:117109.1,114727.0] || equal(union(u,null_class),universal_class) -> subclass(v,intersection(v,u))*.
% 299.74/300.43 119060[4:SpR:117951.1,117109.1] || equal(u,universal_class)* equal(v,universal_class)* -> equal(v,u)*.
% 299.74/300.43 119194[4:SpR:117951.1,39356.0] || equal(union(null_class,u),universal_class)** -> equal(union(null_class,u),u).
% 299.74/300.43 119196[4:SpR:117951.1,77752.0] || equal(union(u,null_class),universal_class)** -> equal(union(u,null_class),u).
% 299.74/300.43 119197[4:SpR:117951.1,42086.0] || equal(union(u,u),universal_class)** -> equal(union(u,u),u).
% 299.74/300.43 120418[0:SpR:43541.0,73512.0] || -> subclass(intersection(restrict(u,v,w),intersection(complement(u),x)),null_class)*.
% 299.74/300.43 120419[0:SpR:25125.0,73512.0] || -> member(u,v) subclass(intersection(v,intersection(singleton(u),w)),null_class)*.
% 299.74/300.43 120423[4:SpR:112653.1,73512.0] || -> member(null_class,u) subclass(intersection(u,intersection(successor(null_class),v)),null_class)*.
% 299.74/300.43 120574[0:Rew:32.0,120415.0] || -> subclass(intersection(u,restrict(v,w,x)),restrict(u,w,x))*.
% 299.74/300.43 120590[0:SpR:43541.0,73515.0] || -> subclass(intersection(restrict(u,v,w),intersection(x,complement(u))),null_class)*.
% 299.74/300.43 120591[0:SpR:25125.0,73515.0] || -> member(u,v) subclass(intersection(v,intersection(w,singleton(u))),null_class)*.
% 299.74/300.43 120595[4:SpR:112653.1,73515.0] || -> member(null_class,u) subclass(intersection(u,intersection(v,successor(null_class))),null_class)*.
% 299.74/300.43 120884[4:SpR:90326.0,117951.1] || equal(intersection(u,v),universal_class)** -> equal(intersection(u,v),u).
% 299.74/300.43 120896[0:SpR:31.0,90326.0] || -> equal(intersection(u,restrict(u,v,w)),restrict(u,v,w))**.
% 299.74/300.43 120913[0:SpR:75599.0,90326.0] || -> equal(intersection(union(u,v),symmetric_difference(u,v)),symmetric_difference(u,v))**.
% 299.74/300.43 121878[4:SpR:117951.1,91863.0] || equal(symmetric_difference(u,v),universal_class) -> subclass(w,union(v,u))*.
% 299.74/300.43 122008[4:Res:92199.1,93561.0] || subclass(u,successor(null_class))* equal(union(u,u),universal_class)** -> .
% 299.74/300.43 122009[4:Res:92199.1,92912.0] || subclass(u,successor(null_class)) -> subclass(union(u,u),singleton(null_class))*.
% 299.74/300.43 122010[4:Res:92199.1,92894.0] || subclass(u,union(null_class,v)) -> subclass(union(u,u),v)*.
% 299.74/300.43 122011[4:Res:92199.1,92900.0] || subclass(u,union(v,null_class)) -> subclass(union(u,u),v)*.
% 299.74/300.43 122117[0:SpR:71286.1,92692.0] || subclass(u,symmetric_difference(v,w))* -> subclass(u,union(w,v)).
% 299.74/300.43 122300[0:SpR:92837.1,42566.0] || subclass(complement(u),intersection(u,v))* -> equal(complement(u),null_class).
% 299.74/300.43 122301[0:SpR:92837.1,43164.0] || subclass(complement(u),intersection(v,u))* -> equal(complement(u),null_class).
% 299.74/300.43 122363[4:SpR:92837.1,33560.0] || subclass(complement(u),union(null_class,u))* -> equal(complement(u),null_class).
% 299.74/300.43 122364[4:SpR:92837.1,33549.0] || subclass(complement(u),union(u,u))* -> equal(complement(u),null_class).
% 299.74/300.43 122365[4:SpR:92837.1,73812.0] || subclass(complement(u),union(u,null_class))* -> equal(complement(u),null_class).
% 299.74/300.43 123482[4:Res:92205.1,92873.0] || subclass(singleton(null_class),intersection(u,v))* -> subclass(successor(null_class),u).
% 299.74/300.43 123499[4:Res:95320.0,92873.0] || -> subclass(intersection(u,intersection(v,union(null_class,intersection(w,x)))),w)*.
% 299.74/300.43 123510[4:Res:95309.0,92873.0] || -> subclass(intersection(intersection(union(null_class,intersection(u,v)),w),x),u)*.
% 299.74/300.43 123518[4:Res:95350.0,92873.0] || -> subclass(intersection(u,intersection(union(null_class,intersection(v,w)),x)),v)*.
% 299.74/300.43 123524[0:Res:58588.1,92873.0] || subclass(u,intersection(v,w))* -> subclass(intersection(u,x),v)*.
% 299.74/300.43 123526[4:Res:95356.0,92873.0] || -> subclass(intersection(intersection(u,union(null_class,intersection(v,w))),x),v)*.
% 299.74/300.43 123528[0:Res:57163.1,92873.0] || subclass(u,intersection(v,w))* -> subclass(intersection(x,u),v)*.
% 299.74/300.43 123532[4:Res:92197.1,92873.0] || subclass(u,intersection(v,w))* -> subclass(union(null_class,u),v)*.
% 299.74/300.43 123533[4:Res:95315.0,92873.0] || -> subclass(union(null_class,intersection(union(null_class,intersection(u,v)),w)),u)*.
% 299.74/300.43 123536[4:Res:95358.0,92873.0] || -> subclass(union(null_class,intersection(u,union(null_class,intersection(v,w)))),v)*.
% 299.74/300.43 123539[4:Res:92198.1,92873.0] || subclass(u,intersection(v,w))* -> subclass(union(u,null_class),v)*.
% 299.74/300.43 123540[4:Res:92199.1,92873.0] || subclass(u,intersection(v,w))* -> subclass(union(u,u),v)*.
% 299.74/300.43 123916[4:SpR:32.0,123487.0] || -> subclass(complement(successor(complement(restrict(u,v,w)))),cross_product(v,w))*.
% 299.74/300.43 123970[4:SpR:102302.0,123487.0] || -> subclass(complement(successor(union(u,complement(union(v,w))))),complement(u))*.
% 299.74/300.43 123974[4:SpR:47746.1,123487.0] || equal(successor(complement(intersection(u,v))),null_class)** -> subclass(universal_class,u).
% 299.74/300.43 123981[4:Res:123487.0,414.1] inductive(complement(successor(complement(intersection(u,v))))) || -> member(null_class,u)*.
% 299.74/300.43 124089[4:SpR:75599.0,123906.0] || -> subclass(complement(successor(complement(symmetric_difference(u,v)))),complement(intersection(u,v)))*.
% 299.74/300.43 124121[4:SpR:102312.0,123906.0] || -> subclass(complement(successor(union(complement(union(u,v)),w))),complement(w))*.
% 299.74/300.43 124134[4:SpR:47746.1,123906.0] || equal(successor(complement(intersection(u,v))),null_class)** -> subclass(universal_class,v).
% 299.74/300.43 124141[4:Res:123906.0,414.1] inductive(complement(successor(complement(intersection(u,v))))) || -> member(null_class,v)*.
% 299.74/300.43 124263[4:SpR:71286.1,123484.0] || subclass(u,v) -> subclass(regular(union(null_class,complement(u))),v)*.
% 299.74/300.43 124292[4:SpR:46231.1,123484.0] || subclass(complement(intersection(u,v)),null_class)* -> subclass(regular(null_class),u).
% 299.74/300.43 124313[4:Res:123484.0,92873.0] || -> subclass(regular(union(null_class,complement(intersection(intersection(u,v),w)))),u)*.
% 299.74/300.43 124329[4:Res:123484.0,93561.0] || equal(regular(union(null_class,complement(intersection(successor(null_class),u)))),universal_class)** -> .
% 299.74/300.43 124330[4:Res:123484.0,92912.0] || -> subclass(regular(union(null_class,complement(intersection(successor(null_class),u)))),singleton(null_class))*.
% 299.74/300.43 124331[4:Res:123484.0,92894.0] || -> subclass(regular(union(null_class,complement(intersection(union(null_class,u),v)))),u)*.
% 299.74/300.43 124332[4:Res:123484.0,92900.0] || -> subclass(regular(union(null_class,complement(intersection(union(u,null_class),v)))),u)*.
% 299.74/300.43 124380[4:Rew:108911.0,124250.0] || -> subclass(regular(complement(symmetric_difference(complement(u),complement(v)))),union(u,v))*.
% 299.74/300.43 124381[4:Rew:108911.0,124251.0] || -> subclass(regular(complement(symmetric_difference(complement(u),complement(singleton(u))))),successor(u))*.
% 299.74/300.43 124383[4:Rew:103496.0,124278.0] || -> subclass(regular(union(complement(union(u,v)),w)),union(u,v))*.
% 299.74/300.43 124472[4:SpR:46231.1,124223.0] || subclass(complement(intersection(u,v)),null_class)* -> subclass(regular(null_class),v).
% 299.74/300.43 124493[4:Res:124223.0,92873.0] || -> subclass(regular(union(null_class,complement(intersection(u,intersection(v,w))))),v)*.
% 299.74/300.43 124509[4:Res:124223.0,93561.0] || equal(regular(union(null_class,complement(intersection(u,successor(null_class))))),universal_class)** -> .
% 299.74/300.43 124510[4:Res:124223.0,92912.0] || -> subclass(regular(union(null_class,complement(intersection(u,successor(null_class))))),singleton(null_class))*.
% 299.74/300.43 124511[4:Res:124223.0,92894.0] || -> subclass(regular(union(null_class,complement(intersection(u,union(null_class,v))))),v)*.
% 299.74/300.43 124512[4:Res:124223.0,92900.0] || -> subclass(regular(union(null_class,complement(intersection(u,union(v,null_class))))),v)*.
% 299.74/300.43 124558[4:Rew:103496.0,124467.0] || -> subclass(regular(union(u,complement(union(v,w)))),union(v,w))*.
% 299.74/300.43 124935[4:SpR:28759.0,124374.0] || -> subclass(regular(union(complement(u),complement(power_class(v)))),union(null_class,u))*.
% 299.74/300.43 125030[4:SpR:28759.0,124375.0] || -> subclass(regular(union(complement(u),complement(successor(v)))),union(null_class,u))*.
% 299.74/300.43 125141[4:SpR:102305.0,124376.0] || -> subclass(regular(complement(intersection(power_class(u),union(v,w)))),power_class(u))*.
% 299.74/300.43 125191[4:Res:125117.0,414.1] inductive(regular(successor(complement(power_class(u))))) || -> member(null_class,power_class(u))*.
% 299.74/300.43 125251[4:SpR:102316.0,124549.0] || -> subclass(regular(complement(intersection(union(u,v),power_class(w)))),power_class(w))*.
% 299.74/300.43 125627[4:SpR:28759.0,124551.0] || -> subclass(regular(union(complement(power_class(u)),complement(v))),union(null_class,v))*.
% 299.74/300.43 125653[4:SpR:46.0,124551.0] || -> subclass(regular(successor(complement(power_class(u)))),complement(singleton(complement(power_class(u)))))*.
% 299.74/300.43 125737[4:SpR:28759.0,125049.0] || -> subclass(regular(union(complement(successor(u)),complement(v))),union(null_class,v))*.
% 299.74/300.43 125756[4:SpR:46.0,125049.0] || -> subclass(regular(successor(complement(successor(u)))),complement(singleton(complement(successor(u)))))*.
% 299.74/300.43 125879[4:Res:125820.0,414.1] inductive(regular(successor(complement(successor(u))))) || -> member(null_class,successor(u))*.
% 299.74/300.43 126070[4:SpR:75599.0,123479.0] || -> subclass(union(null_class,intersection(symmetric_difference(u,v),w)),union(u,v))*.
% 299.74/300.43 126087[4:SpR:71286.1,123479.0] || subclass(u,v) -> subclass(union(null_class,intersection(u,w)),v)*.
% 299.74/300.43 126143[4:Res:123479.0,92873.0] || -> subclass(union(null_class,intersection(intersection(intersection(u,v),w),x)),u)*.
% 299.74/300.43 126160[4:Res:123479.0,93561.0] || equal(union(null_class,intersection(intersection(successor(null_class),u),v)),universal_class)** -> .
% 299.74/300.43 126161[4:Res:123479.0,92912.0] || -> subclass(union(null_class,intersection(intersection(successor(null_class),u),v)),singleton(null_class))*.
% 299.74/300.43 126162[4:Res:123479.0,92894.0] || -> subclass(union(null_class,intersection(intersection(union(null_class,u),v),w)),u)*.
% 299.74/300.43 126163[4:Res:123479.0,92900.0] || -> subclass(union(null_class,intersection(intersection(union(u,null_class),v),w)),u)*.
% 299.74/300.43 126243[4:SpR:75599.0,123491.0] || -> subclass(intersection(union(null_class,symmetric_difference(u,v)),w),union(u,v))*.
% 299.74/300.43 126260[4:SpR:71286.1,123491.0] || subclass(u,v) -> subclass(intersection(union(null_class,u),w),v)*.
% 299.74/300.43 126276[4:SpR:117109.1,123491.0] || equal(union(null_class,intersection(u,v)),universal_class)** -> subclass(w,u)*.
% 299.74/300.43 126296[4:SpR:71286.1,123491.0] || subclass(u,union(null_class,intersection(v,w)))* -> subclass(u,v).
% 299.74/300.43 126318[4:Res:123491.0,92873.0] || -> subclass(intersection(union(null_class,intersection(intersection(u,v),w)),x),u)*.
% 299.74/300.43 126335[4:Res:123491.0,93561.0] || equal(intersection(union(null_class,intersection(successor(null_class),u)),v),universal_class)** -> .
% 299.74/300.43 126336[4:Res:123491.0,92912.0] || -> subclass(intersection(union(null_class,intersection(successor(null_class),u)),v),singleton(null_class))*.
% 299.74/300.43 126337[4:Res:123491.0,92894.0] || -> subclass(intersection(union(null_class,intersection(union(null_class,u),v)),w),u)*.
% 299.74/300.43 126338[4:Res:123491.0,92900.0] || -> subclass(intersection(union(null_class,intersection(union(u,null_class),v)),w),u)*.
% 299.74/300.43 126389[4:Con:126341.0] || member(u,union(null_class,intersection(v,w)))* -> member(u,v).
% 299.74/300.43 126418[4:SpR:75599.0,123520.0] || -> subclass(intersection(u,union(null_class,symmetric_difference(v,w))),union(v,w))*.
% 299.74/300.43 126435[4:SpR:71286.1,123520.0] || subclass(u,v) -> subclass(intersection(w,union(null_class,u)),v)*.
% 299.74/300.43 126485[4:Res:123520.0,92873.0] || -> subclass(intersection(u,union(null_class,intersection(intersection(v,w),x))),v)*.
% 299.74/300.43 126502[4:Res:123520.0,93561.0] || equal(intersection(u,union(null_class,intersection(successor(null_class),v))),universal_class)** -> .
% 299.74/300.43 126503[4:Res:123520.0,92912.0] || -> subclass(intersection(u,union(null_class,intersection(successor(null_class),v))),singleton(null_class))*.
% 299.74/300.43 126504[4:Res:123520.0,92894.0] || -> subclass(intersection(u,union(null_class,intersection(union(null_class,v),w))),v)*.
% 299.74/300.43 126505[4:Res:123520.0,92900.0] || -> subclass(intersection(u,union(null_class,intersection(union(v,null_class),w))),v)*.
% 299.74/300.43 126580[4:SpR:75599.0,123529.0] || -> subclass(union(null_class,intersection(u,symmetric_difference(v,w))),union(v,w))*.
% 299.74/300.43 126597[4:SpR:71286.1,123529.0] || subclass(u,v) -> subclass(union(null_class,intersection(w,u)),v)*.
% 299.74/300.43 126649[4:Res:123529.0,92873.0] || -> subclass(union(null_class,intersection(u,intersection(intersection(v,w),x))),v)*.
% 299.74/300.43 126666[4:Res:123529.0,93561.0] || equal(union(null_class,intersection(u,intersection(successor(null_class),v))),universal_class)** -> .
% 299.74/300.43 126667[4:Res:123529.0,92912.0] || -> subclass(union(null_class,intersection(u,intersection(successor(null_class),v))),singleton(null_class))*.
% 299.74/300.43 126668[4:Res:123529.0,92894.0] || -> subclass(union(null_class,intersection(u,intersection(union(null_class,v),w))),v)*.
% 299.74/300.43 126669[4:Res:123529.0,92900.0] || -> subclass(union(null_class,intersection(u,intersection(union(v,null_class),w))),v)*.
% 299.74/300.43 126790[4:Res:123909.0,92873.0] || -> subclass(complement(successor(complement(restrict(intersection(u,v),w,x)))),u)*.
% 299.74/300.43 126809[4:Res:123909.0,92894.0] || -> subclass(complement(successor(complement(restrict(union(null_class,u),v,w)))),u)*.
% 299.74/300.43 126810[4:Res:123909.0,92900.0] || -> subclass(complement(successor(complement(restrict(union(u,null_class),v,w)))),u)*.
% 299.74/300.43 127042[4:SpR:71286.1,126047.0] || subclass(u,intersection(v,w))* -> subclass(union(null_class,u),w)*.
% 299.74/300.43 127069[4:Res:126047.0,92873.0] || -> subclass(union(null_class,intersection(intersection(u,intersection(v,w)),x)),v)*.
% 299.74/300.43 127086[4:Res:126047.0,93561.0] || equal(union(null_class,intersection(intersection(u,successor(null_class)),v)),universal_class)** -> .
% 299.74/300.43 127087[4:Res:126047.0,92912.0] || -> subclass(union(null_class,intersection(intersection(u,successor(null_class)),v)),singleton(null_class))*.
% 299.74/300.43 127088[4:Res:126047.0,92894.0] || -> subclass(union(null_class,intersection(intersection(u,union(null_class,v)),w)),v)*.
% 299.74/300.43 127089[4:Res:126047.0,92900.0] || -> subclass(union(null_class,intersection(intersection(u,union(v,null_class)),w)),v)*.
% 299.74/300.43 127202[4:SpR:117109.1,126220.0] || equal(union(null_class,intersection(u,v)),universal_class)** -> subclass(w,v)*.
% 299.74/300.43 127222[4:SpR:71286.1,126220.0] || subclass(u,union(null_class,intersection(v,w)))* -> subclass(u,w).
% 299.74/300.43 127244[4:Res:126220.0,92873.0] || -> subclass(intersection(union(null_class,intersection(u,intersection(v,w))),x),v)*.
% 299.74/300.43 127261[4:Res:126220.0,93561.0] || equal(intersection(union(null_class,intersection(u,successor(null_class))),v),universal_class)** -> .
% 299.74/300.43 127262[4:Res:126220.0,92912.0] || -> subclass(intersection(union(null_class,intersection(u,successor(null_class))),v),singleton(null_class))*.
% 299.74/300.43 127263[4:Res:126220.0,92894.0] || -> subclass(intersection(union(null_class,intersection(u,union(null_class,v))),w),v)*.
% 299.74/300.43 127264[4:Res:126220.0,92900.0] || -> subclass(intersection(union(null_class,intersection(u,union(v,null_class))),w),v)*.
% 299.74/300.43 127312[4:Con:127267.0] || member(u,union(null_class,intersection(v,w)))* -> member(u,w).
% 299.74/300.43 127465[4:Res:126395.0,92873.0] || -> subclass(intersection(u,union(null_class,intersection(v,intersection(w,x)))),w)*.
% 299.74/300.43 127482[4:Res:126395.0,93561.0] || equal(intersection(u,union(null_class,intersection(v,successor(null_class)))),universal_class)** -> .
% 299.74/300.43 127483[4:Res:126395.0,92912.0] || -> subclass(intersection(u,union(null_class,intersection(v,successor(null_class)))),singleton(null_class))*.
% 299.74/300.43 127484[4:Res:126395.0,92894.0] || -> subclass(intersection(u,union(null_class,intersection(v,union(null_class,w)))),w)*.
% 299.74/300.43 127485[4:Res:126395.0,92900.0] || -> subclass(intersection(u,union(null_class,intersection(v,union(w,null_class)))),w)*.
% 299.74/300.43 127632[4:Res:126557.0,92873.0] || -> subclass(union(null_class,intersection(u,intersection(v,intersection(w,x)))),w)*.
% 299.74/300.43 127649[4:Res:126557.0,93561.0] || equal(union(null_class,intersection(u,intersection(v,successor(null_class)))),universal_class)** -> .
% 299.74/300.43 127650[4:Res:126557.0,92912.0] || -> subclass(union(null_class,intersection(u,intersection(v,successor(null_class)))),singleton(null_class))*.
% 299.74/300.43 127651[4:Res:126557.0,92894.0] || -> subclass(union(null_class,intersection(u,intersection(v,union(null_class,w)))),w)*.
% 299.74/300.43 127652[4:Res:126557.0,92900.0] || -> subclass(union(null_class,intersection(u,intersection(v,union(w,null_class)))),w)*.
% 299.74/300.43 127915[4:Res:92205.1,92874.0] || subclass(singleton(null_class),intersection(u,v))* -> subclass(successor(null_class),v).
% 299.74/300.43 127922[4:Res:123909.0,92874.0] || -> subclass(complement(successor(complement(restrict(intersection(u,v),w,x)))),v)*.
% 299.74/300.43 127934[4:Res:95320.0,92874.0] || -> subclass(intersection(u,intersection(v,union(null_class,intersection(w,x)))),x)*.
% 299.74/300.43 127936[4:Res:126395.0,92874.0] || -> subclass(intersection(u,union(null_class,intersection(v,intersection(w,x)))),x)*.
% 299.74/300.43 127946[4:Res:95309.0,92874.0] || -> subclass(intersection(intersection(union(null_class,intersection(u,v)),w),x),v)*.
% 299.74/300.43 127950[4:Res:123491.0,92874.0] || -> subclass(intersection(union(null_class,intersection(intersection(u,v),w)),x),v)*.
% 299.74/300.43 127955[4:Res:95350.0,92874.0] || -> subclass(intersection(u,intersection(union(null_class,intersection(v,w)),x)),w)*.
% 299.74/300.43 127960[4:Res:123520.0,92874.0] || -> subclass(intersection(u,union(null_class,intersection(intersection(v,w),x))),w)*.
% 299.74/300.43 127962[0:Res:58588.1,92874.0] || subclass(u,intersection(v,w))* -> subclass(intersection(u,x),w)*.
% 299.74/300.43 127964[4:Res:95356.0,92874.0] || -> subclass(intersection(intersection(u,union(null_class,intersection(v,w))),x),w)*.
% 299.74/300.43 127966[4:Res:126220.0,92874.0] || -> subclass(intersection(union(null_class,intersection(u,intersection(v,w))),x),w)*.
% 299.74/300.43 127967[0:Res:57163.1,92874.0] || subclass(u,intersection(v,w))* -> subclass(intersection(x,u),w)*.
% 299.74/300.43 127973[4:Res:95315.0,92874.0] || -> subclass(union(null_class,intersection(union(null_class,intersection(u,v)),w)),v)*.
% 299.74/300.43 127976[4:Res:95358.0,92874.0] || -> subclass(union(null_class,intersection(u,union(null_class,intersection(v,w)))),w)*.
% 299.74/300.43 127979[4:Res:123529.0,92874.0] || -> subclass(union(null_class,intersection(u,intersection(intersection(v,w),x))),w)*.
% 299.74/300.43 127980[4:Res:126557.0,92874.0] || -> subclass(union(null_class,intersection(u,intersection(v,intersection(w,x)))),x)*.
% 299.74/300.43 127981[4:Res:123479.0,92874.0] || -> subclass(union(null_class,intersection(intersection(intersection(u,v),w),x)),v)*.
% 299.74/300.43 127982[4:Res:126047.0,92874.0] || -> subclass(union(null_class,intersection(intersection(u,intersection(v,w)),x)),w)*.
% 299.74/300.43 127983[4:Res:92198.1,92874.0] || subclass(u,intersection(v,w))* -> subclass(union(u,null_class),w)*.
% 299.74/300.43 127984[4:Res:92199.1,92874.0] || subclass(u,intersection(v,w))* -> subclass(union(u,u),w)*.
% 299.74/300.43 127985[4:Res:124223.0,92874.0] || -> subclass(regular(union(null_class,complement(intersection(u,intersection(v,w))))),w)*.
% 299.74/300.43 127986[4:Res:123484.0,92874.0] || -> subclass(regular(union(null_class,complement(intersection(intersection(u,v),w)))),v)*.
% 299.74/300.43 128212[4:Res:92205.1,92897.0] || subclass(singleton(null_class),union(u,u))* -> subclass(successor(null_class),u).
% 299.74/300.43 128222[4:Res:123909.0,92897.0] || -> subclass(complement(successor(complement(restrict(union(u,u),v,w)))),u)*.
% 299.74/300.43 128245[4:Res:126395.0,92897.0] || -> subclass(intersection(u,union(null_class,intersection(v,union(w,w)))),w)*.
% 299.74/300.43 128251[4:Res:123491.0,92897.0] || -> subclass(intersection(union(null_class,intersection(union(u,u),v)),w),u)*.
% 299.74/300.43 128263[4:Res:123520.0,92897.0] || -> subclass(intersection(u,union(null_class,intersection(union(v,v),w))),v)*.
% 299.74/300.43 128265[4:Res:58588.1,92897.0] || subclass(u,union(v,v))* -> subclass(intersection(u,w),v)*.
% 299.74/300.43 128269[4:Res:126220.0,92897.0] || -> subclass(intersection(union(null_class,intersection(u,union(v,v))),w),v)*.
% 299.74/300.43 128270[4:Res:57163.1,92897.0] || subclass(u,union(v,v))* -> subclass(intersection(w,u),v)*.
% 299.74/300.43 128286[4:Res:123529.0,92897.0] || -> subclass(union(null_class,intersection(u,intersection(union(v,v),w))),v)*.
% 299.74/300.43 128287[4:Res:126557.0,92897.0] || -> subclass(union(null_class,intersection(u,intersection(v,union(w,w)))),w)*.
% 299.74/300.43 128288[4:Res:123479.0,92897.0] || -> subclass(union(null_class,intersection(intersection(union(u,u),v),w)),u)*.
% 299.74/300.43 128289[4:Res:126047.0,92897.0] || -> subclass(union(null_class,intersection(intersection(u,union(v,v)),w)),v)*.
% 299.74/300.43 128294[4:Res:92198.1,92897.0] || subclass(u,union(v,v))* -> subclass(union(u,null_class),v)*.
% 299.74/300.43 128295[4:Res:92199.1,92897.0] || subclass(u,union(v,v))* -> subclass(union(u,u),v)*.
% 299.74/300.43 128303[4:Res:124223.0,92897.0] || -> subclass(regular(union(null_class,complement(intersection(u,union(v,v))))),v)*.
% 299.74/300.43 128304[4:Res:123484.0,92897.0] || -> subclass(regular(union(null_class,complement(intersection(union(u,u),v)))),u)*.
% 299.74/300.43 128522[4:SpR:117109.1,98788.0] || equal(intersection(union(u,u),v),universal_class)** -> subclass(w,u)*.
% 299.74/300.43 128540[4:SpR:71286.1,98788.0] || subclass(u,intersection(union(v,v),w))* -> subclass(u,v).
% 299.74/300.43 128631[4:Con:128587.0] || member(u,intersection(union(v,v),w))* -> member(u,v).
% 299.74/300.43 128707[4:SpR:92837.1,98926.0] || subclass(u,intersection(v,union(w,w)))* -> subclass(u,w).
% 299.74/300.43 128722[4:SpR:117951.1,98926.0] || equal(intersection(u,union(v,v)),universal_class)** -> subclass(w,v)*.
% 299.74/300.43 128804[4:Con:128770.1] || member(u,intersection(v,union(w,w)))* -> member(u,w).
% 299.74/300.43 129707[0:Rew:75578.0,129532.1] || -> equal(u,null_class) subclass(intersection(u,intersection(v,regular(u))),null_class)*.
% 299.74/300.43 129709[0:Rew:75578.0,129548.0] || -> subclass(intersection(complement(u),intersection(v,restrict(u,w,x))),null_class)*.
% 299.74/300.43 129585[0:SpR:92837.1,111166.0] || subclass(u,v) -> subclass(intersection(u,w),intersection(w,v))*.
% 299.74/300.43 129638[4:SpR:117109.1,111166.0] || equal(intersection(u,v),universal_class)** -> subclass(w,intersection(w,v))*.
% 299.74/300.43 129656[0:SpR:71286.1,111166.0] || subclass(u,intersection(v,w))* -> subclass(u,intersection(u,w))*.
% 299.74/300.43 129862[2:MRR:129833.2,6869.0] || member(u,intersection(v,complement(w)))* member(u,w) -> .
% 299.74/300.43 129992[2:MRR:129960.2,6869.0] || member(u,intersection(complement(v),w))* member(u,v) -> .
% 299.74/300.43 130071[2:SpR:129832.0,32.0] || -> equal(restrict(intersection(u,complement(cross_product(v,w))),v,w),null_class)**.
% 299.74/300.43 130525[2:SpR:129959.0,32.0] || -> equal(restrict(intersection(complement(cross_product(u,v)),w),u,v),null_class)**.
% 299.74/300.43 131276[4:Rew:75578.0,131140.1] || subclass(u,singleton(u)) -> equal(intersection(u,successor(u)),null_class)**.
% 299.74/300.43 131651[4:Rew:105197.0,131650.1,28759.0,131650.1,73795.0,131650.1,80128.0,131650.1,10128.0,131650.1] || -> equal(singleton(successor(u)),null_class) member(successor(u),complement(successor(u)))*.
% 299.74/300.43 132376[4:MRR:132351.2,6869.0] || member(u,union(null_class,v))* member(u,singleton(v)) -> .
% 299.74/300.43 132446[4:MRR:132428.2,6869.0] || member(u,union(v,null_class))* member(u,singleton(v)) -> .
% 299.74/300.43 132503[4:MRR:132489.2,6869.0] || member(u,union(null_class,singleton(v)))* member(u,v) -> .
% 299.74/300.43 132560[4:SpR:132350.0,92837.1] || subclass(singleton(u),union(null_class,u))* -> equal(singleton(u),null_class).
% 299.74/300.43 132873[4:SpR:132427.0,92837.1] || subclass(singleton(u),union(u,null_class))* -> equal(singleton(u),null_class).
% 299.74/300.43 133310[4:SpR:132488.0,32.0] || -> equal(restrict(union(null_class,singleton(cross_product(u,v))),u,v),null_class)**.
% 299.74/300.43 133775[4:MRR:133742.2,6869.0] || member(u,intersection(v,w))* member(u,singleton(w)) -> .
% 299.74/300.43 133897[4:MRR:133864.2,6869.0] || member(u,intersection(v,w))* member(u,singleton(v)) -> .
% 299.74/300.43 133977[4:MRR:133954.2,6869.0] || member(u,intersection(v,singleton(w)))* member(u,w) -> .
% 299.74/300.43 134024[4:SpR:132645.0,92837.1] || subclass(singleton(u),union(u,u))* -> equal(singleton(u),null_class).
% 299.74/300.43 134229[4:MRR:134044.2,6869.0] || member(u,union(v,v))* member(u,singleton(v)) -> .
% 299.74/300.43 134329[4:SpR:133741.0,92837.1] || subclass(singleton(u),intersection(v,u))* -> equal(singleton(u),null_class).
% 299.74/300.43 134401[4:SpR:31.0,133741.0] || -> equal(intersection(singleton(cross_product(u,v)),restrict(w,u,v)),null_class)**.
% 299.74/300.43 134573[4:Rew:75578.0,134423.0] || -> equal(intersection(symmetric_difference(u,v),singleton(complement(intersection(u,v)))),null_class)**.
% 299.74/300.43 134672[4:SpR:133863.0,92837.1] || subclass(singleton(u),intersection(u,v))* -> equal(singleton(u),null_class).
% 299.74/300.43 135141[4:MRR:135112.2,6869.0] || member(u,intersection(singleton(v),w))* member(u,v) -> .
% 299.74/300.43 135222[4:SpR:133953.0,32.0] || -> equal(restrict(intersection(u,singleton(cross_product(v,w))),v,w),null_class)**.
% 299.74/300.43 135698[4:SpR:135111.0,32.0] || -> equal(restrict(intersection(singleton(cross_product(u,v)),w),u,v),null_class)**.
% 299.74/300.43 136071[4:SpR:130204.0,114952.0] || -> subclass(intersection(u,union(null_class,restrict(complement(u),v,w))),null_class)*.
% 299.74/300.43 136075[2:SpR:130204.0,92837.1] || subclass(u,restrict(complement(u),v,w))* -> equal(null_class,u).
% 299.74/300.43 136094[2:SpR:130204.0,73202.0] || -> subclass(intersection(intersection(u,v),restrict(complement(v),w,x)),null_class)*.
% 299.74/300.43 136101[2:SpR:130204.0,73203.0] || -> subclass(intersection(intersection(u,v),restrict(complement(u),w,x)),null_class)*.
% 299.74/300.43 136352[2:Rew:75578.0,136129.0] || -> subclass(intersection(u,intersection(v,restrict(complement(u),w,x))),null_class)*.
% 299.74/300.43 136165[2:SpR:130204.0,73515.0] || -> subclass(intersection(restrict(complement(u),v,w),intersection(x,u)),null_class)*.
% 299.74/300.43 136183[2:SpR:130204.0,73512.0] || -> subclass(intersection(restrict(complement(u),v,w),intersection(u,x)),null_class)*.
% 299.74/300.43 136186[4:SpR:130204.0,111688.0] || -> subclass(intersection(successor(null_class),restrict(complement(singleton(null_class)),u,v)),null_class)*.
% 299.74/300.43 136213[4:SpR:28759.0,130204.0] || -> equal(intersection(complement(u),restrict(union(null_class,u),v,w)),null_class)**.
% 299.74/300.43 136706[4:Rew:75578.0,136446.0] || -> subclass(intersection(intersection(u,v),union(null_class,symmetric_difference(u,v))),null_class)*.
% 299.74/300.43 136449[4:SpR:130340.0,117109.1] || equal(symmetric_difference(u,v),universal_class) -> equal(intersection(u,v),null_class)**.
% 299.74/300.43 136712[2:Rew:75578.0,136485.0] || -> subclass(intersection(intersection(u,v),intersection(w,symmetric_difference(u,v))),null_class)*.
% 299.74/300.43 136713[2:Rew:75578.0,136491.0] || -> subclass(intersection(intersection(u,v),intersection(symmetric_difference(u,v),w)),null_class)*.
% 299.74/300.43 136714[2:Rew:75578.0,136497.0] || -> subclass(intersection(symmetric_difference(u,v),intersection(w,intersection(u,v))),null_class)*.
% 299.74/300.43 136720[2:Rew:75578.0,136518.1] || subclass(u,v) -> equal(intersection(u,symmetric_difference(u,v)),null_class)**.
% 299.74/300.43 136723[2:Rew:75578.0,136527.0] || -> equal(intersection(intersection(u,v),symmetric_difference(v,intersection(u,v))),null_class)**.
% 299.74/300.43 136724[2:Rew:75578.0,136530.0] || -> equal(intersection(intersection(u,v),symmetric_difference(u,intersection(u,v))),null_class)**.
% 299.74/300.43 136730[2:Rew:75578.0,136565.1] || subclass(u,v) -> equal(intersection(u,symmetric_difference(v,u)),null_class)**.
% 299.74/300.43 136733[4:Rew:10128.0,136709.1] || equal(symmetric_difference(u,v),universal_class)** -> equal(union(u,v),universal_class).
% 299.74/300.43 136893[4:Rew:5282.0,136856.0] || -> equal(range__dfg(singleton(cross_product(singleton(u),v)),u,v),single_valued2(xf))**.
% 299.74/300.43 136894[4:Rew:5261.0,136857.0] || -> equal(domain__dfg(singleton(cross_product(u,singleton(v))),u,v),single_valued1(xf))**.
% 299.74/300.43 136915[4:SpR:136834.0,71.0] || -> equal(apply(singleton(cross_product(singleton(u),universal_class)),u),sum_class(range_of(null_class)))**.
% 299.74/300.43 136952[9:SpL:39752.1,136895.0] function(u) || member(u,cantor(singleton(cross_product(null_class,universal_class))))* -> .
% 299.74/300.43 136961[4:Res:67798.1,136895.0] || equal(complement(cantor(singleton(cross_product(singleton(singleton(u)),universal_class)))),null_class)** -> .
% 299.74/300.43 136967[5:Res:21248.1,136895.0] || subclass(universal_class,cantor(singleton(cross_product(singleton(apply(null_class,u)),universal_class))))* -> .
% 299.74/300.43 136969[4:Res:405.1,136895.0] || subclass(universal_class,cantor(singleton(cross_product(singleton(unordered_pair(u,v)),universal_class))))* -> .
% 299.74/300.43 136976[5:Res:21256.1,136895.0] || subclass(universal_class,cantor(singleton(cross_product(singleton(sum_class(range_of(null_class))),universal_class))))* -> .
% 299.74/300.43 136988[4:Res:429.1,136895.0] || subclass(universal_class,cantor(singleton(cross_product(singleton(ordered_pair(u,v)),universal_class))))* -> .
% 299.74/300.43 136989[4:Res:31230.1,136895.0] || equal(cantor(singleton(cross_product(singleton(ordered_pair(null_class,null_class)),universal_class))),domain_relation)** -> .
% 299.74/300.43 136990[4:Res:7349.1,136895.0] || subclass(domain_relation,cantor(singleton(cross_product(singleton(ordered_pair(null_class,null_class)),universal_class))))* -> .
% 299.74/300.43 137066[4:Res:31230.1,132175.0] || equal(singleton(u),domain_relation) member(ordered_pair(null_class,null_class),u)* -> .
% 299.74/300.43 137067[4:Res:7349.1,132175.0] || subclass(domain_relation,singleton(u)) member(ordered_pair(null_class,null_class),u)* -> .
% 299.74/300.43 137294[4:SpR:134411.0,111679.0] || -> subclass(intersection(union(null_class,singleton(u)),restrict(u,v,w)),null_class)*.
% 299.74/300.43 137296[4:SpR:134411.0,114952.0] || -> subclass(intersection(singleton(u),union(null_class,restrict(u,v,w))),null_class)*.
% 299.74/300.43 137319[4:SpR:134411.0,73202.0] || -> subclass(intersection(intersection(u,singleton(v)),restrict(v,w,x)),null_class)*.
% 299.74/300.43 137325[4:SpR:134411.0,73203.0] || -> subclass(intersection(intersection(singleton(u),v),restrict(u,w,x)),null_class)*.
% 299.74/300.43 137457[4:Rew:75578.0,137327.0] || -> subclass(intersection(singleton(u),intersection(v,restrict(u,w,x))),null_class)*.
% 299.74/300.43 137335[4:SpR:134411.0,73515.0] || -> subclass(intersection(restrict(u,v,w),intersection(x,singleton(u))),null_class)*.
% 299.74/300.43 137347[4:SpR:134411.0,73512.0] || -> subclass(intersection(restrict(u,v,w),intersection(singleton(u),x)),null_class)*.
% 299.74/300.43 137540[4:SpR:135329.0,111679.0] || -> subclass(intersection(union(null_class,u),restrict(singleton(u),v,w)),null_class)*.
% 299.74/300.43 137541[4:SpR:135329.0,111680.0] || -> subclass(intersection(union(u,null_class),restrict(singleton(u),v,w)),null_class)*.
% 299.74/300.43 137542[4:SpR:135329.0,114952.0] || -> subclass(intersection(u,union(null_class,restrict(singleton(u),v,w))),null_class)*.
% 299.74/300.43 137546[4:SpR:135329.0,92837.1] || subclass(u,restrict(singleton(u),v,w))* -> equal(null_class,u).
% 299.74/300.43 137566[4:SpR:135329.0,73202.0] || -> subclass(intersection(intersection(u,v),restrict(singleton(v),w,x)),null_class)*.
% 299.74/300.43 137573[4:SpR:135329.0,73203.0] || -> subclass(intersection(intersection(u,v),restrict(singleton(u),w,x)),null_class)*.
% 299.74/300.43 137791[4:Rew:75578.0,137601.0] || -> subclass(intersection(u,intersection(v,restrict(singleton(u),w,x))),null_class)*.
% 299.74/300.43 137637[4:SpR:135329.0,73515.0] || -> subclass(intersection(restrict(singleton(u),v,w),intersection(x,u)),null_class)*.
% 299.74/300.43 137655[4:SpR:135329.0,73512.0] || -> subclass(intersection(restrict(singleton(u),v,w),intersection(u,x)),null_class)*.
% 299.74/300.43 137658[4:SpR:135329.0,111688.0] || -> subclass(intersection(successor(null_class),restrict(singleton(singleton(null_class)),u,v)),null_class)*.
% 299.74/300.43 138178[4:Rew:75578.0,137913.0] || -> subclass(intersection(intersection(u,v),union(null_class,symmetric_difference(v,u))),null_class)*.
% 299.74/300.43 137915[4:SpR:136520.0,114952.0] || -> subclass(intersection(symmetric_difference(u,v),union(null_class,intersection(v,u))),null_class)*.
% 299.74/300.43 137916[4:SpR:136520.0,117109.1] || equal(symmetric_difference(u,v),universal_class) -> equal(intersection(v,u),null_class)**.
% 299.74/300.43 138187[2:Rew:75578.0,137952.0] || -> subclass(intersection(intersection(u,v),intersection(w,symmetric_difference(v,u))),null_class)*.
% 299.74/300.43 138188[2:Rew:75578.0,137958.0] || -> subclass(intersection(intersection(u,v),intersection(symmetric_difference(v,u),w)),null_class)*.
% 299.74/300.43 138189[2:Rew:75578.0,137964.0] || -> subclass(intersection(symmetric_difference(u,v),intersection(w,intersection(v,u))),null_class)*.
% 299.74/300.43 137979[4:SpR:136520.0,117951.1] || equal(intersection(u,v),universal_class)** -> equal(symmetric_difference(v,u),null_class).
% 299.74/300.43 138280[4:SpL:92837.1,137147.0] || subclass(u,v) member(complement(u),symmetric_difference(u,v))* -> .
% 299.74/300.43 138289[4:SpL:90468.0,137147.0] || member(complement(intersection(u,v)),symmetric_difference(v,intersection(u,v)))* -> .
% 299.74/300.43 138292[4:SpL:90326.0,137147.0] || member(complement(intersection(u,v)),symmetric_difference(u,intersection(u,v)))* -> .
% 299.74/300.43 138328[4:SpL:71286.1,137147.0] || subclass(u,v) member(complement(u),symmetric_difference(v,u))* -> .
% 299.74/300.43 138769[4:SpL:104178.0,138531.0] || member(universal_class,complement(intersection(union(u,v),union(w,x))))* -> .
% 299.74/300.43 138783[4:SpL:28752.1,138772.0] || member(universal_class,complement(union(u,regular(u))))* -> equal(u,null_class).
% 299.74/300.43 139499[0:Rew:75578.0,139263.1] || -> equal(u,null_class) subclass(intersection(u,intersection(regular(u),v)),null_class)*.
% 299.74/300.43 139501[2:Rew:75578.0,139280.0] || -> subclass(intersection(u,intersection(restrict(complement(u),v,w),x)),null_class)*.
% 299.74/300.43 139502[4:Rew:75578.0,139281.0] || -> subclass(intersection(u,intersection(restrict(singleton(u),v,w),x)),null_class)*.
% 299.74/300.43 139503[0:Rew:75578.0,139286.0] || -> subclass(intersection(complement(u),intersection(restrict(u,v,w),x)),null_class)*.
% 299.74/300.43 139508[4:Rew:75578.0,139322.0] || -> subclass(intersection(singleton(u),intersection(restrict(u,v,w),x)),null_class)*.
% 299.74/300.43 139509[2:Rew:75578.0,139326.0] || -> subclass(intersection(symmetric_difference(u,v),intersection(intersection(u,v),w)),null_class)*.
% 299.74/300.43 139510[2:Rew:75578.0,139327.0] || -> subclass(intersection(symmetric_difference(u,v),intersection(intersection(v,u),w)),null_class)*.
% 299.74/300.43 139360[0:SpR:75599.0,111609.0] || -> subclass(intersection(symmetric_difference(u,v),w),intersection(w,union(u,v)))*.
% 299.74/300.43 139395[4:SpR:117109.1,111609.0] || equal(intersection(u,v),universal_class)** -> subclass(w,intersection(w,u))*.
% 299.74/300.43 139421[0:SpR:71286.1,111609.0] || subclass(u,intersection(v,w))* -> subclass(u,intersection(u,v))*.
% 299.74/300.43 139928[4:Rew:75578.0,139780.1] || -> equal(u,null_class) subclass(intersection(regular(u),union(u,u)),null_class)*.
% 299.74/300.43 139788[4:SpR:24850.0,111681.0] || -> member(u,v) subclass(intersection(union(v,v),singleton(u)),null_class)*.
% 299.74/300.43 139931[4:Rew:75578.0,139796.1] || -> member(null_class,u) subclass(intersection(successor(null_class),union(u,u)),null_class)*.
% 299.74/300.43 139797[4:SpR:130204.0,111681.0] || -> subclass(intersection(union(u,u),restrict(complement(u),v,w)),null_class)*.
% 299.74/300.43 139798[4:SpR:135329.0,111681.0] || -> subclass(intersection(union(u,u),restrict(singleton(u),v,w)),null_class)*.
% 299.74/300.43 139871[4:SpR:117109.1,111681.0] || equal(union(u,u),universal_class)** -> subclass(v,intersection(u,v))*.
% 299.74/300.43 139902[4:SpR:71286.1,111681.0] || subclass(u,union(v,v))* -> subclass(u,intersection(v,u))*.
% 299.74/300.43 139956[4:Rew:31.0,139786.0] || -> subclass(restrict(union(u,u),v,w),restrict(u,v,w))*.
% 299.74/300.43 140080[4:SpR:117109.1,114935.0] || equal(union(u,u),universal_class)** -> subclass(v,intersection(v,u))*.
% 299.74/300.43 140111[4:SpR:71286.1,114935.0] || subclass(u,union(v,v))* -> subclass(u,intersection(u,v))*.
% 299.74/300.43 140212[4:SpR:24850.0,116875.0] || -> member(u,v) subclass(intersection(singleton(u),union(v,v)),null_class)*.
% 299.74/300.43 140221[4:SpR:130204.0,116875.0] || -> subclass(intersection(restrict(complement(u),v,w),union(u,u)),null_class)*.
% 299.74/300.43 140222[4:SpR:135329.0,116875.0] || -> subclass(intersection(restrict(singleton(u),v,w),union(u,u)),null_class)*.
% 299.74/300.43 140727[0:SpR:75599.0,120407.0] || -> subclass(intersection(u,symmetric_difference(v,w)),intersection(u,union(v,w)))*.
% 299.74/300.43 140744[0:SpR:71286.1,120407.0] || subclass(u,v) -> subclass(intersection(w,u),intersection(w,v))*.
% 299.74/300.43 141129[0:SpL:75599.0,123465.0] || equal(symmetric_difference(u,v),w) -> subclass(w,union(u,v))*.
% 299.74/300.43 141146[0:SpL:71286.1,123465.0] || subclass(u,v)* equal(u,w)* -> subclass(w,v)*.
% 299.74/300.43 141199[0:SpR:75599.0,123475.0] || -> subclass(intersection(intersection(symmetric_difference(u,v),w),x),union(u,v))*.
% 299.74/300.43 141216[0:SpR:71286.1,123475.0] || subclass(u,v) -> subclass(intersection(intersection(u,w),x),v)*.
% 299.74/300.43 141266[4:SpR:117109.1,123475.0] || equal(intersection(intersection(u,v),w),universal_class)** -> subclass(x,u)*.
% 299.74/300.43 141292[0:SpR:71286.1,123475.0] || subclass(u,intersection(intersection(v,w),x))* -> subclass(u,v).
% 299.74/300.43 141315[0:Res:123475.0,92874.0] || -> subclass(intersection(intersection(intersection(intersection(u,v),w),x),y),v)*.
% 299.74/300.43 141316[0:Res:123475.0,92873.0] || -> subclass(intersection(intersection(intersection(intersection(u,v),w),x),y),u)*.
% 299.74/300.43 141334[4:Res:123475.0,93561.0] || equal(intersection(intersection(intersection(successor(null_class),u),v),w),universal_class)** -> .
% 299.74/300.43 141335[4:Res:123475.0,92912.0] || -> subclass(intersection(intersection(intersection(successor(null_class),u),v),w),singleton(null_class))*.
% 299.74/300.43 141336[4:Res:123475.0,92894.0] || -> subclass(intersection(intersection(intersection(union(null_class,u),v),w),x),u)*.
% 299.74/300.43 141337[4:Res:123475.0,92900.0] || -> subclass(intersection(intersection(intersection(union(u,null_class),v),w),x),u)*.
% 299.74/300.43 141338[4:Res:123475.0,92897.0] || -> subclass(intersection(intersection(intersection(union(u,u),v),w),x),u)*.
% 299.74/300.43 141417[0:Con:141341.0] || member(u,intersection(intersection(v,w),x))* -> member(u,v).
% 299.74/300.43 141570[0:SpR:75599.0,123485.0] || -> subclass(intersection(u,intersection(v,symmetric_difference(w,x))),union(w,x))*.
% 299.74/300.43 141587[0:SpR:71286.1,123485.0] || subclass(u,v) -> subclass(intersection(w,intersection(x,u)),v)*.
% 299.74/300.43 141631[0:SpR:92837.1,123485.0] || subclass(u,intersection(v,intersection(w,x)))* -> subclass(u,w).
% 299.74/300.43 141648[4:SpR:117951.1,123485.0] || equal(intersection(u,intersection(v,w)),universal_class)** -> subclass(x,v)*.
% 299.74/300.43 141676[0:Res:123485.0,92874.0] || -> subclass(intersection(u,intersection(v,intersection(intersection(w,x),y))),x)*.
% 299.74/300.43 141677[0:Res:123485.0,92873.0] || -> subclass(intersection(u,intersection(v,intersection(intersection(w,x),y))),w)*.
% 299.74/300.43 141695[4:Res:123485.0,93561.0] || equal(intersection(u,intersection(v,intersection(successor(null_class),w))),universal_class)** -> .
% 299.74/300.43 141696[4:Res:123485.0,92912.0] || -> subclass(intersection(u,intersection(v,intersection(successor(null_class),w))),singleton(null_class))*.
% 299.74/300.43 141697[4:Res:123485.0,92894.0] || -> subclass(intersection(u,intersection(v,intersection(union(null_class,w),x))),w)*.
% 299.74/300.43 141698[4:Res:123485.0,92900.0] || -> subclass(intersection(u,intersection(v,intersection(union(w,null_class),x))),w)*.
% 299.74/300.43 141699[4:Res:123485.0,92897.0] || -> subclass(intersection(u,intersection(v,intersection(union(w,w),x))),w)*.
% 299.74/300.43 141773[0:Con:141702.1] || member(u,intersection(v,intersection(w,x)))* -> member(u,w).
% 299.74/300.43 141808[0:SpR:75599.0,123517.0] || -> subclass(intersection(u,intersection(symmetric_difference(v,w),x)),union(v,w))*.
% 299.74/300.43 141825[0:SpR:71286.1,123517.0] || subclass(u,v) -> subclass(intersection(w,intersection(u,x)),v)*.
% 299.74/300.43 141918[0:Res:123517.0,92874.0] || -> subclass(intersection(u,intersection(intersection(intersection(v,w),x),y)),w)*.
% 299.74/300.43 141919[0:Res:123517.0,92873.0] || -> subclass(intersection(u,intersection(intersection(intersection(v,w),x),y)),v)*.
% 299.74/300.43 141937[4:Res:123517.0,93561.0] || equal(intersection(u,intersection(intersection(successor(null_class),v),w)),universal_class)** -> .
% 299.74/300.43 141938[4:Res:123517.0,92912.0] || -> subclass(intersection(u,intersection(intersection(successor(null_class),v),w)),singleton(null_class))*.
% 299.74/300.43 141939[4:Res:123517.0,92894.0] || -> subclass(intersection(u,intersection(intersection(union(null_class,v),w),x)),v)*.
% 299.74/300.43 141940[4:Res:123517.0,92900.0] || -> subclass(intersection(u,intersection(intersection(union(v,null_class),w),x)),v)*.
% 299.74/300.43 141941[4:Res:123517.0,92897.0] || -> subclass(intersection(u,intersection(intersection(union(v,v),w),x)),v)*.
% 299.74/300.43 142053[0:SpR:75599.0,123525.0] || -> subclass(intersection(intersection(u,symmetric_difference(v,w)),x),union(v,w))*.
% 299.74/300.43 142070[0:SpR:71286.1,123525.0] || subclass(u,v) -> subclass(intersection(intersection(w,u),x),v)*.
% 299.74/300.43 142165[0:Res:123525.0,92874.0] || -> subclass(intersection(intersection(u,intersection(intersection(v,w),x)),y),w)*.
% 299.74/300.43 142166[0:Res:123525.0,92873.0] || -> subclass(intersection(intersection(u,intersection(intersection(v,w),x)),y),v)*.
% 299.74/300.43 142184[4:Res:123525.0,93561.0] || equal(intersection(intersection(u,intersection(successor(null_class),v)),w),universal_class)** -> .
% 299.74/300.43 142185[4:Res:123525.0,92912.0] || -> subclass(intersection(intersection(u,intersection(successor(null_class),v)),w),singleton(null_class))*.
% 299.74/300.43 142186[4:Res:123525.0,92894.0] || -> subclass(intersection(intersection(u,intersection(union(null_class,v),w)),x),v)*.
% 299.74/300.43 142187[4:Res:123525.0,92900.0] || -> subclass(intersection(intersection(u,intersection(union(v,null_class),w)),x),v)*.
% 299.74/300.43 142188[4:Res:123525.0,92897.0] || -> subclass(intersection(intersection(u,intersection(union(v,v),w)),x),v)*.
% 299.74/300.43 142764[4:SpR:117109.1,127908.0] || equal(intersection(intersection(u,v),w),universal_class)** -> subclass(x,v)*.
% 299.74/300.43 142790[0:SpR:71286.1,127908.0] || subclass(u,intersection(intersection(v,w),x))* -> subclass(u,w).
% 299.74/300.43 142813[0:Res:127908.0,92874.0] || -> subclass(intersection(intersection(intersection(u,intersection(v,w)),x),y),w)*.
% 299.74/300.43 142814[0:Res:127908.0,92873.0] || -> subclass(intersection(intersection(intersection(u,intersection(v,w)),x),y),v)*.
% 299.74/300.43 142832[4:Res:127908.0,93561.0] || equal(intersection(intersection(intersection(u,successor(null_class)),v),w),universal_class)** -> .
% 299.74/300.43 142833[4:Res:127908.0,92912.0] || -> subclass(intersection(intersection(intersection(u,successor(null_class)),v),w),singleton(null_class))*.
% 299.74/300.43 142834[4:Res:127908.0,92894.0] || -> subclass(intersection(intersection(intersection(u,union(null_class,v)),w),x),v)*.
% 299.74/300.43 142835[4:Res:127908.0,92900.0] || -> subclass(intersection(intersection(intersection(u,union(v,null_class)),w),x),v)*.
% 299.74/300.43 142836[4:Res:127908.0,92897.0] || -> subclass(intersection(intersection(intersection(u,union(v,v)),w),x),v)*.
% 299.74/300.43 142915[0:Con:142839.0] || member(u,intersection(intersection(v,w),x))* -> member(u,w).
% 299.74/300.43 143011[0:SpR:92837.1,127918.0] || subclass(u,intersection(v,intersection(w,x)))* -> subclass(u,x).
% 299.74/300.43 143028[4:SpR:117951.1,127918.0] || equal(intersection(u,intersection(v,w)),universal_class)** -> subclass(x,w)*.
% 299.74/300.43 143056[0:Res:127918.0,92874.0] || -> subclass(intersection(u,intersection(v,intersection(w,intersection(x,y)))),y)*.
% 299.74/300.43 143057[0:Res:127918.0,92873.0] || -> subclass(intersection(u,intersection(v,intersection(w,intersection(x,y)))),x)*.
% 299.74/300.43 143075[4:Res:127918.0,93561.0] || equal(intersection(u,intersection(v,intersection(w,successor(null_class)))),universal_class)** -> .
% 299.74/300.43 143076[4:Res:127918.0,92912.0] || -> subclass(intersection(u,intersection(v,intersection(w,successor(null_class)))),singleton(null_class))*.
% 299.74/300.43 143077[4:Res:127918.0,92894.0] || -> subclass(intersection(u,intersection(v,intersection(w,union(null_class,x)))),x)*.
% 299.74/300.43 143078[4:Res:127918.0,92900.0] || -> subclass(intersection(u,intersection(v,intersection(w,union(x,null_class)))),x)*.
% 299.74/300.43 143079[4:Res:127918.0,92897.0] || -> subclass(intersection(u,intersection(v,intersection(w,union(x,x)))),x)*.
% 299.74/300.43 143153[0:Con:143082.1] || member(u,intersection(v,intersection(w,x)))* -> member(u,x).
% 299.74/300.43 143298[0:Res:127954.0,92874.0] || -> subclass(intersection(u,intersection(intersection(v,intersection(w,x)),y)),x)*.
% 299.74/300.43 143299[0:Res:127954.0,92873.0] || -> subclass(intersection(u,intersection(intersection(v,intersection(w,x)),y)),w)*.
% 299.74/300.43 143317[4:Res:127954.0,93561.0] || equal(intersection(u,intersection(intersection(v,successor(null_class)),w)),universal_class)** -> .
% 299.74/300.43 143318[4:Res:127954.0,92912.0] || -> subclass(intersection(u,intersection(intersection(v,successor(null_class)),w)),singleton(null_class))*.
% 299.74/300.43 143319[4:Res:127954.0,92894.0] || -> subclass(intersection(u,intersection(intersection(v,union(null_class,w)),x)),w)*.
% 299.74/300.43 143320[4:Res:127954.0,92900.0] || -> subclass(intersection(u,intersection(intersection(v,union(w,null_class)),x)),w)*.
% 299.74/300.43 143321[4:Res:127954.0,92897.0] || -> subclass(intersection(u,intersection(intersection(v,union(w,w)),x)),w)*.
% 299.74/300.43 143545[0:Res:127963.0,92874.0] || -> subclass(intersection(intersection(u,intersection(v,intersection(w,x))),y),x)*.
% 299.74/300.43 143546[0:Res:127963.0,92873.0] || -> subclass(intersection(intersection(u,intersection(v,intersection(w,x))),y),w)*.
% 299.74/300.43 143564[4:Res:127963.0,93561.0] || equal(intersection(intersection(u,intersection(v,successor(null_class))),w),universal_class)** -> .
% 299.74/300.43 143565[4:Res:127963.0,92912.0] || -> subclass(intersection(intersection(u,intersection(v,successor(null_class))),w),singleton(null_class))*.
% 299.74/300.43 143566[4:Res:127963.0,92894.0] || -> subclass(intersection(intersection(u,intersection(v,union(null_class,w))),x),w)*.
% 299.74/300.43 143567[4:Res:127963.0,92900.0] || -> subclass(intersection(intersection(u,intersection(v,union(w,null_class))),x),w)*.
% 299.74/300.43 143568[4:Res:127963.0,92897.0] || -> subclass(intersection(intersection(u,intersection(v,union(w,w))),x),w)*.
% 299.74/300.43 143785[0:Res:58786.0,92874.0] || -> subclass(restrict(restrict(intersection(u,v),w,x),y,z),v)*.
% 299.74/300.43 143786[0:Res:58786.0,92873.0] || -> subclass(restrict(restrict(intersection(u,v),w,x),y,z),u)*.
% 299.74/300.43 143806[4:Res:58786.0,92894.0] || -> subclass(restrict(restrict(union(null_class,u),v,w),x,y),u)*.
% 299.74/300.43 143807[4:Res:58786.0,92900.0] || -> subclass(restrict(restrict(union(u,null_class),v,w),x,y),u)*.
% 299.74/300.43 143808[4:Res:58786.0,92897.0] || -> subclass(restrict(restrict(union(u,u),v,w),x,y),u)*.
% 299.74/300.43 144485[4:SpR:50817.0,125117.0] || -> subclass(regular(successor(image(element_relation,power_class(universal_class)))),power_class(complement(power_class(universal_class))))*.
% 299.74/300.43 144593[4:Rew:47746.1,144503.1] || equal(power_class(universal_class),null_class) -> equal(image(element_relation,power_class(universal_class)),universal_class)**.
% 299.74/300.43 144676[4:SpL:25457.1,144567.0] || equal(u,universal_class) member(universal_class,image(element_relation,power_class(u)))* -> .
% 299.74/300.43 144773[4:SpR:50818.0,125117.0] || -> subclass(regular(successor(image(element_relation,power_class(null_class)))),power_class(complement(power_class(null_class))))*.
% 299.74/300.43 145276[2:SpR:100001.0,315.0] || -> member(unordered_pair(first(regular(domain_relation)),singleton(second(regular(domain_relation)))),regular(domain_relation))*.
% 299.74/300.43 145309[2:SpL:100001.0,430.0] || subclass(regular(domain_relation),u) -> member(singleton(first(regular(domain_relation))),u)*.
% 299.74/300.43 145357[2:SpL:100001.0,1257.0] || equal(u,regular(domain_relation)) -> member(singleton(first(regular(domain_relation))),u)*.
% 299.74/300.43 145402[9:SoR:145396.0,2767.2] single_valued_class(regular(domain_relation)) || equal(cross_product(universal_class,universal_class),regular(domain_relation))** -> .
% 299.74/300.43 148064[2:Res:145290.1,271.0] || subclass(universal_class,restrict(u,v,w))* -> member(regular(domain_relation),u).
% 299.74/300.43 148092[4:Res:145290.1,17917.0] || subclass(universal_class,cantor(regular(domain_relation)))* subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.43 148124[9:SpR:39752.1,145278.0] function(first(regular(domain_relation))) || -> member(null_class,complement(singleton(regular(domain_relation))))*.
% 299.74/300.43 148154[9:SpL:39752.1,145322.0] function(first(regular(domain_relation))) || member(null_class,singleton(regular(domain_relation)))* -> .
% 299.74/300.43 148321[4:SpR:100002.0,315.0] || -> member(unordered_pair(first(regular(composition_function)),singleton(second(regular(composition_function)))),regular(composition_function))*.
% 299.74/300.43 148354[4:SpL:100002.0,430.0] || subclass(regular(composition_function),u) -> member(singleton(first(regular(composition_function))),u)*.
% 299.74/300.43 148402[4:SpL:100002.0,1257.0] || equal(u,regular(composition_function)) -> member(singleton(first(regular(composition_function))),u)*.
% 299.74/300.43 148447[9:SoR:148441.0,2767.2] single_valued_class(regular(composition_function)) || equal(cross_product(universal_class,universal_class),regular(composition_function))** -> .
% 299.74/300.43 150248[4:Res:148335.1,271.0] || subclass(universal_class,restrict(u,v,w))* -> member(regular(composition_function),u).
% 299.74/300.43 150276[4:Res:148335.1,17917.0] || subclass(universal_class,cantor(regular(composition_function)))* subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.43 150308[9:SpR:39752.1,148323.0] function(first(regular(composition_function))) || -> member(null_class,complement(singleton(regular(composition_function))))*.
% 299.74/300.43 150329[9:SpL:39752.1,148367.0] function(first(regular(composition_function))) || member(null_class,singleton(regular(composition_function)))* -> .
% 299.74/300.43 154578[4:Res:90947.1,148094.0] || equal(complement(cantor(singleton(cross_product(singleton(regular(domain_relation)),universal_class)))),null_class)** -> .
% 299.74/300.43 154593[4:Res:90947.1,148095.0] || equal(complement(cantor(complement(cross_product(singleton(regular(domain_relation)),universal_class)))),null_class)** -> .
% 299.74/300.43 155488[4:Res:90947.1,150278.0] || equal(complement(cantor(singleton(cross_product(singleton(regular(composition_function)),universal_class)))),null_class)** -> .
% 299.74/300.43 155503[4:Res:90947.1,150279.0] || equal(complement(cantor(complement(cross_product(singleton(regular(composition_function)),universal_class)))),null_class)** -> .
% 299.74/300.43 159095[4:Rew:28748.0,158963.1,75578.0,158963.1] || equal(sum_class(range_of(null_class)),null_class)** -> equal(apply(null_class,u),null_class)**.
% 299.74/300.43 159251[6:MRR:159250.1,159250.2,32172.0,47513.0] || subclass(singleton(null_class),ordered_pair(u,v))* -> equal(singleton(u),null_class).
% 299.74/300.43 159825[4:Rew:28748.0,159689.1,75578.0,159689.1] || equal(apply(null_class,u),null_class)** -> equal(sum_class(range_of(null_class)),null_class)**.
% 299.74/300.43 162120[6:SpL:50010.1,161915.0] || equal(complement(compose(element_relation,universal_class)),null_class)** subclass(element_relation,null_class) -> .
% 299.74/300.43 162121[6:SpL:46231.1,161915.0] || subclass(complement(compose(element_relation,universal_class)),null_class)* subclass(element_relation,null_class) -> .
% 299.74/300.43 162149[6:SpR:161913.0,315.0] || -> member(unordered_pair(first(regular(element_relation)),singleton(second(regular(element_relation)))),regular(element_relation))*.
% 299.74/300.43 162183[6:SpL:161913.0,430.0] || subclass(regular(element_relation),u) -> member(singleton(first(regular(element_relation))),u)*.
% 299.74/300.43 162231[6:SpL:161913.0,1257.0] || equal(u,regular(element_relation)) -> member(singleton(first(regular(element_relation))),u)*.
% 299.74/300.43 162298[9:SoR:162292.0,2767.2] single_valued_class(regular(element_relation)) || equal(cross_product(universal_class,universal_class),regular(element_relation))** -> .
% 299.74/300.43 164448[6:Res:162163.1,271.0] || subclass(universal_class,restrict(u,v,w))* -> member(regular(element_relation),u).
% 299.74/300.43 164475[6:Res:162163.1,17917.0] || subclass(universal_class,cantor(regular(element_relation)))* subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.43 164535[9:SpR:39752.1,162151.0] function(first(regular(element_relation))) || -> member(null_class,complement(singleton(regular(element_relation))))*.
% 299.74/300.43 164556[9:SpL:39752.1,162196.0] function(first(regular(element_relation))) || member(null_class,singleton(regular(element_relation)))* -> .
% 299.74/300.43 164710[6:Res:90947.1,164477.0] || equal(complement(cantor(singleton(cross_product(singleton(regular(element_relation)),universal_class)))),null_class)** -> .
% 299.74/300.43 164918[6:Res:90947.1,164478.0] || equal(complement(cantor(complement(cross_product(singleton(regular(element_relation)),universal_class)))),null_class)** -> .
% 299.74/300.43 164992[4:SpL:92837.1,164988.0] || subclass(u,successor(null_class)) subclass(complement(singleton(null_class)),u)* -> .
% 299.74/300.43 165631[4:SpL:92837.1,165020.0] || subclass(u,successor(null_class))* equal(u,complement(singleton(null_class))) -> .
% 299.74/300.43 165902[4:SpL:92837.1,165897.0] || subclass(u,successor(null_class)) subclass(singleton(singleton(null_class)),u)* -> .
% 299.74/300.43 166265[4:SpL:92837.1,165929.0] || subclass(u,successor(null_class))* equal(u,singleton(singleton(null_class))) -> .
% 299.74/300.43 166341[4:Res:51.1,165988.0] inductive(successor(null_class)) || subclass(universal_class,image(successor_relation,successor(null_class)))* -> .
% 299.74/300.43 166376[4:Res:123485.0,165988.0] || subclass(universal_class,intersection(u,intersection(v,intersection(successor(null_class),w))))* -> .
% 299.74/300.43 166377[4:Res:127954.0,165988.0] || subclass(universal_class,intersection(u,intersection(intersection(v,successor(null_class)),w)))* -> .
% 299.74/300.43 166378[4:Res:126395.0,165988.0] || subclass(universal_class,intersection(u,union(null_class,intersection(v,successor(null_class)))))* -> .
% 299.74/300.43 166383[4:Res:123491.0,165988.0] || subclass(universal_class,intersection(union(null_class,intersection(successor(null_class),u)),v))* -> .
% 299.74/300.43 166384[4:Res:123475.0,165988.0] || subclass(universal_class,intersection(intersection(intersection(successor(null_class),u),v),w))* -> .
% 299.74/300.43 166385[4:Res:127963.0,165988.0] || subclass(universal_class,intersection(intersection(u,intersection(v,successor(null_class))),w))* -> .
% 299.74/300.43 166392[4:Res:123517.0,165988.0] || subclass(universal_class,intersection(u,intersection(intersection(successor(null_class),v),w)))* -> .
% 299.74/300.43 166396[4:Res:123520.0,165988.0] || subclass(universal_class,intersection(u,union(null_class,intersection(successor(null_class),v))))* -> .
% 299.74/300.43 166398[4:Res:58588.1,165988.0] || subclass(u,successor(null_class)) subclass(universal_class,intersection(u,v))* -> .
% 299.74/300.43 166403[4:Res:126220.0,165988.0] || subclass(universal_class,intersection(union(null_class,intersection(u,successor(null_class))),v))* -> .
% 299.74/300.43 166404[4:Res:57163.1,165988.0] || subclass(u,successor(null_class)) subclass(universal_class,intersection(v,u))* -> .
% 299.74/300.43 166405[4:Res:123525.0,165988.0] || subclass(universal_class,intersection(intersection(u,intersection(successor(null_class),v)),w))* -> .
% 299.74/300.43 166406[4:Res:127908.0,165988.0] || subclass(universal_class,intersection(intersection(intersection(u,successor(null_class)),v),w))* -> .
% 299.74/300.43 166411[4:Res:92197.1,165988.0] || subclass(u,successor(null_class)) subclass(universal_class,union(null_class,u))* -> .
% 299.74/300.43 166418[4:Res:123529.0,165988.0] || subclass(universal_class,union(null_class,intersection(u,intersection(successor(null_class),v))))* -> .
% 299.74/300.43 166419[4:Res:126557.0,165988.0] || subclass(universal_class,union(null_class,intersection(u,intersection(v,successor(null_class)))))* -> .
% 299.74/300.43 166420[4:Res:123479.0,165988.0] || subclass(universal_class,union(null_class,intersection(intersection(successor(null_class),u),v)))* -> .
% 299.74/300.43 166421[4:Res:126047.0,165988.0] || subclass(universal_class,union(null_class,intersection(intersection(u,successor(null_class)),v)))* -> .
% 299.74/300.43 166422[4:Res:92198.1,165988.0] || subclass(u,successor(null_class)) subclass(universal_class,union(u,null_class))* -> .
% 299.74/300.43 166423[4:Res:92199.1,165988.0] || subclass(u,successor(null_class)) subclass(universal_class,union(u,u))* -> .
% 299.74/300.43 166424[4:Res:127918.0,165988.0] || subclass(universal_class,intersection(u,intersection(v,intersection(w,successor(null_class)))))* -> .
% 299.74/300.43 166426[4:Res:124223.0,165988.0] || subclass(universal_class,regular(union(null_class,complement(intersection(u,successor(null_class))))))* -> .
% 299.74/300.43 166429[4:Res:123484.0,165988.0] || subclass(universal_class,regular(union(null_class,complement(intersection(successor(null_class),u)))))* -> .
% 299.74/300.43 167148[4:SpL:71286.1,166351.0] || subclass(u,intersection(successor(null_class),v))* subclass(universal_class,u) -> .
% 299.74/300.43 167359[4:SpL:92837.1,166361.0] || subclass(u,intersection(v,successor(null_class)))* subclass(universal_class,u) -> .
% 299.74/300.43 168007[4:SpR:32.0,115592.0] || -> subclass(intersection(complement(successor(null_class)),restrict(singleton(null_class),u,v)),null_class)*.
% 299.74/300.43 168145[4:SpL:92837.1,168064.0] || subclass(u,singleton(null_class)) subclass(complement(successor(null_class)),u)* -> .
% 299.74/300.43 168624[4:SpL:92837.1,168173.0] || subclass(u,singleton(null_class))* equal(u,complement(successor(null_class))) -> .
% 299.74/300.43 168707[4:Res:51.1,168069.0] inductive(singleton(null_class)) || equal(image(successor_relation,singleton(null_class)),universal_class)** -> .
% 299.74/300.43 168731[4:Res:123909.0,168069.0] || equal(complement(successor(complement(restrict(singleton(null_class),u,v)))),universal_class)** -> .
% 299.74/300.43 168741[4:Res:123485.0,168069.0] || equal(intersection(u,intersection(v,intersection(singleton(null_class),w))),universal_class)** -> .
% 299.74/300.43 168742[4:Res:127954.0,168069.0] || equal(intersection(u,intersection(intersection(v,singleton(null_class)),w)),universal_class)** -> .
% 299.74/300.43 168743[4:Res:126395.0,168069.0] || equal(intersection(u,union(null_class,intersection(v,singleton(null_class)))),universal_class)** -> .
% 299.74/300.43 168748[4:Res:123491.0,168069.0] || equal(intersection(union(null_class,intersection(singleton(null_class),u)),v),universal_class)** -> .
% 299.74/300.43 168749[4:Res:123475.0,168069.0] || equal(intersection(intersection(intersection(singleton(null_class),u),v),w),universal_class)** -> .
% 299.74/300.43 168750[4:Res:127963.0,168069.0] || equal(intersection(intersection(u,intersection(v,singleton(null_class))),w),universal_class)** -> .
% 299.74/300.43 168756[4:Res:123517.0,168069.0] || equal(intersection(u,intersection(intersection(singleton(null_class),v),w)),universal_class)** -> .
% 299.74/300.43 168760[4:Res:123520.0,168069.0] || equal(intersection(u,union(null_class,intersection(singleton(null_class),v))),universal_class)** -> .
% 299.74/300.43 168762[4:Res:58588.1,168069.0] || subclass(u,singleton(null_class))* equal(intersection(u,v),universal_class)** -> .
% 299.74/300.43 168767[4:Res:126220.0,168069.0] || equal(intersection(union(null_class,intersection(u,singleton(null_class))),v),universal_class)** -> .
% 299.74/300.43 168768[4:Res:57163.1,168069.0] || subclass(u,singleton(null_class))* equal(intersection(v,u),universal_class)** -> .
% 299.74/300.43 168769[4:Res:123525.0,168069.0] || equal(intersection(intersection(u,intersection(singleton(null_class),v)),w),universal_class)** -> .
% 299.74/300.43 168770[4:Res:127908.0,168069.0] || equal(intersection(intersection(intersection(u,singleton(null_class)),v),w),universal_class)** -> .
% 299.74/300.43 168775[4:Res:92197.1,168069.0] || subclass(u,singleton(null_class))* equal(union(null_class,u),universal_class) -> .
% 299.74/300.43 168782[4:Res:123529.0,168069.0] || equal(union(null_class,intersection(u,intersection(singleton(null_class),v))),universal_class)** -> .
% 299.74/300.43 168783[4:Res:126557.0,168069.0] || equal(union(null_class,intersection(u,intersection(v,singleton(null_class)))),universal_class)** -> .
% 299.74/300.43 168784[4:Res:123479.0,168069.0] || equal(union(null_class,intersection(intersection(singleton(null_class),u),v)),universal_class)** -> .
% 299.74/300.43 168785[4:Res:126047.0,168069.0] || equal(union(null_class,intersection(intersection(u,singleton(null_class)),v)),universal_class)** -> .
% 299.74/300.43 168786[4:Res:92198.1,168069.0] || subclass(u,singleton(null_class))* equal(union(u,null_class),universal_class) -> .
% 299.74/300.43 168787[4:Res:92199.1,168069.0] || subclass(u,singleton(null_class))* equal(union(u,u),universal_class)** -> .
% 299.74/300.43 168799[4:Res:127918.0,168069.0] || equal(intersection(u,intersection(v,intersection(w,singleton(null_class)))),universal_class)** -> .
% 299.74/300.43 168801[4:Res:124223.0,168069.0] || equal(regular(union(null_class,complement(intersection(u,singleton(null_class))))),universal_class)** -> .
% 299.74/300.43 168804[4:Res:123484.0,168069.0] || equal(regular(union(null_class,complement(intersection(singleton(null_class),u)))),universal_class)** -> .
% 299.74/300.43 168978[4:MRR:168977.2,62126.0] || -> equal(regular(unordered_pair(u,universal_class)),u)** equal(unordered_pair(u,universal_class),null_class).
% 299.74/300.43 169148[4:SpL:71286.1,168717.0] || subclass(u,intersection(singleton(null_class),v))* equal(u,universal_class) -> .
% 299.74/300.43 169207[4:SpL:92837.1,168727.0] || subclass(u,intersection(v,singleton(null_class)))* equal(u,universal_class) -> .
% 299.74/300.43 169405[4:MRR:169404.2,62126.0] || -> equal(regular(unordered_pair(universal_class,u)),u)** equal(unordered_pair(universal_class,u),null_class).
% 299.74/300.43 169730[4:SpL:71286.1,169694.0] || subclass(u,successor(null_class))* equal(successor(complement(u)),null_class) -> .
% 299.74/300.43 170214[6:SpL:92837.1,170111.0] || subclass(u,complement(singleton(null_class)))* subclass(successor(null_class),u) -> .
% 299.74/300.43 170377[6:SpL:92837.1,170236.0] || subclass(u,complement(singleton(null_class)))* equal(complement(u),null_class) -> .
% 299.74/300.43 170414[6:SpL:92837.1,170238.0] || subclass(u,complement(singleton(null_class)))* equal(u,successor(null_class)) -> .
% 299.74/300.43 170440[6:SpL:92837.1,170239.0] || subclass(u,complement(singleton(null_class)))* subclass(singleton(null_class),u) -> .
% 299.74/300.43 171015[6:SpL:92837.1,170465.0] || subclass(u,complement(singleton(null_class)))* equal(u,singleton(null_class)) -> .
% 299.74/300.43 171049[6:Res:170509.0,1058.1] || equal(complement(union(singleton(null_class),image(element_relation,power_class(u)))),universal_class)** -> .
% 299.74/300.43 171057[6:Res:170509.0,64986.1] || equal(successor(union(singleton(null_class),image(element_relation,power_class(u)))),null_class)** -> .
% 299.74/300.43 171265[6:Rew:112101.0,171264.0] || -> member(null_class,union(singleton(null_class),intersection(union(u,v),power_class(w))))*.
% 299.74/300.43 171267[6:Rew:111545.0,171266.0] || -> member(null_class,union(singleton(null_class),intersection(power_class(u),union(v,w))))*.
% 299.74/300.43 171290[6:Res:171239.0,4.0] || subclass(union(singleton(null_class),power_class(u)),v)* -> member(null_class,v).
% 299.74/300.43 171308[6:Res:171240.0,4.0] || subclass(union(singleton(null_class),successor(u)),v)* -> member(null_class,v).
% 299.74/300.43 171512[6:Res:171413.0,4.0] || subclass(union(singleton(null_class),complement(u)),v)* -> member(null_class,v).
% 299.74/300.43 468[0:Res:406.1,4.0] || subclass(universal_class,u)* subclass(u,v)* -> member(singleton(w),v)*.
% 299.74/300.43 730[0:Res:429.1,271.0] || subclass(universal_class,restrict(u,v,w))* -> member(ordered_pair(x,y),u)*.
% 299.74/300.43 963[0:Res:429.1,39.0] || subclass(universal_class,flip(u)) -> member(ordered_pair(ordered_pair(v,w),x),u)*.
% 299.74/300.43 985[0:Res:429.1,36.0] || subclass(universal_class,rotate(u)) -> member(ordered_pair(ordered_pair(v,w),x),u)*.
% 299.74/300.43 1205[0:SpL:116.0,471.0] || subclass(universal_class,symmetric_difference(u,v)) -> member(singleton(w),union(u,v))*.
% 299.74/300.43 1282[0:Res:1266.1,389.1] inductive(singleton(u)) || member(u,omega)* -> equal(singleton(u),omega).
% 299.74/300.43 664[0:Res:658.1,4.0] || subclass(singleton(u),v)* -> equal(singleton(u),null_class) member(u,v).
% 299.74/300.43 432[0:Res:326.0,4.0] || subclass(singleton(singleton(singleton(u))),v)* -> member(singleton(singleton(u)),v).
% 299.74/300.43 5966[0:SpL:314.0,1257.0] || equal(u,singleton(singleton(singleton(v)))) -> member(singleton(singleton(v)),u)*.
% 299.74/300.43 6256[0:Res:6254.1,4.0] function(u) || subclass(universal_class,v) -> member(apply(u,w),v)*.
% 299.74/300.43 6264[0:Res:6257.1,167.0] || -> equal(singleton(image(u,singleton(v))),null_class)** member(apply(u,v),universal_class).
% 299.74/300.43 6801[0:Rew:31.0,6613.1] single_valued_class(intersection(u,cross_product(universal_class,universal_class))) || -> function(restrict(u,universal_class,universal_class))*.
% 299.74/300.43 7426[2:SpR:7118.0,61.1] || member(ordered_pair(u,v),compose(null_class,w))* -> member(v,range_of(null_class)).
% 299.74/300.43 7809[0:Rew:32.0,7808.1] single_valued_class(intersection(cross_product(universal_class,universal_class),u)) || -> function(restrict(u,universal_class,universal_class))*.
% 299.74/300.43 7926[2:Res:7907.1,52.1] || equal(image(successor_relation,u),null_class)** member(null_class,u) -> inductive(u).
% 299.74/300.43 8054[2:Res:7349.1,271.0] || subclass(domain_relation,restrict(u,v,w))* -> member(ordered_pair(null_class,null_class),u).
% 299.74/300.43 8076[2:MRR:8073.0,101.0] || equal(compose(u,null_class),null_class) -> member(ordered_pair(null_class,null_class),compose_class(u))*.
% 299.74/300.43 8185[4:Res:7866.0,414.1] inductive(symmetric_difference(domain_of(u),successor(universal_class))) || -> member(null_class,complement(cantor(u)))*.
% 299.74/300.43 8306[0:Res:7868.0,414.1] inductive(symmetric_difference(complement(u),complement(v))) || -> member(null_class,union(u,v))*.
% 299.74/300.43 8323[2:Res:8295.0,414.1] inductive(symmetric_difference(complement(u),successor(universal_class))) || -> member(null_class,union(u,null_class))*.
% 299.74/300.43 8341[2:Res:8305.0,414.1] inductive(symmetric_difference(successor(universal_class),complement(u))) || -> member(null_class,union(null_class,u))*.
% 299.74/300.43 8359[0:Res:8283.0,414.1] inductive(symmetric_difference(complement(u),complement(singleton(u)))) || -> member(null_class,successor(u))*.
% 299.74/300.43 10196[4:Rew:10111.0,7695.0] || subclass(universal_class,complement(compose(element_relation,universal_class)))* member(singleton(u),element_relation)* -> .
% 299.74/300.43 11233[4:Res:11057.1,4.0] || equal(u,cantor(xf)) subclass(u,v)* -> member(x__dfg,v).
% 299.74/300.43 11246[4:Res:11057.1,574.0] || equal(symmetric_difference(u,v),cantor(xf)) -> member(x__dfg,union(u,v))*.
% 299.74/300.43 11294[4:Res:11057.1,10130.1] || equal(complement(compose(element_relation,universal_class)),cantor(xf))** member(x__dfg,element_relation) -> .
% 299.74/300.43 11367[4:Res:10599.0,414.1] inductive(intersection(sum_class(range_of(null_class)),universal_class)) || -> member(null_class,apply(null_class,u))*.
% 299.74/300.43 11619[4:SpL:10165.0,1075.1] inductive(intersection(universal_class,complement(u))) || equal(union(null_class,u),universal_class)** -> .
% 299.74/300.43 11692[4:SpL:10166.0,1075.1] inductive(intersection(complement(u),universal_class)) || equal(union(u,null_class),universal_class)** -> .
% 299.74/300.43 11738[4:Res:11366.0,414.1] inductive(intersection(apply(null_class,u),universal_class)) || -> member(null_class,apply(null_class,v))*.
% 299.74/300.43 11744[4:Res:11734.0,414.1] inductive(intersection(apply(null_class,u),universal_class)) || -> member(null_class,sum_class(range_of(null_class)))*.
% 299.74/300.43 12507[0:Res:73.2,12451.0] || member(u,universal_class) -> equal(u,null_class) member(apply(choice,u),universal_class)*.
% 299.74/300.43 13441[0:Res:12502.1,4.0] || subclass(universal_class,u) -> subclass(v,w) member(not_subclass_element(v,w),u)*.
% 299.74/300.43 13827[0:Res:11931.0,628.0] || -> subclass(u,complement(singleton(v))) equal(not_subclass_element(u,complement(singleton(v))),v)**.
% 299.74/300.43 14006[2:Res:1040.2,6869.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class))* subclass(composition_function,null_class) -> .
% 299.74/300.43 14659[2:MRR:14658.0,1042.0] || equal(compose(u,null_class),null_class) subclass(domain_relation,complement(compose_class(u)))* -> .
% 299.74/300.43 16410[4:Res:11057.1,12471.0] || equal(sum_class(range_of(null_class)),cantor(xf)) -> member(x__dfg,apply(null_class,u))*.
% 299.74/300.43 16468[4:Res:11057.1,12473.0] || equal(apply(null_class,u),cantor(xf))** -> member(x__dfg,sum_class(range_of(null_class)))*.
% 299.74/300.43 16750[2:SpL:31.0,16318.0] || equal(restrict(u,v,w),domain_relation)** -> member(ordered_pair(null_class,null_class),u)*.
% 299.74/300.43 17988[4:Rew:17356.0,8945.1] inductive(symmetric_difference(range_of(u),successor(universal_class))) || -> member(null_class,complement(range_of(u)))*.
% 299.74/300.43 19193[4:SpR:19166.0,44.0] || -> equal(second(not_subclass_element(restrict(u,null_class,v),null_class)),range__dfg(u,universal_class,v))**.
% 299.74/300.43 19196[4:SpR:19166.0,43.0] || -> equal(first(not_subclass_element(restrict(u,v,null_class),null_class)),domain__dfg(u,v,universal_class))**.
% 299.74/300.43 19327[4:SpL:19172.0,17307.0] || member(ordered_pair(u,singleton(singleton(null_class))),application_function)* -> member(null_class,cantor(u)).
% 299.74/300.43 19357[4:SpL:19166.0,17286.1] || member(universal_class,cantor(u)) equal(restrict(u,null_class,universal_class),null_class)** -> .
% 299.74/300.43 19672[4:Res:405.1,17917.0] || subclass(universal_class,cantor(unordered_pair(u,v)))* subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.43 19681[4:Res:429.1,17917.0] || subclass(universal_class,cantor(ordered_pair(u,v)))* subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.43 19683[4:Res:7349.1,17917.0] || subclass(domain_relation,cantor(ordered_pair(null_class,null_class)))* subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.43 19684[4:Res:17031.1,17917.0] || equal(cantor(ordered_pair(null_class,null_class)),domain_relation)** subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.43 20301[4:Res:19302.1,27.1] || equal(complement(u),singleton(singleton(null_class))) member(singleton(null_class),u)* -> .
% 299.74/300.43 20304[4:Res:19302.1,24.0] || equal(intersection(u,v),singleton(singleton(null_class)))** -> member(singleton(null_class),u)*.
% 299.74/300.43 20305[4:Res:19302.1,25.0] || equal(intersection(u,v),singleton(singleton(null_class)))** -> member(singleton(null_class),v)*.
% 299.74/300.43 20695[4:Res:20660.0,414.1] inductive(symmetric_difference(image(element_relation,complement(u)),universal_class)) || -> member(null_class,power_class(u))*.
% 299.74/300.43 21270[5:Res:21256.1,271.0] || subclass(universal_class,restrict(u,v,w))* -> member(sum_class(range_of(null_class)),u).
% 299.74/300.43 21284[5:Res:21256.1,17917.0] || subclass(universal_class,cantor(sum_class(range_of(null_class))))* subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.43 21302[5:Res:21248.1,271.0] || subclass(universal_class,restrict(u,v,w))* -> member(apply(null_class,x),u)*.
% 299.74/300.43 21316[5:Res:21248.1,17917.0] || subclass(universal_class,cantor(apply(null_class,u)))* subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.43 22082[0:Res:51.1,443.1] inductive(u) || equal(image(successor_relation,u),universal_class)** -> member(omega,u).
% 299.74/300.43 22296[0:Res:51.1,455.1] inductive(u) || equal(image(successor_relation,u),universal_class)** -> member(x__dfg,u).
% 299.74/300.43 23058[0:Res:9.1,3478.0] || equal(singleton(u),v)* -> equal(v,null_class) equal(regular(v),u)*.
% 299.74/300.43 23217[0:Res:9.1,420.1] || equal(u,singleton(v)) member(v,universal_class)* -> member(v,u)*.
% 299.74/300.43 23250[4:SpL:17356.0,10285.0] || member(u,range_of(v))* subclass(universal_class,w)* -> member(u,w)*.
% 299.74/300.43 23252[4:SpL:18051.0,10285.0] || member(u,inverse(v))* subclass(universal_class,w)* -> member(u,w)*.
% 299.74/300.43 23253[4:SpL:18099.0,10285.0] || member(u,sum_class(v))* subclass(universal_class,w)* -> member(u,w)*.
% 299.74/300.43 23541[2:SpL:823.1,23530.0] || subclass(regular(cross_product(u,v)),null_class)* -> equal(cross_product(u,v),null_class).
% 299.74/300.43 23594[2:SpL:823.1,23545.0] || equal(regular(cross_product(u,v)),null_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.43 24703[2:Obv:24698.1] || subclass(regular(u),u)* -> equal(regular(u),null_class) equal(u,null_class).
% 299.74/300.43 24854[0:Obv:24831.0] || -> equal(intersection(u,singleton(v)),null_class) member(v,intersection(u,singleton(v)))*.
% 299.74/300.43 24877[0:SpR:24850.0,32.0] || -> member(u,cross_product(v,w)) equal(restrict(singleton(u),v,w),null_class)**.
% 299.74/300.43 24939[2:MRR:24878.3,6869.0] || member(u,singleton(v))* member(u,w)* -> member(v,w)*.
% 299.74/300.43 24953[4:Res:11057.1,12472.0] || equal(apply(null_class,u),cantor(xf))** -> member(x__dfg,apply(null_class,v))*.
% 299.74/300.43 25131[0:Obv:25101.0] || -> equal(intersection(singleton(u),v),null_class) member(u,intersection(singleton(u),v))*.
% 299.74/300.43 26908[0:Res:24029.0,3481.0] || -> equal(complement(successor(u)),null_class) member(regular(complement(successor(u))),complement(u))*.
% 299.74/300.43 27273[4:MRR:27272.0,1042.0] || equal(compose(u,null_class),null_class) equal(complement(compose_class(u)),universal_class)** -> .
% 299.74/300.43 27764[2:Rew:58.0,27747.0] || subclass(domain_relation,power_class(u)) -> subclass(singleton(ordered_pair(null_class,null_class)),power_class(u))*.
% 299.74/300.43 27766[0:Rew:58.0,27730.1,58.0,27730.0] || -> subclass(singleton(not_subclass_element(power_class(u),v)),power_class(u))* subclass(power_class(u),v).
% 299.74/300.43 27786[0:MRR:27781.1,14.0] || equal(u,ordered_pair(v,w)) -> member(unordered_pair(v,singleton(w)),u)*.
% 299.74/300.43 27964[0:SpR:46.0,9918.1] || member(u,universal_class) -> member(u,successor(v)) member(u,complement(v))*.
% 299.74/300.43 28006[4:MRR:27980.0,147.0] || equal(complement(union(u,v)),cantor(xf))** -> member(x__dfg,complement(u)).
% 299.74/300.43 28007[0:MRR:27983.0,138.0] || equal(complement(union(u,v)),universal_class)** -> member(singleton(w),complement(u))*.
% 299.74/300.43 28028[4:Res:27910.1,4.0] || equal(u,universal_class) subclass(u,v)* -> member(singleton(w),v)*.
% 299.74/300.43 28236[4:Res:28182.1,10130.1] || equal(complement(successor(compose(element_relation,universal_class))),universal_class)** member(x__dfg,element_relation) -> .
% 299.74/300.43 28281[4:MRR:28256.0,147.0] || equal(complement(union(u,v)),cantor(xf))** -> member(x__dfg,complement(v)).
% 299.74/300.43 28284[0:MRR:28259.0,138.0] || equal(complement(union(u,v)),universal_class)** -> member(singleton(w),complement(v))*.
% 299.74/300.43 28356[4:Res:28303.1,10130.1] || equal(complement(successor(compose(element_relation,universal_class))),universal_class)** member(omega,element_relation) -> .
% 299.74/300.43 28467[4:Res:28414.1,10130.1] || equal(complement(successor(compose(element_relation,universal_class))),universal_class)** member(null_class,element_relation) -> .
% 299.74/300.43 28506[0:Res:54.1,7880.0] inductive(singleton(u)) || -> subclass(omega,v) equal(not_subclass_element(omega,v),u)*.
% 299.74/300.43 28533[4:Res:11057.1,28527.1] || equal(singleton(u),cantor(xf)) equal(complement(successor(u)),universal_class)** -> .
% 299.74/300.43 28656[4:Rew:10129.0,28578.1] || member(not_subclass_element(element_relation,null_class),complement(compose(element_relation,universal_class)))* -> subclass(element_relation,null_class).
% 299.74/300.43 28966[4:Rew:28748.0,23996.0] || -> subclass(complement(union(u,complement(v))),intersection(complement(u),union(null_class,v)))*.
% 299.74/300.43 28982[4:Rew:28748.0,24018.0] || -> subclass(complement(union(complement(u),v)),intersection(union(null_class,u),complement(v)))*.
% 299.74/300.43 28988[4:Rew:28748.0,10451.1] || subclass(universal_class,union(null_class,u))* member(singleton(v),complement(u))* -> .
% 299.74/300.43 28989[4:Rew:28748.0,10455.0] || subclass(union(null_class,u),complement(u))* -> equal(union(null_class,u),null_class).
% 299.74/300.43 28992[4:Rew:28748.0,28450.0] || equal(complement(successor(complement(u))),universal_class) -> member(null_class,union(null_class,u))*.
% 299.74/300.43 28993[4:Rew:28748.0,28339.0] || equal(complement(successor(complement(u))),universal_class) -> member(omega,union(null_class,u))*.
% 299.74/300.43 28994[4:Rew:28748.0,28218.0] || equal(complement(successor(complement(u))),universal_class) -> member(x__dfg,union(null_class,u))*.
% 299.74/300.43 28995[4:Rew:28748.0,10454.0] || -> subclass(symmetric_difference(union(null_class,u),complement(singleton(complement(u)))),successor(complement(u)))*.
% 299.74/300.43 29042[4:Rew:28748.0,24937.1] || -> member(u,v) equal(symmetric_difference(v,singleton(u)),union(v,singleton(u)))**.
% 299.74/300.43 29049[4:Rew:28748.0,26657.1] || -> member(u,v) equal(symmetric_difference(singleton(u),v),union(singleton(u),v))**.
% 299.74/300.43 29392[4:Rew:28759.0,16128.0] || equal(union(null_class,compose_class(u)),domain_relation)** -> equal(compose(u,null_class),null_class).
% 299.74/300.43 29393[4:Rew:28759.0,27364.0] || equal(union(null_class,compose_class(u)),universal_class)** -> equal(compose(u,null_class),null_class).
% 299.74/300.43 29434[4:Rew:28759.0,24749.0] || equal(union(null_class,cross_product(u,v)),universal_class)** -> member(singleton(w),u)*.
% 299.74/300.43 29504[4:Rew:28759.0,1009.0] || equal(union(null_class,intersection(u,v)),universal_class)** -> member(singleton(w),v)*.
% 299.74/300.43 29505[4:Rew:28759.0,1008.0] || equal(union(null_class,intersection(u,v)),universal_class)** -> member(singleton(w),u)*.
% 299.74/300.43 29530[4:Rew:28759.0,1007.0] || equal(union(null_class,complement(u)),universal_class)** member(singleton(v),u)* -> .
% 299.74/300.43 29534[4:Rew:28759.0,16097.0] || equal(union(null_class,singleton(u)),domain_relation)** -> equal(ordered_pair(null_class,null_class),u).
% 299.74/300.43 29537[4:Rew:28759.0,27323.0] || equal(union(null_class,singleton(u)),universal_class)** -> equal(ordered_pair(null_class,null_class),u).
% 299.74/300.43 29538[5:Rew:28759.0,21729.0] || equal(union(null_class,singleton(u)),universal_class)** -> equal(apply(null_class,v),u)*.
% 299.74/300.43 29539[5:Rew:28759.0,21537.0] || equal(union(null_class,singleton(u)),universal_class)** -> equal(sum_class(range_of(null_class)),u).
% 299.74/300.43 29544[4:Rew:28759.0,28230.1] || equal(complement(successor(u)),universal_class)** equal(union(null_class,u),universal_class) -> .
% 299.74/300.43 29582[2:Rew:28764.0,9790.1] inductive(symmetric_difference(intersection(universal_class,u),null_class)) || -> member(null_class,union(u,null_class))*.
% 299.74/300.43 29715[4:Rew:28754.0,14149.1] inductive(intersection(universal_class,power_class(null_class))) || equal(complement(power_class(null_class)),universal_class)** -> .
% 299.74/300.43 29727[4:Rew:28756.0,14080.1] inductive(intersection(universal_class,power_class(universal_class))) || equal(complement(power_class(universal_class)),universal_class)** -> .
% 299.74/300.43 32057[4:SpR:31446.0,30453.0] || -> member(not_subclass_element(union(u,u),v),u)* subclass(union(null_class,u),v).
% 299.74/300.43 32652[6:Res:32575.1,4.0] || equal(u,singleton(null_class)) subclass(u,v)* -> member(null_class,v).
% 299.74/300.43 32655[6:Res:32575.1,10130.1] || equal(complement(compose(element_relation,universal_class)),singleton(null_class))** member(null_class,element_relation) -> .
% 299.74/300.43 32667[6:Res:32575.1,574.0] || equal(symmetric_difference(u,v),singleton(null_class)) -> member(null_class,union(u,v))*.
% 299.74/300.43 32676[6:Res:32575.1,12471.0] || equal(sum_class(range_of(null_class)),singleton(null_class)) -> member(null_class,apply(null_class,u))*.
% 299.74/300.43 32677[6:Res:32575.1,12472.0] || equal(apply(null_class,u),singleton(null_class))** -> member(null_class,apply(null_class,v))*.
% 299.74/300.43 32678[6:Res:32575.1,12473.0] || equal(apply(null_class,u),singleton(null_class))** -> member(null_class,sum_class(range_of(null_class)))*.
% 299.74/300.43 32807[6:Res:32644.1,4.0] || equal(u,successor(null_class)) subclass(u,v)* -> member(null_class,v).
% 299.74/300.43 32810[6:Res:32644.1,10130.1] || equal(complement(compose(element_relation,universal_class)),successor(null_class))** member(null_class,element_relation) -> .
% 299.74/300.43 32823[6:Res:32644.1,574.0] || equal(symmetric_difference(u,v),successor(null_class)) -> member(null_class,union(u,v))*.
% 299.74/300.43 32832[6:Res:32644.1,12471.0] || equal(sum_class(range_of(null_class)),successor(null_class)) -> member(null_class,apply(null_class,u))*.
% 299.74/300.43 32833[6:Res:32644.1,12472.0] || equal(apply(null_class,u),successor(null_class))** -> member(null_class,apply(null_class,v))*.
% 299.74/300.43 32834[6:Res:32644.1,12473.0] || equal(apply(null_class,u),successor(null_class))** -> member(null_class,sum_class(range_of(null_class)))*.
% 299.74/300.43 33003[0:SpR:31200.0,44.0] || -> equal(second(not_subclass_element(cross_product(singleton(u),v),null_class)),range__dfg(universal_class,u,v))**.
% 299.74/300.43 33004[0:SpR:31200.0,43.0] || -> equal(first(not_subclass_element(cross_product(u,singleton(v)),null_class)),domain__dfg(universal_class,u,v))**.
% 299.74/300.43 33007[4:SpL:31200.0,17286.1] || member(u,cantor(universal_class)) equal(cross_product(singleton(u),universal_class),null_class)** -> .
% 299.74/300.43 35702[4:Res:35099.1,4.0] || member(u,universal_class) subclass(universal_class,v) -> member(cantor(u),v)*.
% 299.74/300.43 36653[4:SpR:29733.0,13856.1] || -> member(u,union(null_class,v)) subclass(singleton(u),union(null_class,complement(v)))*.
% 299.74/300.43 36683[4:SpL:29733.0,1075.1] inductive(union(null_class,u)) || equal(union(null_class,complement(u)),universal_class)** -> .
% 299.74/300.43 36911[0:Obv:36903.2] || subclass(u,v) subclass(u,complement(v))* -> subclass(u,w)*.
% 299.74/300.43 36918[0:MRR:36885.0,12502.1] || subclass(u,complement(unordered_pair(v,not_subclass_element(u,w))))* -> subclass(u,w).
% 299.74/300.43 36919[0:MRR:36886.0,12502.1] || subclass(u,complement(unordered_pair(not_subclass_element(u,v),w)))* -> subclass(u,v).
% 299.74/300.43 39158[4:SpR:32996.0,35696.1] || member(inverse(cross_product(u,universal_class)),universal_class)* -> member(image(universal_class,u),universal_class).
% 299.74/300.43 39756[9:Res:68.2,39666.1] function(u) function(image(u,v)) || member(v,universal_class)* -> .
% 299.74/300.43 39783[9:MRR:39737.2,7.0] function(apply(choice,u)) || member(u,universal_class)* -> equal(u,null_class).
% 299.74/300.43 39878[9:SpR:39752.1,19189.0] function(u) || -> equal(unordered_pair(null_class,unordered_pair(u,null_class)),ordered_pair(u,universal_class))**.
% 299.74/300.43 40097[9:Rew:39752.1,39931.2] function(u) || member(singleton(singleton(null_class)),element_relation)* -> member(null_class,u)*.
% 299.74/300.43 40115[9:Rew:19193.0,39897.1] function(u) || -> equal(range__dfg(v,universal_class,w),range__dfg(v,u,w))*.
% 299.74/300.43 40117[9:Rew:19196.0,39909.1] function(u) || -> equal(domain__dfg(v,w,universal_class),domain__dfg(v,w,u))*.
% 299.74/300.43 40135[9:SoR:39766.0,7923.2] single_valued_class(regular(u)) || equal(regular(u),null_class)** -> equal(u,null_class).
% 299.74/300.43 40707[9:Res:39853.1,4.0] function(u) || subclass(ordered_pair(u,v),w)* -> member(null_class,w).
% 299.74/300.43 40903[4:Res:39325.1,6375.1] || equal(u,universal_class) member(v,universal_class) -> member(power_class(v),u)*.
% 299.74/300.43 40905[4:Res:39325.1,6316.1] || equal(u,universal_class) member(v,universal_class) -> member(sum_class(v),u)*.
% 299.74/300.43 41197[4:MRR:41136.1,7.0] || equal(u,universal_class) -> subclass(v,w) member(not_subclass_element(v,w),u)*.
% 299.74/300.43 41380[2:Res:36356.0,414.1] inductive(u) || -> equal(singleton(u),null_class) member(null_class,complement(singleton(u)))*.
% 299.74/300.43 41458[4:Res:41422.0,4.0] || subclass(complement(singleton(singleton(singleton(null_class)))),u)* -> member(singleton(null_class),u).
% 299.74/300.43 41578[4:SpR:36664.0,13856.1] || -> member(u,union(v,v))* subclass(singleton(u),union(null_class,complement(v)))*.
% 299.74/300.43 41611[4:SpL:36664.0,1075.1] inductive(union(u,u)) || equal(union(null_class,complement(u)),universal_class)** -> .
% 299.74/300.43 41893[4:Res:17399.1,17.0] || subclass(domain_relation,flip(cross_product(u,v)))* -> member(ordered_pair(w,x),u)*.
% 299.74/300.43 42073[4:SpR:39356.0,25125.0] || -> equal(union(null_class,singleton(u)),null_class) member(u,union(null_class,singleton(u)))*.
% 299.74/300.43 43564[0:SpR:569.0,42566.0] || -> equal(intersection(complement(union(u,v)),symmetric_difference(complement(u),complement(v))),null_class)**.
% 299.74/300.43 43609[4:SpR:36664.0,42566.0] || -> equal(intersection(union(null_class,complement(u)),intersection(union(u,u),v)),null_class)**.
% 299.74/300.43 43610[4:SpR:29733.0,42566.0] || -> equal(intersection(union(null_class,complement(u)),intersection(union(null_class,u),v)),null_class)**.
% 299.74/300.43 43772[4:SpR:36664.0,43164.0] || -> equal(intersection(union(null_class,complement(u)),intersection(v,union(u,u))),null_class)**.
% 299.74/300.43 43773[4:SpR:29733.0,43164.0] || -> equal(intersection(union(null_class,complement(u)),intersection(v,union(null_class,u))),null_class)**.
% 299.74/300.43 45573[6:MRR:45561.1,32172.0] || subclass(successor(null_class),symmetric_difference(u,v))* -> member(null_class,union(u,v)).
% 299.74/300.43 45710[4:SpR:41644.0,59.1] || member(union(null_class,u),universal_class) -> member(power_class(union(u,u)),universal_class)*.
% 299.74/300.43 45733[4:SpR:41644.0,59.1] || member(union(u,u),universal_class)* -> member(power_class(union(null_class,u)),universal_class)*.
% 299.74/300.43 45841[2:SpR:42003.1,31.0] || subclass(cross_product(u,v),null_class)* -> equal(restrict(w,u,v),null_class)**.
% 299.74/300.43 46190[2:SpR:43463.1,116.0] || subclass(complement(intersection(u,v)),null_class)* -> equal(symmetric_difference(u,v),null_class).
% 299.74/300.43 46680[6:SpR:36664.0,46629.1] || subclass(union(u,u),null_class)* -> member(null_class,union(null_class,complement(u)))*.
% 299.74/300.43 46681[6:SpR:29733.0,46629.1] || subclass(union(null_class,u),null_class) -> member(null_class,union(null_class,complement(u)))*.
% 299.74/300.43 46810[0:Obv:46789.1] || equal(u,v) -> equal(unordered_pair(v,u),null_class)** member(v,universal_class).
% 299.74/300.43 46972[4:SpR:36664.0,46634.1] || subclass(union(u,u),null_class)* -> subclass(universal_class,union(null_class,complement(u)))*.
% 299.74/300.43 46973[4:SpR:29733.0,46634.1] || subclass(union(null_class,u),null_class) -> subclass(universal_class,union(null_class,complement(u)))*.
% 299.74/300.43 47830[4:MRR:45066.1,47828.0] || subclass(cross_product(universal_class,cross_product(universal_class,universal_class)),u)* -> member(regular(composition_function),u).
% 299.74/300.43 48183[4:Rew:47963.0,47774.0] || equal(intersection(complement(u),power_class(v)),union(u,complement(power_class(v))))** -> .
% 299.74/300.43 48216[0:Rew:47963.0,13859.0] || -> member(not_subclass_element(u,power_class(v)),complement(power_class(v)))* subclass(u,power_class(v)).
% 299.74/300.43 48248[4:Rew:47963.0,28940.0] || -> equal(union(null_class,image(element_relation,power_class(u))),complement(power_class(complement(power_class(u)))))**.
% 299.74/300.43 48317[6:Rew:47963.0,32615.1] || -> member(null_class,image(element_relation,power_class(u)))* member(null_class,power_class(complement(power_class(u)))).
% 299.74/300.43 48471[4:Rew:47963.0,47776.0] || equal(intersection(power_class(u),complement(v)),union(complement(power_class(u)),v))** -> .
% 299.74/300.43 49527[6:MRR:49505.0,1042.0] || equal(cantor(u),null_class) -> equal(sum_class(range_of(null_class)),apply(u,null_class))*.
% 299.74/300.43 49855[4:SpR:47746.1,36664.0] || equal(union(u,u),null_class)** -> equal(union(null_class,complement(u)),universal_class)**.
% 299.74/300.43 50524[0:Rew:50323.0,34054.1] || equal(u,universal_class) -> equal(intersection(complement(power_class(universal_class)),power_class(u)),null_class)**.
% 299.74/300.43 50525[4:Rew:50323.0,34218.1] || equal(u,universal_class) -> equal(union(complement(power_class(universal_class)),power_class(u)),universal_class)**.
% 299.74/300.43 50527[0:Rew:50323.0,34358.1] || equal(u,universal_class) -> equal(intersection(power_class(u),complement(power_class(universal_class))),null_class)**.
% 299.74/300.43 50528[4:Rew:50323.0,34486.1] || equal(u,universal_class) -> equal(union(power_class(u),complement(power_class(universal_class))),universal_class)**.
% 299.74/300.43 50529[4:Rew:50323.0,34593.1] || equal(u,universal_class) -> equal(symmetric_difference(power_class(u),complement(power_class(universal_class))),universal_class)**.
% 299.74/300.43 50547[7:Rew:50323.0,46700.1] || equal(u,universal_class) member(regular(complement(power_class(universal_class))),power_class(u))* -> .
% 299.74/300.43 50962[4:Rew:28759.0,50847.0] || -> equal(intersection(complement(power_class(union(null_class,u))),power_class(union(u,u))),null_class)**.
% 299.74/300.43 50963[4:Rew:28759.0,50848.0] || -> equal(union(complement(power_class(union(null_class,u))),power_class(union(u,u))),universal_class)**.
% 299.74/300.43 50965[4:Rew:28759.0,50850.0] || -> equal(intersection(power_class(union(u,u)),complement(power_class(union(null_class,u)))),null_class)**.
% 299.74/300.43 50966[4:Rew:28759.0,50851.0] || -> equal(union(power_class(union(u,u)),complement(power_class(union(null_class,u)))),universal_class)**.
% 299.74/300.43 50967[4:Rew:28759.0,50852.0] || -> equal(symmetric_difference(power_class(union(u,u)),complement(power_class(union(null_class,u)))),universal_class)**.
% 299.74/300.43 51618[0:MRR:51612.1,1042.0] function(element_relation) || subclass(universal_class,u) -> member(complement(power_class(universal_class)),u)*.
% 299.74/300.43 52046[7:SpL:25457.1,50348.0] || equal(u,universal_class) equal(complement(successor(complement(power_class(u)))),universal_class)** -> .
% 299.74/300.43 52056[7:SpL:25457.1,50363.0] || equal(u,universal_class) member(regular(complement(power_class(u))),power_class(u))* -> .
% 299.74/300.43 52082[0:SpR:9395.0,42566.0] || -> equal(intersection(complement(successor(u)),symmetric_difference(complement(u),complement(singleton(u)))),null_class)**.
% 299.74/300.43 52207[4:SpR:25457.1,51614.0] || equal(u,universal_class) -> equal(sum_class(complement(power_class(u))),apply(element_relation,universal_class))**.
% 299.74/300.43 52231[6:Res:49515.1,4.0] || equal(complement(u),null_class) subclass(u,v)* -> member(null_class,v).
% 299.74/300.43 52245[6:Res:49515.1,574.0] || equal(complement(symmetric_difference(u,v)),null_class) -> member(null_class,union(u,v))*.
% 299.74/300.43 52285[6:Rew:29.0,52238.0] || equal(union(u,v),null_class) member(null_class,union(u,v))* -> .
% 299.74/300.43 52604[4:Res:47487.0,4.0] || subclass(complement(singleton(ordered_pair(u,v))),w)* -> member(singleton(u),w).
% 299.74/300.43 52731[4:Res:3413.1,50055.1] || equal(complement(intersection(u,v)),null_class)** -> equal(symmetric_difference(u,v),null_class).
% 299.74/300.43 52737[4:Res:3275.1,50055.1] || equal(cross_product(u,v),null_class) -> equal(restrict(w,u,v),null_class)**.
% 299.74/300.43 54389[0:Res:55.0,6314.0] || subclass(universal_class,u)* subclass(u,v)* -> member(sum_class(omega),v)*.
% 299.74/300.43 54391[0:Res:147.0,6314.0] || subclass(universal_class,u)* subclass(u,v)* -> member(sum_class(x__dfg),v)*.
% 299.74/300.43 54399[0:Res:1042.0,6314.0] || subclass(universal_class,u)* subclass(u,v)* -> member(sum_class(null_class),v)*.
% 299.74/300.43 54553[0:Res:55.0,6373.0] || subclass(universal_class,u)* subclass(u,v)* -> member(power_class(omega),v)*.
% 299.74/300.43 54555[0:Res:147.0,6373.0] || subclass(universal_class,u)* subclass(u,v)* -> member(power_class(x__dfg),v)*.
% 299.74/300.43 54563[0:Res:1042.0,6373.0] || subclass(universal_class,u)* subclass(u,v)* -> member(power_class(null_class),v)*.
% 299.74/300.43 55005[6:MRR:54994.2,49704.0] inductive(regular(u)) || member(regular(omega),u)* -> equal(u,null_class).
% 299.74/300.43 55385[4:Res:28414.1,50088.1] || equal(complement(successor(u)),universal_class)** equal(successor(complement(u)),null_class) -> .
% 299.74/300.43 58795[0:Res:57780.0,1057.1] || equal(intersection(u,restrict(v,w,x)),universal_class)** -> member(null_class,v).
% 299.74/300.43 58796[0:Res:57780.0,455.1] || equal(intersection(u,restrict(v,w,x)),universal_class)** -> member(x__dfg,v).
% 299.74/300.43 58797[0:Res:57780.0,443.1] || equal(intersection(u,restrict(v,w,x)),universal_class)** -> member(omega,v).
% 299.74/300.43 58859[0:SpR:569.0,57833.0] || -> subclass(restrict(symmetric_difference(complement(u),complement(v)),w,x),union(u,v))*.
% 299.74/300.43 58860[0:SpR:9395.0,57833.0] || -> subclass(restrict(symmetric_difference(complement(u),complement(singleton(u))),v,w),successor(u))*.
% 299.74/300.43 59975[4:Res:59945.0,3480.0] || member(regular(complement(successor(u))),u)* -> equal(complement(successor(u)),null_class).
% 299.74/300.43 61267[0:Obv:61247.1] || member(u,v) -> subclass(unordered_pair(u,w),v)* member(w,universal_class).
% 299.74/300.43 61321[4:Res:59633.1,25066.0] || equal(complement(u),null_class)** -> equal(regular(u),null_class) equal(u,null_class).
% 299.74/300.43 61324[4:Res:59633.1,6262.0] || equal(complement(u),null_class) -> equal(singleton(v),null_class) member(v,u)*.
% 299.74/300.43 61425[4:Rew:31446.0,61360.0,28759.0,61360.0] || equal(union(element_relation,element_relation),null_class)** equal(cantor(x__dfg),cantor(xf)) -> .
% 299.74/300.43 61368[5:Res:59633.1,21267.0] || equal(complement(intersection(u,v)),null_class)** -> member(sum_class(range_of(null_class)),v)*.
% 299.74/300.43 61369[5:Res:59633.1,21266.0] || equal(complement(intersection(u,v)),null_class)** -> member(sum_class(range_of(null_class)),u)*.
% 299.74/300.43 61370[4:Res:59633.1,673.0] || equal(complement(intersection(u,v)),null_class)** -> member(unordered_pair(w,x),v)*.
% 299.74/300.43 61371[4:Res:59633.1,672.0] || equal(complement(intersection(u,v)),null_class)** -> member(unordered_pair(w,x),u)*.
% 299.74/300.43 61382[4:Res:59633.1,19670.0] || equal(complement(cantor(singleton(u))),null_class)** subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.43 61471[0:Obv:61450.1] || member(u,v) -> subclass(unordered_pair(w,u),v)* member(w,universal_class).
% 299.74/300.43 61582[4:Res:14035.1,50055.1] || member(ordered_pair(xf,x__dfg),cross_product(universal_class,universal_class))* equal(application_function,null_class) -> .
% 299.74/300.43 61686[4:Res:61326.1,4.0] || equal(complement(u),null_class) subclass(u,v)* -> member(x__dfg,v).
% 299.74/300.43 61701[4:Res:61326.1,574.0] || equal(complement(symmetric_difference(u,v)),null_class) -> member(x__dfg,union(u,v))*.
% 299.74/300.43 61730[4:Rew:29.0,61693.0] || equal(union(u,v),null_class) member(x__dfg,union(u,v))* -> .
% 299.74/300.43 61741[4:Res:61327.1,4.0] || equal(complement(u),null_class) subclass(u,v)* -> member(omega,v).
% 299.74/300.43 61756[4:Res:61327.1,574.0] || equal(complement(symmetric_difference(u,v)),null_class) -> member(omega,union(u,v))*.
% 299.74/300.43 61785[4:Rew:29.0,61748.0] || equal(union(u,v),null_class) member(omega,union(u,v))* -> .
% 299.74/300.43 61803[4:SpL:36664.0,61328.0] || equal(union(null_class,complement(u)),null_class)** -> equal(union(u,u),universal_class)**.
% 299.74/300.43 61804[4:SpL:29733.0,61328.0] || equal(union(null_class,complement(u)),null_class)** -> equal(union(null_class,u),universal_class).
% 299.74/300.43 62118[4:Res:60062.1,10.0] || equal(complement(u),universal_class) subclass(v,u)* -> equal(v,u).
% 299.74/300.43 62311[4:Rew:62126.1,56168.1] || equal(complement(regular(ordered_pair(u,v))),universal_class)** -> equal(singleton(u),null_class).
% 299.74/300.43 62373[4:SpL:36664.0,62126.0] || equal(union(null_class,complement(u)),universal_class)** -> equal(union(u,u),null_class)**.
% 299.74/300.43 62374[4:SpL:29733.0,62126.0] || equal(union(null_class,complement(u)),universal_class)** -> equal(union(null_class,u),null_class).
% 299.74/300.43 62529[4:Res:61605.0,1057.1] || equal(complement(successor(complement(u))),universal_class) -> member(null_class,union(u,u))*.
% 299.74/300.43 62530[4:Res:61605.0,455.1] || equal(complement(successor(complement(u))),universal_class) -> member(x__dfg,union(u,u))*.
% 299.74/300.43 62531[4:Res:61605.0,443.1] || equal(complement(successor(complement(u))),universal_class) -> member(omega,union(u,u))*.
% 299.74/300.43 62584[4:Res:59822.0,1057.1] || equal(union(null_class,restrict(u,v,w)),universal_class)** -> member(null_class,u).
% 299.74/300.43 62585[4:Res:59822.0,455.1] || equal(union(null_class,restrict(u,v,w)),universal_class)** -> member(x__dfg,u).
% 299.74/300.43 62586[4:Res:59822.0,443.1] || equal(union(null_class,restrict(u,v,w)),universal_class)** -> member(omega,u).
% 299.74/300.43 63022[0:Res:59150.0,1057.1] || equal(intersection(restrict(u,v,w),x),universal_class)** -> member(null_class,u).
% 299.74/300.43 63023[0:Res:59150.0,455.1] || equal(intersection(restrict(u,v,w),x),universal_class)** -> member(x__dfg,u).
% 299.74/300.43 63024[0:Res:59150.0,443.1] || equal(intersection(restrict(u,v,w),x),universal_class)** -> member(omega,u).
% 299.74/300.43 63557[4:Res:59947.0,414.1] inductive(complement(union(complement(u),null_class))) || -> member(null_class,union(null_class,u))*.
% 299.74/300.43 63832[4:Res:59960.0,414.1] inductive(complement(successor(symmetric_difference(universal_class,u)))) || -> member(null_class,union(u,null_class))*.
% 299.74/300.43 64545[4:Res:63518.0,414.1] inductive(complement(union(complement(power_class(u)),null_class))) || -> member(null_class,power_class(u))*.
% 299.74/300.43 64932[4:Rew:50325.0,64558.1] || equal(successor(u),null_class) -> equal(complement(power_class(null_class)),complement(power_class(u)))*.
% 299.74/300.43 64695[4:SpR:63899.1,51614.0] || equal(successor(power_class(universal_class)),null_class) -> equal(apply(element_relation,universal_class),sum_class(universal_class))**.
% 299.74/300.43 64719[4:SpR:63899.1,59958.0] || equal(successor(successor(complement(u))),null_class) -> subclass(universal_class,union(null_class,u))*.
% 299.74/300.43 64720[4:SpR:63899.1,61605.0] || equal(successor(successor(complement(u))),null_class) -> subclass(universal_class,union(u,u))*.
% 299.74/300.43 64906[4:Rew:64905.1,64195.1] || equal(successor(regular(ordered_pair(u,v))),null_class)** -> equal(singleton(u),null_class).
% 299.74/300.43 64996[4:Rew:28759.0,64560.1,28748.0,64560.1] || equal(successor(u),null_class) -> equal(union(null_class,v),union(u,v))*.
% 299.74/300.43 64997[4:Rew:28748.0,64561.1] || equal(successor(u),null_class) -> subclass(complement(union(u,v)),complement(v))*.
% 299.74/300.43 65003[4:Rew:28764.0,64620.1,28766.0,64620.1] || equal(successor(u),null_class) -> equal(union(v,null_class),union(v,u))*.
% 299.74/300.43 65059[4:Rew:10128.0,65058.1] || equal(successor(u),null_class) -> equal(union(complement(singleton(u)),v),universal_class)**.
% 299.74/300.43 65065[4:Rew:10128.0,65064.1] || equal(successor(u),null_class) -> equal(union(v,complement(singleton(u))),universal_class)**.
% 299.74/300.43 65192[7:SpL:25457.1,64974.0] || equal(u,universal_class) equal(successor(successor(complement(power_class(u)))),null_class)** -> .
% 299.74/300.43 65230[4:Res:64963.1,10.0] || equal(successor(u),null_class) subclass(v,u)* -> equal(v,u).
% 299.74/300.43 66704[4:MRR:66693.1,47513.0] || subclass(universal_class,u) -> equal(regular(unordered_pair(u,singleton(v))),singleton(v))**.
% 299.74/300.43 66990[4:MRR:66986.1,47513.0] || equal(u,universal_class) -> equal(regular(unordered_pair(u,singleton(v))),singleton(v))**.
% 299.74/300.43 67508[4:MRR:67499.1,47529.0] || subclass(universal_class,u) -> equal(regular(unordered_pair(singleton(v),u)),singleton(v))**.
% 299.74/300.43 67702[4:MRR:67700.1,47529.0] || equal(u,universal_class) -> equal(regular(unordered_pair(singleton(v),u)),singleton(v))**.
% 299.74/300.43 67986[4:Res:60886.0,414.1] inductive(union(null_class,symmetric_difference(u,singleton(u)))) || -> member(null_class,successor(u))*.
% 299.74/300.43 68045[4:Res:63517.0,414.1] inductive(complement(union(complement(u),null_class))) || -> member(null_class,union(u,u))*.
% 299.74/300.43 68357[2:Res:12468.3,6869.0] || member(u,universal_class)* member(v,u)* subclass(element_relation,null_class)* -> .
% 299.74/300.43 68621[4:Res:24280.1,64986.1] || equal(cantor(xf),power_class(null_class)) equal(successor(power_class(null_class)),null_class)** -> .
% 299.74/300.43 68671[4:Res:417.2,64986.1] || subclass(u,v)* equal(successor(v),null_class) -> subclass(u,w)*.
% 299.74/300.43 68673[4:Res:415.2,64986.1] || subclass(u,v)* equal(successor(v),null_class) -> equal(u,null_class).
% 299.74/300.43 68742[4:Res:3276.1,64986.1] || equal(successor(union(u,v)),null_class)** -> equal(symmetric_difference(u,v),null_class).
% 299.74/300.43 69360[4:SpR:47746.1,69304.0] || equal(cross_product(u,universal_class),null_class) -> equal(image(universal_class,u),range_of(null_class))**.
% 299.74/300.43 69390[9:SpL:40368.1,69345.0] one_to_one(u) || member(inverse(u),cantor(complement(cross_product(null_class,universal_class))))* -> .
% 299.74/300.43 69431[4:Res:19302.1,69345.0] || equal(cantor(complement(cross_product(singleton(singleton(null_class)),universal_class))),singleton(singleton(null_class)))** -> .
% 299.74/300.43 69440[4:SpL:63899.1,69389.0] || equal(successor(cross_product(null_class,universal_class)),null_class)** member(universal_class,cantor(universal_class)) -> .
% 299.74/300.43 69505[4:SpL:47746.1,69398.0] || equal(cross_product(singleton(x__dfg),universal_class),null_class)** equal(cantor(universal_class),universal_class) -> .
% 299.74/300.43 69672[4:SpL:47746.1,69404.0] || equal(cross_product(singleton(omega),universal_class),null_class)** equal(cantor(universal_class),universal_class) -> .
% 299.74/300.43 69681[4:SpL:47746.1,69412.0] || equal(cross_product(singleton(null_class),universal_class),null_class)** equal(cantor(universal_class),universal_class) -> .
% 299.74/300.43 69912[4:Res:19302.1,42116.0] || equal(union(null_class,u),singleton(singleton(null_class))) -> member(singleton(null_class),u)*.
% 299.74/300.43 70101[2:MRR:70010.2,6869.0] || member(u,restrict(v,w,x))* member(u,complement(v)) -> .
% 299.74/300.43 70614[0:Res:58324.0,414.1] inductive(intersection(u,symmetric_difference(v,singleton(v)))) || -> member(null_class,successor(v))*.
% 299.74/300.43 70704[0:Res:60749.0,414.1] inductive(intersection(symmetric_difference(u,singleton(u)),v)) || -> member(null_class,successor(u))*.
% 299.74/300.43 70849[0:Obv:70826.1] || subclass(u,symmetric_difference(v,w)) -> subclass(u,complement(intersection(v,w)))*.
% 299.74/300.43 70926[0:Obv:70833.0] || -> subclass(intersection(intersection(symmetric_difference(u,v),w),x),complement(intersection(u,v)))*.
% 299.74/300.43 70927[0:Obv:70832.0] || -> subclass(intersection(u,intersection(v,symmetric_difference(w,x))),complement(intersection(w,x)))*.
% 299.74/300.43 70928[0:Obv:70831.0] || -> subclass(intersection(intersection(u,symmetric_difference(v,w)),x),complement(intersection(v,w)))*.
% 299.74/300.43 70929[0:Obv:70829.0] || -> subclass(intersection(u,intersection(symmetric_difference(v,w),x)),complement(intersection(v,w)))*.
% 299.74/300.43 71033[4:Res:60885.0,414.1] inductive(union(null_class,symmetric_difference(u,v))) || -> member(null_class,union(u,v))*.
% 299.74/300.43 71126[4:Res:71039.0,414.1] inductive(union(null_class,union(null_class,u))) || -> member(null_class,union(u,u))*.
% 299.74/300.43 71166[0:SpR:659.1,28650.1] || subclass(u,singleton(u))* -> equal(singleton(u),null_class) subclass(u,null_class).
% 299.74/300.43 71378[2:Obv:71356.1] || subclass(u,regular(v)) -> subclass(u,complement(v))* equal(v,null_class).
% 299.74/300.43 71445[4:Rew:71438.1,66984.1] || equal(regular(regular(ordered_pair(u,v))),universal_class)** -> equal(singleton(u),null_class).
% 299.74/300.43 71652[4:SpL:71468.1,69345.0] || equal(u,universal_class) member(u,cantor(complement(cross_product(null_class,universal_class))))* -> .
% 299.74/300.43 72019[4:Res:21039.1,71863.1] || equal(apply(u,universal_class),universal_class) -> equal(singleton(image(u,null_class)),null_class)**.
% 299.74/300.43 72135[4:Rew:72134.1,66691.1] || subclass(universal_class,regular(regular(ordered_pair(u,v))))* -> equal(singleton(u),null_class).
% 299.74/300.43 72140[2:MRR:72097.0,6257.1] || -> member(union(u,v),complement(v))* equal(singleton(union(u,v)),null_class).
% 299.74/300.43 72141[2:MRR:72098.0,6257.1] || -> member(union(u,v),complement(u))* equal(singleton(union(u,v)),null_class).
% 299.74/300.43 72145[4:MRR:72119.2,56122.0] || subclass(u,regular(intersection(u,v)))* -> equal(intersection(u,v),null_class).
% 299.74/300.43 72146[4:MRR:72120.2,56122.0] || subclass(u,regular(intersection(v,u)))* -> equal(intersection(v,u),null_class).
% 299.74/300.43 72152[4:MRR:72109.1,47483.0] || subclass(domain_relation,flip(ordered_pair(ordered_pair(u,v),cantor(ordered_pair(v,u)))))* -> .
% 299.74/300.43 72153[4:MRR:72108.1,47483.0] || subclass(domain_relation,rotate(ordered_pair(ordered_pair(u,cantor(ordered_pair(v,u))),v)))* -> .
% 299.74/300.43 72379[2:Obv:72367.0] || -> equal(intersection(regular(u),restrict(u,v,w)),null_class)** equal(u,null_class).
% 299.74/300.43 72380[0:Obv:72318.0] || -> equal(intersection(singleton(u),restrict(v,w,x)),null_class)** member(u,v).
% 299.74/300.43 72617[0:Obv:72554.0] || -> equal(intersection(restrict(u,v,w),singleton(x)),null_class)** member(x,u).
% 299.74/300.43 73221[0:Obv:73145.1] || member(u,v) -> subclass(intersection(singleton(u),w),intersection(v,w))*.
% 299.74/300.43 73536[0:Obv:73462.1] || member(u,v) -> subclass(intersection(w,singleton(u)),intersection(v,w))*.
% 299.74/300.43 73867[4:Rew:73795.0,29620.0] || -> subclass(complement(union(u,complement(v))),intersection(complement(u),union(v,null_class)))*.
% 299.74/300.43 73914[4:Rew:73795.0,65004.1] || equal(successor(u),null_class) -> subclass(complement(union(v,u)),complement(v))*.
% 299.74/300.43 73950[4:Rew:73795.0,59624.0] || -> subclass(complement(union(complement(power_class(u)),v)),intersection(power_class(u),complement(v)))*.
% 299.74/300.43 73956[4:Rew:73795.0,59623.0] || -> subclass(complement(union(u,complement(power_class(v)))),intersection(complement(u),power_class(v)))*.
% 299.74/300.43 75256[4:Rew:74517.0,74097.0] || -> equal(intersection(union(null_class,apply(null_class,u)),complement(apply(null_class,v))),null_class)**.
% 299.74/300.43 75257[4:Rew:74517.0,74098.0] || -> equal(union(union(null_class,apply(null_class,u)),complement(apply(null_class,v))),universal_class)**.
% 299.74/300.43 75258[4:Rew:74517.0,74099.0] || -> equal(symmetric_difference(union(null_class,apply(null_class,u)),complement(apply(null_class,v))),universal_class)**.
% 299.74/300.43 75260[4:Rew:74517.0,74120.0] || -> equal(intersection(complement(apply(null_class,u)),union(null_class,apply(null_class,v))),null_class)**.
% 299.74/300.43 75261[4:Rew:74517.0,74121.0] || -> equal(intersection(complement(apply(null_class,u)),union(null_class,sum_class(range_of(null_class)))),null_class)**.
% 299.74/300.43 75262[4:Rew:74517.0,74122.0] || -> equal(union(complement(apply(null_class,u)),union(null_class,apply(null_class,v))),universal_class)**.
% 299.74/300.43 75263[4:Rew:74517.0,74123.0] || -> equal(union(complement(apply(null_class,u)),union(null_class,sum_class(range_of(null_class)))),universal_class)**.
% 299.74/300.43 75264[4:Rew:74517.0,74124.0] || -> equal(symmetric_difference(complement(apply(null_class,u)),union(null_class,apply(null_class,v))),universal_class)**.
% 299.74/300.43 75265[4:Rew:74517.0,74125.0] || -> equal(symmetric_difference(complement(apply(null_class,u)),union(null_class,sum_class(range_of(null_class)))),universal_class)**.
% 299.74/300.43 75266[4:Rew:74517.0,74126.0] || -> equal(intersection(union(null_class,sum_class(range_of(null_class))),complement(apply(null_class,u))),null_class)**.
% 299.74/300.43 75267[4:Rew:74517.0,74127.0] || -> equal(union(union(null_class,sum_class(range_of(null_class))),complement(apply(null_class,u))),universal_class)**.
% 299.74/300.43 75268[4:Rew:74517.0,74128.0] || -> equal(symmetric_difference(union(null_class,sum_class(range_of(null_class))),complement(apply(null_class,u))),universal_class)**.
% 299.74/300.43 75269[4:Rew:74517.0,74130.0] || -> subclass(complement(successor(complement(apply(null_class,u)))),union(null_class,apply(null_class,v)))*.
% 299.74/300.43 75270[4:Rew:74517.0,74131.0] || -> subclass(complement(successor(complement(apply(null_class,u)))),union(null_class,sum_class(range_of(null_class))))*.
% 299.74/300.43 74176[4:Rew:73795.0,29632.0] || -> subclass(complement(union(complement(u),v)),intersection(union(u,null_class),complement(v)))*.
% 299.74/300.43 74206[4:Rew:73795.0,29638.1] || subclass(universal_class,union(u,null_class))* member(singleton(v),complement(u))* -> .
% 299.74/300.43 74207[4:Rew:73795.0,29639.0] || subclass(union(u,null_class),complement(u))* -> equal(union(u,null_class),null_class).
% 299.74/300.43 74208[4:Rew:73795.0,29644.0] || equal(complement(successor(complement(u))),universal_class) -> member(x__dfg,union(u,null_class))*.
% 299.74/300.43 74209[4:Rew:73795.0,29643.0] || equal(complement(successor(complement(u))),universal_class) -> member(omega,union(u,null_class))*.
% 299.74/300.43 74210[4:Rew:73795.0,29642.0] || equal(complement(successor(complement(u))),universal_class) -> member(null_class,union(u,null_class))*.
% 299.74/300.43 74216[4:Rew:73795.0,64722.0] || equal(successor(successor(complement(u))),null_class) -> subclass(universal_class,union(u,null_class))*.
% 299.74/300.43 74220[4:Rew:73795.0,29645.0] || -> subclass(symmetric_difference(union(u,null_class),complement(singleton(complement(u)))),successor(complement(u)))*.
% 299.74/300.43 75280[4:Rew:74517.0,74340.0] || -> equal(intersection(complement(sum_class(range_of(null_class))),union(null_class,apply(null_class,u))),null_class)**.
% 299.74/300.43 75281[4:Rew:74517.0,74341.0] || -> equal(union(complement(sum_class(range_of(null_class))),union(null_class,apply(null_class,u))),universal_class)**.
% 299.74/300.43 75282[4:Rew:74517.0,74342.0] || -> equal(symmetric_difference(complement(sum_class(range_of(null_class))),union(null_class,apply(null_class,u))),universal_class)**.
% 299.74/300.43 75286[4:Rew:74517.0,74347.0] || -> subclass(complement(successor(complement(sum_class(range_of(null_class))))),union(null_class,apply(null_class,u)))*.
% 299.74/300.43 75287[4:Rew:28759.0,74460.1] || equal(successor(u),null_class) -> subclass(union(null_class,v),union(u,v))*.
% 299.74/300.43 75045[4:Rew:75021.0,64623.1] || equal(successor(u),null_class) -> subclass(union(null_class,v),union(v,u))*.
% 299.74/300.43 75062[4:Rew:75021.0,12313.0] || equal(union(null_class,u),universal_class) -> member(singleton(v),union(u,null_class))*.
% 299.74/300.43 75069[4:Rew:75021.0,12309.0] || subclass(universal_class,union(null_class,u)) -> member(singleton(v),union(u,null_class))*.
% 299.74/300.43 75077[4:Rew:75021.0,13717.0] || equal(union(null_class,u),cantor(xf)) -> member(x__dfg,union(u,null_class))*.
% 299.74/300.43 75505[4:Rew:48511.0,74582.1] inductive(intersection(power_class(universal_class),universal_class)) || equal(complement(power_class(universal_class)),universal_class)** -> .
% 299.74/300.43 75537[4:Rew:48511.0,74676.1] inductive(intersection(power_class(null_class),universal_class)) || equal(complement(power_class(null_class)),universal_class)** -> .
% 299.74/300.43 75568[4:Rew:75235.0,75047.1] || equal(successor(u),null_class) -> equal(union(v,u),union(null_class,v))*.
% 299.74/300.43 75776[4:Rew:28748.0,75652.1] || equal(complement(singleton(u)),universal_class)** -> equal(union(null_class,u),successor(u)).
% 299.74/300.43 75777[4:Rew:28748.0,75653.1] || equal(successor(singleton(u)),null_class) -> equal(union(null_class,u),successor(u))**.
% 299.74/300.43 75994[4:Rew:28748.0,75993.0] || equal(cantor(xf),power_class(universal_class)) equal(complement(power_class(universal_class)),universal_class)** -> .
% 299.74/300.43 76013[4:Rew:28748.0,76012.0] || equal(cantor(xf),power_class(null_class)) equal(complement(power_class(null_class)),universal_class)** -> .
% 299.74/300.43 76865[4:Rew:28759.0,76843.1] inductive(symmetric_difference(intersection(u,universal_class),null_class)) || -> member(null_class,union(null_class,u))*.
% 299.74/300.43 77745[4:SpR:74517.0,30453.0] || -> member(not_subclass_element(union(u,null_class),v),u)* subclass(union(null_class,u),v).
% 299.74/300.43 79319[9:Res:77998.1,10.0] function(u) || subclass(u,successor(u))* -> equal(successor(u),u).
% 299.74/300.43 79679[0:SpR:75578.0,75599.0] || -> equal(intersection(union(u,v),complement(intersection(v,u))),symmetric_difference(u,v))**.
% 299.74/300.43 79684[0:SpR:75578.0,186.1] || -> subclass(intersection(u,v),w) member(not_subclass_element(intersection(v,u),w),v)*.
% 299.74/300.43 79685[0:SpR:75578.0,194.1] || -> subclass(intersection(u,v),w) member(not_subclass_element(intersection(v,u),w),u)*.
% 299.74/300.43 79722[0:SpR:75578.0,573.1] || member(u,symmetric_difference(v,w)) -> member(u,complement(intersection(w,v)))*.
% 299.74/300.43 79908[0:SpL:75578.0,6547.1] || member(u,symmetric_difference(v,w)) member(u,intersection(w,v))* -> .
% 299.74/300.43 81356[4:Rew:81240.0,50964.0] || -> equal(symmetric_difference(power_class(union(null_class,u)),complement(power_class(union(u,u)))),universal_class)**.
% 299.74/300.43 81357[4:Rew:81240.0,50526.1] || equal(u,universal_class) -> equal(symmetric_difference(power_class(universal_class),complement(power_class(u))),universal_class)**.
% 299.74/300.43 82520[4:Res:74102.0,414.1] inductive(complement(apply(null_class,u))) || -> member(null_class,complement(sum_class(range_of(null_class))))*.
% 299.74/300.43 82617[4:Res:74332.0,414.1] inductive(complement(sum_class(range_of(null_class)))) || -> member(null_class,complement(apply(null_class,u)))*.
% 299.74/300.43 82654[4:SpR:75151.0,42566.0] || -> equal(intersection(complement(sum_class(range_of(null_class))),intersection(apply(null_class,u),v)),null_class)**.
% 299.74/300.43 82655[4:SpR:75151.0,43164.0] || -> equal(intersection(complement(sum_class(range_of(null_class))),intersection(u,apply(null_class,v))),null_class)**.
% 299.74/300.43 82678[4:SpR:75151.0,13856.1] || -> member(u,apply(null_class,v))* subclass(singleton(u),complement(sum_class(range_of(null_class))))*.
% 299.74/300.43 82721[4:SpR:75151.0,42566.0] || -> equal(intersection(complement(apply(null_class,u)),intersection(sum_class(range_of(null_class)),v)),null_class)**.
% 299.74/300.43 82722[4:SpR:75151.0,43164.0] || -> equal(intersection(complement(apply(null_class,u)),intersection(v,sum_class(range_of(null_class)))),null_class)**.
% 299.74/300.43 82745[4:SpR:75151.0,13856.1] || -> member(u,sum_class(range_of(null_class))) subclass(singleton(u),complement(apply(null_class,v)))*.
% 299.74/300.43 82770[4:SpL:75151.0,62126.0] || equal(complement(sum_class(range_of(null_class))),universal_class)** -> equal(apply(null_class,u),null_class)**.
% 299.74/300.43 82773[4:SpL:75151.0,1075.1] inductive(apply(null_class,u)) || equal(complement(sum_class(range_of(null_class))),universal_class)** -> .
% 299.74/300.43 82819[4:SpL:75151.0,62126.0] || equal(complement(apply(null_class,u)),universal_class)** -> equal(sum_class(range_of(null_class)),null_class).
% 299.74/300.43 82822[4:SpL:75151.0,1075.1] inductive(sum_class(range_of(null_class))) || equal(complement(apply(null_class,u)),universal_class)** -> .
% 299.74/300.43 83109[4:Obv:83102.1] || subclass(u,element_relation) -> equal(intersection(u,complement(compose(element_relation,universal_class))),null_class)**.
% 299.74/300.43 83197[4:Obv:83190.1] || subclass(u,element_relation) -> equal(intersection(complement(compose(element_relation,universal_class)),u),null_class)**.
% 299.74/300.43 83527[4:SpL:19188.0,72137.1] || member(image(u,null_class),universal_class) subclass(universal_class,apply(u,universal_class))* -> .
% 299.74/300.43 83529[4:SpL:51614.0,72137.1] || member(complement(power_class(universal_class)),universal_class) subclass(universal_class,apply(element_relation,universal_class))* -> .
% 299.74/300.43 83663[4:SpL:51614.0,72774.0] || equal(apply(element_relation,universal_class),universal_class) -> equal(singleton(complement(power_class(universal_class))),null_class)**.
% 299.74/300.43 83703[4:Res:74103.0,414.1] inductive(complement(apply(null_class,u))) || -> member(null_class,complement(apply(null_class,v)))*.
% 299.74/300.43 83740[4:SpR:74143.0,42566.0] || -> equal(intersection(union(null_class,complement(u)),intersection(union(u,null_class),v)),null_class)**.
% 299.74/300.43 83741[4:SpR:74143.0,43164.0] || -> equal(intersection(union(null_class,complement(u)),intersection(v,union(u,null_class))),null_class)**.
% 299.74/300.43 83764[4:SpR:74143.0,13856.1] || -> member(u,union(v,null_class)) subclass(singleton(u),union(null_class,complement(v)))*.
% 299.74/300.43 83796[4:SpL:74143.0,61328.0] || equal(union(null_class,complement(u)),null_class)** -> equal(union(u,null_class),universal_class).
% 299.74/300.43 83804[4:SpL:74143.0,62126.0] || equal(union(null_class,complement(u)),universal_class)** -> equal(union(u,null_class),null_class).
% 299.74/300.43 83807[4:SpL:74143.0,1075.1] inductive(union(u,null_class)) || equal(union(null_class,complement(u)),universal_class)** -> .
% 299.74/300.43 83960[4:Res:75106.0,414.1] inductive(union(null_class,union(null_class,u))) || -> member(null_class,union(u,null_class))*.
% 299.74/300.43 84024[4:SpR:75150.0,47746.1] || equal(apply(null_class,u),null_class)** -> equal(complement(apply(null_class,v)),universal_class)**.
% 299.74/300.43 84048[4:SpR:75150.0,42566.0] || -> equal(intersection(complement(apply(null_class,u)),intersection(apply(null_class,v),w)),null_class)**.
% 299.74/300.43 84049[4:SpR:75150.0,43164.0] || -> equal(intersection(complement(apply(null_class,u)),intersection(v,apply(null_class,w))),null_class)**.
% 299.74/300.43 84072[4:SpR:75150.0,13856.1] || -> member(u,apply(null_class,v))* subclass(singleton(u),complement(apply(null_class,w)))*.
% 299.74/300.43 84174[4:SpL:75150.0,62126.0] || equal(complement(apply(null_class,u)),universal_class)** -> equal(apply(null_class,v),null_class)**.
% 299.74/300.43 84177[4:SpL:75150.0,1075.1] inductive(apply(null_class,u)) || equal(complement(apply(null_class,v)),universal_class)** -> .
% 299.74/300.43 84389[4:Res:77910.0,414.1] inductive(union(null_class,union(u,null_class))) || -> member(null_class,union(null_class,u))*.
% 299.74/300.43 84546[4:SpR:78724.0,59.1] || member(union(null_class,u),universal_class) -> member(power_class(union(u,null_class)),universal_class)*.
% 299.74/300.43 84578[4:SpR:78724.0,59.1] || member(union(u,null_class),universal_class) -> member(power_class(union(null_class,u)),universal_class)*.
% 299.74/300.43 84875[0:Rew:31362.0,84862.1] || member(regular(complement(u)),union(u,u))* -> equal(complement(u),null_class).
% 299.74/300.43 84877[4:Rew:28748.0,84829.1,75578.0,84829.1,10128.0,84829.1,28748.0,84829.0,75578.0,84829.0] || member(regular(complement(u)),union(u,null_class))* -> equal(complement(u),null_class).
% 299.74/300.43 84879[4:Rew:28748.0,84851.1,10128.0,84851.1,28748.0,84851.0] || member(regular(complement(u)),union(null_class,u))* -> equal(complement(u),null_class).
% 299.74/300.43 85490[4:SpL:18051.0,83290.0] || equal(inverse(u),universal_class) -> equal(singleton(flip(cross_product(u,universal_class))),null_class)**.
% 299.74/300.43 85491[4:SpL:18099.0,83290.0] || equal(sum_class(u),universal_class) -> equal(singleton(restrict(element_relation,universal_class,u)),null_class)**.
% 299.74/300.43 85836[4:Rew:28759.0,85787.1,28759.0,85787.0] || member(union(null_class,u),u)* -> equal(singleton(union(null_class,u)),null_class).
% 299.74/300.43 85815[4:Res:72136.0,40266.0] || -> equal(singleton(complement(successor(null_class))),null_class) member(complement(successor(null_class)),singleton(null_class))*.
% 299.74/300.43 85921[4:Res:75044.0,414.1] inductive(intersection(u,union(null_class,v))) || -> member(null_class,union(v,null_class))*.
% 299.74/300.43 86019[4:Res:75087.0,414.1] inductive(intersection(union(null_class,u),v)) || -> member(null_class,union(u,null_class))*.
% 299.74/300.43 86224[10:SpL:75747.1,62315.0] function(cross_product(universal_class,universal_class)) || equal(successor(cross_product(universal_class,universal_class)),universal_class)** -> .
% 299.74/300.43 86232[9:SpL:75747.1,47785.0] function(complement(u)) || equal(union(null_class,u),successor(complement(u)))** -> .
% 299.74/300.43 86233[9:SpL:75747.1,47784.0] function(complement(u)) || equal(union(u,u),successor(complement(u)))** -> .
% 299.74/300.43 86234[9:SpL:75747.1,78779.0] function(complement(u)) || equal(union(u,null_class),successor(complement(u)))** -> .
% 299.74/300.43 86263[9:Rew:75747.1,86109.2] function(u) || -> member(regular(successor(u)),u)* equal(successor(u),null_class).
% 299.74/300.43 86348[9:SoR:86206.0,7923.2] single_valued_class(successor_relation) || equal(successor(successor_relation),universal_class)** equal(successor_relation,null_class) -> .
% 299.74/300.43 86351[9:SoR:86207.0,7923.2] single_valued_class(successor_relation) || equal(successor(successor_relation),domain_relation)** equal(successor_relation,null_class) -> .
% 299.74/300.43 86729[4:Rew:77752.0,86564.0] || -> subclass(union(u,null_class),v) member(not_subclass_element(union(u,null_class),v),u)*.
% 299.74/300.43 86782[4:SpR:77754.0,59.1] || member(union(u,null_class),universal_class) -> member(power_class(union(u,u)),universal_class)*.
% 299.74/300.43 86816[4:SpR:77754.0,59.1] || member(union(u,u),universal_class)* -> member(power_class(union(u,null_class)),universal_class)*.
% 299.74/300.43 87016[4:Res:77758.0,414.1] inductive(union(null_class,union(u,null_class))) || -> member(null_class,union(u,u))*.
% 299.74/300.43 87106[9:Res:78480.1,414.1] function(u) inductive(union(null_class,successor(u))) || -> member(null_class,u)*.
% 299.74/300.43 87190[4:Res:83939.0,414.1] inductive(union(null_class,union(u,u))) || -> member(null_class,union(u,null_class))*.
% 299.74/300.43 87270[4:Res:84363.0,414.1] inductive(union(null_class,union(u,u))) || -> member(null_class,union(null_class,u))*.
% 299.74/300.43 87342[4:SpL:71468.1,72139.0] || equal(u,universal_class) subclass(ordered_pair(v,u),unordered_pair(v,null_class))* -> .
% 299.74/300.43 87596[4:Res:19302.1,77882.0] || equal(union(u,null_class),singleton(singleton(null_class))) -> member(singleton(null_class),u)*.
% 299.74/300.43 88010[9:Res:79114.1,414.1] function(u) inductive(intersection(successor(u),v)) || -> member(null_class,u)*.
% 299.74/300.43 88065[9:Res:79218.1,414.1] function(u) inductive(intersection(v,successor(u))) || -> member(null_class,u)*.
% 299.74/300.43 88099[0:SpR:80128.0,25086.1] || equal(symmetric_difference(u,v),universal_class) -> equal(complement(symmetric_difference(v,u)),null_class)**.
% 299.74/300.43 88106[4:SpR:80128.0,47746.1] || equal(symmetric_difference(u,v),null_class) -> equal(complement(symmetric_difference(v,u)),universal_class)**.
% 299.74/300.43 88123[4:SpR:80128.0,33560.0] || -> equal(intersection(complement(symmetric_difference(u,v)),union(null_class,symmetric_difference(v,u))),null_class)**.
% 299.74/300.43 88125[4:SpR:80128.0,33655.0] || -> equal(symmetric_difference(complement(symmetric_difference(u,v)),union(null_class,symmetric_difference(v,u))),universal_class)**.
% 299.74/300.43 88130[0:SpR:80128.0,42566.0] || -> equal(intersection(complement(symmetric_difference(u,v)),intersection(symmetric_difference(v,u),w)),null_class)**.
% 299.74/300.43 88131[0:SpR:80128.0,43164.0] || -> equal(intersection(complement(symmetric_difference(u,v)),intersection(w,symmetric_difference(v,u))),null_class)**.
% 299.74/300.43 88134[4:SpR:80128.0,59958.0] || -> subclass(complement(successor(complement(symmetric_difference(u,v)))),union(null_class,symmetric_difference(v,u)))*.
% 299.74/300.43 88155[0:SpR:80128.0,13856.1] || -> member(u,symmetric_difference(v,w)) subclass(singleton(u),complement(symmetric_difference(w,v)))*.
% 299.74/300.43 88248[4:SpL:80128.0,61328.0] || equal(complement(symmetric_difference(u,v)),null_class)** -> equal(symmetric_difference(v,u),universal_class).
% 299.74/300.43 88257[4:SpL:80128.0,62126.0] || equal(complement(symmetric_difference(u,v)),universal_class)** -> equal(symmetric_difference(v,u),null_class).
% 299.74/300.43 88260[0:SpL:80128.0,1075.1] inductive(symmetric_difference(u,v)) || equal(complement(symmetric_difference(v,u)),universal_class)** -> .
% 299.74/300.43 88526[0:Res:80315.0,414.1] inductive(symmetric_difference(complement(u),complement(v))) || -> member(null_class,union(v,u))*.
% 299.74/300.43 88632[4:Res:80327.0,414.1] inductive(union(null_class,symmetric_difference(u,v))) || -> member(null_class,union(v,u))*.
% 299.74/300.43 88742[4:Res:85860.0,414.1] inductive(intersection(u,union(null_class,v))) || -> member(null_class,union(v,v))*.
% 299.74/300.43 88847[4:Res:85889.0,414.1] inductive(intersection(u,union(v,v))) || -> member(null_class,union(v,null_class))*.
% 299.74/300.43 89097[4:Res:85955.0,414.1] inductive(intersection(union(null_class,u),v)) || -> member(null_class,union(u,u))*.
% 299.74/300.43 89209[4:Res:85984.0,414.1] inductive(intersection(union(u,u),v)) || -> member(null_class,union(u,null_class))*.
% 299.74/300.43 89248[4:SpL:71468.1,87357.0] || equal(u,universal_class) equal(unordered_pair(v,null_class),ordered_pair(v,u))* -> .
% 299.74/300.43 89277[4:SpL:47746.1,88271.0] || equal(symmetric_difference(u,v),null_class)** equal(symmetric_difference(v,u),universal_class)** -> .
% 299.74/300.43 89512[4:Res:88696.0,414.1] inductive(intersection(u,union(v,null_class))) || -> member(null_class,union(v,v))*.
% 299.74/300.43 89613[4:Res:89465.0,414.1] inductive(intersection(u,union(v,null_class))) || -> member(null_class,union(null_class,v))*.
% 299.74/300.43 89713[4:Res:89591.0,414.1] inductive(intersection(union(u,null_class),v)) || -> member(null_class,union(null_class,u))*.
% 299.74/300.43 89818[4:Res:88778.0,414.1] inductive(intersection(u,union(v,v))) || -> member(null_class,union(null_class,v))*.
% 299.74/300.43 90051[4:Res:89048.0,414.1] inductive(intersection(union(u,null_class),v)) || -> member(null_class,union(u,u))*.
% 299.74/300.43 90162[4:Res:89138.0,414.1] inductive(intersection(union(u,u),v)) || -> member(null_class,union(null_class,u))*.
% 299.74/300.43 90792[4:Rew:42086.0,90604.0] || -> subclass(union(u,u),v) member(not_subclass_element(union(u,u),v),u)*.
% 299.74/300.43 90854[0:SpR:31.0,57163.1] || subclass(cross_product(u,v),w) -> subclass(restrict(x,u,v),w)*.
% 299.74/300.43 90869[0:SpR:75599.0,57163.1] || subclass(complement(intersection(u,v)),w)* -> subclass(symmetric_difference(u,v),w).
% 299.74/300.43 90895[0:Res:57163.1,414.1] inductive(intersection(u,v)) || subclass(v,w)* -> member(null_class,w).
% 299.74/300.43 90956[4:Res:90947.1,10.0] || equal(complement(u),null_class) subclass(u,v)* -> equal(u,v).
% 299.74/300.43 91169[4:Res:90947.1,8052.0] || equal(complement(intersection(u,v)),null_class)** -> member(ordered_pair(null_class,null_class),v)*.
% 299.74/300.43 91170[4:Res:90947.1,8051.0] || equal(complement(intersection(u,v)),null_class)** -> member(ordered_pair(null_class,null_class),u)*.
% 299.74/300.43 91245[4:Con:91151.2] || equal(complement(u),null_class) member(v,w)* -> member(v,u)*.
% 299.74/300.43 91798[4:Res:19302.1,58102.0] || equal(union(u,u),singleton(singleton(null_class)))** -> member(singleton(null_class),u)*.
% 299.74/300.43 91935[0:Res:58323.0,414.1] inductive(intersection(u,symmetric_difference(v,w))) || -> member(null_class,union(v,w))*.
% 299.74/300.43 92212[0:Res:58588.1,414.1] inductive(intersection(u,v)) || subclass(u,w)* -> member(null_class,w).
% 299.74/300.43 92313[6:MRR:92312.2,32172.0] || subclass(singleton(null_class),u)* subclass(u,v)* -> member(null_class,v).
% 299.74/300.43 92315[6:MRR:92314.2,32172.0] || subclass(singleton(null_class),complement(compose(element_relation,universal_class)))* member(null_class,element_relation) -> .
% 299.74/300.43 92577[4:Res:92197.1,414.1] inductive(union(null_class,u)) || subclass(u,v)* -> member(null_class,v).
% 299.74/300.43 92607[4:Res:92197.1,71277.0] || subclass(u,regular(union(null_class,u)))* -> equal(union(null_class,u),null_class).
% 299.74/300.43 92647[4:Res:92198.1,414.1] inductive(union(u,null_class)) || subclass(u,v)* -> member(null_class,v).
% 299.74/300.43 92677[4:Res:92198.1,71277.0] || subclass(u,regular(union(u,null_class)))* -> equal(union(u,null_class),null_class).
% 299.74/300.43 92769[0:Res:60748.0,414.1] inductive(intersection(symmetric_difference(u,v),w)) || -> member(null_class,union(u,v))*.
% 299.74/300.43 92865[0:SpR:71286.1,32.0] || subclass(u,cross_product(v,w))* -> equal(restrict(u,v,w),u).
% 299.74/300.43 92882[0:SpR:71286.1,42566.0] || subclass(intersection(u,v),complement(u))* -> equal(intersection(u,v),null_class).
% 299.74/300.43 92883[0:SpR:71286.1,43164.0] || subclass(intersection(u,v),complement(v))* -> equal(intersection(u,v),null_class).
% 299.74/300.43 92933[4:SpR:71286.1,33549.0] || subclass(union(u,u),complement(u))* -> equal(union(u,u),null_class).
% 299.74/300.43 93246[0:Rew:31362.0,93210.1] || -> member(not_subclass_element(u,complement(v)),union(v,v))* subclass(u,complement(v)).
% 299.74/300.43 93253[4:Rew:28748.0,93175.1,75578.0,93175.1,10128.0,93175.1,28748.0,93175.0,75578.0,93175.0] || -> member(not_subclass_element(u,complement(v)),union(v,null_class))* subclass(u,complement(v)).
% 299.74/300.43 93255[4:Rew:28748.0,93199.1,10128.0,93199.1,28748.0,93199.0] || -> member(not_subclass_element(u,complement(v)),union(null_class,v))* subclass(u,complement(v)).
% 299.74/300.43 94047[4:Res:93346.1,3478.0] || equal(successor(null_class),u) -> equal(u,null_class) equal(regular(u),null_class)**.
% 299.74/300.43 94899[4:Res:94803.0,414.1] inductive(intersection(u,complement(compose(element_relation,universal_class)))) || -> member(null_class,complement(element_relation))*.
% 299.74/300.43 94944[4:Res:94880.0,414.1] inductive(intersection(complement(compose(element_relation,universal_class)),u)) || -> member(null_class,complement(element_relation))*.
% 299.74/300.43 95048[4:Res:94932.0,414.1] inductive(union(null_class,complement(compose(element_relation,universal_class)))) || -> member(null_class,complement(element_relation))*.
% 299.74/300.43 95300[4:Res:51.1,92894.0] inductive(union(null_class,u)) || -> subclass(image(successor_relation,union(null_class,u)),u)*.
% 299.74/300.43 95435[4:Res:95322.0,389.1] inductive(complement(successor(complement(omega)))) || -> equal(complement(successor(complement(omega))),omega)**.
% 299.74/300.43 95466[4:Res:95322.0,421.1] || member(u,universal_class) -> member(u,successor(complement(v)))* member(u,v).
% 299.74/300.43 95577[4:SpR:80128.0,95412.0] || -> subclass(complement(successor(union(null_class,symmetric_difference(u,v)))),complement(symmetric_difference(v,u)))*.
% 299.74/300.43 95580[4:SpR:75151.0,95412.0] || -> subclass(complement(successor(union(null_class,sum_class(range_of(null_class))))),complement(apply(null_class,u)))*.
% 299.74/300.43 95584[4:SpR:75150.0,95412.0] || -> subclass(complement(successor(union(null_class,apply(null_class,u)))),complement(apply(null_class,v)))*.
% 299.74/300.43 95585[4:SpR:75151.0,95412.0] || -> subclass(complement(successor(union(null_class,apply(null_class,u)))),complement(sum_class(range_of(null_class))))*.
% 299.74/300.43 95614[4:SpR:63899.1,95412.0] || equal(successor(successor(union(null_class,u))),null_class)** -> subclass(universal_class,complement(u)).
% 299.74/300.43 95619[4:Res:95412.0,1057.1] || equal(complement(successor(union(null_class,u))),universal_class)** -> member(null_class,complement(u)).
% 299.74/300.43 95620[4:Res:95412.0,455.1] || equal(complement(successor(union(null_class,u))),universal_class)** -> member(x__dfg,complement(u)).
% 299.74/300.43 95621[4:Res:95412.0,443.1] || equal(complement(successor(union(null_class,u))),universal_class)** -> member(omega,complement(u)).
% 299.74/300.43 95776[4:SpR:75151.0,95477.0] || -> subclass(complement(successor(union(null_class,complement(apply(null_class,u))))),sum_class(range_of(null_class)))*.
% 299.74/300.43 95780[4:SpR:75150.0,95477.0] || -> subclass(complement(successor(union(null_class,complement(apply(null_class,u))))),apply(null_class,v))*.
% 299.74/300.43 95781[4:SpR:75151.0,95477.0] || -> subclass(complement(successor(union(null_class,complement(sum_class(range_of(null_class)))))),apply(null_class,u))*.
% 299.74/300.43 95793[4:SpR:63899.1,95477.0] || equal(successor(successor(union(null_class,complement(u)))),null_class)** -> subclass(universal_class,u).
% 299.74/300.43 95798[4:Res:95477.0,1057.1] || equal(complement(successor(union(null_class,complement(u)))),universal_class)** -> member(null_class,u).
% 299.74/300.43 95799[4:Res:95477.0,455.1] || equal(complement(successor(union(null_class,complement(u)))),universal_class)** -> member(x__dfg,u).
% 299.74/300.43 95800[4:Res:95477.0,443.1] || equal(complement(successor(union(null_class,complement(u)))),universal_class)** -> member(omega,u).
% 299.74/300.43 95904[4:SpR:63899.1,95588.0] || equal(successor(successor(union(u,null_class))),null_class)** -> subclass(universal_class,complement(u)).
% 299.74/300.43 95909[4:Res:95588.0,1057.1] || equal(complement(successor(union(u,null_class))),universal_class)** -> member(null_class,complement(u)).
% 299.74/300.43 95910[4:Res:95588.0,455.1] || equal(complement(successor(union(u,null_class))),universal_class)** -> member(x__dfg,complement(u)).
% 299.74/300.43 95911[4:Res:95588.0,443.1] || equal(complement(successor(union(u,null_class))),universal_class)** -> member(omega,complement(u)).
% 299.74/300.43 96005[4:SpR:63899.1,95600.0] || equal(successor(successor(union(u,u))),null_class)** -> subclass(universal_class,complement(u)).
% 299.74/300.43 96010[4:Res:95600.0,1057.1] || equal(complement(successor(union(u,u))),universal_class)** -> member(null_class,complement(u)).
% 299.74/300.43 96011[4:Res:95600.0,455.1] || equal(complement(successor(union(u,u))),universal_class)** -> member(x__dfg,complement(u)).
% 299.74/300.43 96012[4:Res:95600.0,443.1] || equal(complement(successor(union(u,u))),universal_class)** -> member(omega,complement(u)).
% 299.74/300.43 96102[4:Res:95313.0,414.1] inductive(union(null_class,union(null_class,union(null_class,u)))) || -> member(null_class,u)*.
% 299.74/300.43 96360[4:Res:96062.0,414.1] inductive(union(null_class,union(null_class,union(u,null_class)))) || -> member(null_class,u)*.
% 299.74/300.43 96673[4:Res:95315.0,414.1] inductive(union(null_class,intersection(union(null_class,u),v))) || -> member(null_class,u)*.
% 299.74/300.43 96791[4:Res:95326.0,414.1] inductive(intersection(union(null_class,union(null_class,u)),v)) || -> member(null_class,u)*.
% 299.74/300.43 96898[4:Res:95351.0,414.1] inductive(intersection(u,union(null_class,union(null_class,v)))) || -> member(null_class,v)*.
% 299.74/300.43 97005[4:Res:95358.0,414.1] inductive(union(null_class,intersection(u,union(null_class,v)))) || -> member(null_class,v)*.
% 299.74/300.43 97388[4:Res:96074.0,414.1] inductive(union(null_class,union(null_class,union(u,u)))) || -> member(null_class,u)*.
% 299.74/300.43 97546[4:Res:96617.0,414.1] inductive(union(null_class,intersection(union(u,null_class),v))) || -> member(null_class,u)*.
% 299.74/300.43 97682[4:Res:96737.0,414.1] inductive(intersection(union(null_class,union(u,null_class)),v)) || -> member(null_class,u)*.
% 299.74/300.43 98092[4:Res:96849.0,414.1] inductive(intersection(u,union(null_class,union(v,null_class)))) || -> member(null_class,v)*.
% 299.74/300.43 98219[4:Res:96952.0,414.1] inductive(union(null_class,intersection(u,union(v,null_class)))) || -> member(null_class,v)*.
% 299.74/300.43 98328[4:Res:51.1,92900.0] inductive(union(u,null_class)) || -> subclass(image(successor_relation,union(u,null_class)),u)*.
% 299.74/300.43 98844[4:Res:95309.0,414.1] inductive(intersection(intersection(union(null_class,u),v),w)) || -> member(null_class,u)*.
% 299.74/300.43 98976[4:Res:95320.0,414.1] inductive(intersection(u,intersection(v,union(null_class,w)))) || -> member(null_class,w)*.
% 299.74/300.43 99102[4:Res:95350.0,414.1] inductive(intersection(u,intersection(union(null_class,v),w))) || -> member(null_class,v)*.
% 299.74/300.43 99529[4:Res:95356.0,414.1] inductive(intersection(intersection(u,union(null_class,v)),w)) || -> member(null_class,v)*.
% 299.74/300.43 99686[4:Res:96629.0,414.1] inductive(union(null_class,intersection(union(u,u),v))) || -> member(null_class,u)*.
% 299.74/300.43 99834[4:Res:96749.0,414.1] inductive(intersection(union(null_class,union(u,u)),v)) || -> member(null_class,u)*.
% 299.74/300.43 100791[4:Res:96861.0,414.1] inductive(intersection(u,union(null_class,union(v,v)))) || -> member(null_class,v)*.
% 299.74/300.43 101163[4:Res:96964.0,414.1] inductive(union(null_class,intersection(u,union(v,v)))) || -> member(null_class,v)*.
% 299.74/300.43 101343[4:Res:98337.0,414.1] inductive(intersection(intersection(union(u,null_class),v),w)) || -> member(null_class,u)*.
% 299.74/300.43 101497[4:Res:98348.0,414.1] inductive(intersection(u,intersection(v,union(w,null_class)))) || -> member(null_class,w)*.
% 299.74/300.43 101882[4:Res:98382.0,414.1] inductive(intersection(u,intersection(union(v,null_class),w))) || -> member(null_class,v)*.
% 299.74/300.43 102037[4:Res:98390.0,414.1] inductive(intersection(intersection(u,union(v,null_class)),w)) || -> member(null_class,v)*.
% 299.74/300.43 102789[0:Rew:102293.0,13884.0] || -> member(u,complement(union(v,w))) subclass(singleton(u),union(v,w))*.
% 299.74/300.43 103319[4:Rew:102293.0,47771.0] || equal(image(element_relation,union(u,v)),power_class(complement(union(u,v))))** -> .
% 299.74/300.43 103322[4:Rew:102293.0,50992.0] || -> equal(complement(power_class(complement(union(u,v)))),image(element_relation,union(u,v)))**.
% 299.74/300.43 103366[0:Rew:102293.0,52988.0] || subclass(universal_class,complement(union(u,v)))* -> equal(union(u,v),null_class).
% 299.74/300.43 103447[4:Rew:102293.0,46961.0] || subclass(complement(union(u,v)),null_class)* -> subclass(universal_class,union(u,v)).
% 299.74/300.43 103448[6:Rew:102293.0,46669.0] || subclass(complement(union(u,v)),null_class)* -> member(null_class,union(u,v)).
% 299.74/300.43 103721[4:Rew:103496.0,78543.1] inductive(union(null_class,union(omega,null_class))) || -> equal(union(null_class,omega),omega)**.
% 299.74/300.43 103722[4:Rew:103496.0,60717.1] inductive(union(null_class,union(omega,omega))) || -> equal(union(null_class,omega),omega)**.
% 299.74/300.43 103723[4:Rew:103496.0,59707.1] inductive(union(null_class,union(null_class,omega))) || -> equal(union(null_class,omega),omega)**.
% 299.74/300.43 103896[4:Rew:103871.0,66165.1] || equal(complement(u),null_class) -> equal(power_class(complement(successor(u))),power_class(null_class))**.
% 299.74/300.43 103897[2:Rew:103871.0,46220.1] || subclass(complement(u),null_class) -> equal(power_class(complement(successor(u))),power_class(null_class))**.
% 299.74/300.43 103959[0:Rew:103948.0,80669.0] || -> equal(complement(intersection(successor(u),complement(v))),union(v,complement(successor(u))))**.
% 299.74/300.43 104023[0:Rew:46.0,102768.0] || member(regular(successor(u)),complement(successor(u)))* -> equal(successor(u),null_class).
% 299.74/300.43 104030[4:Rew:47746.1,103902.1] || equal(successor(u),null_class) -> equal(power_class(complement(singleton(u))),power_class(universal_class))**.
% 299.74/300.43 104845[4:SpR:103878.0,59.1] || member(complement(successor(null_class)),universal_class) -> member(power_class(complement(singleton(null_class))),universal_class)*.
% 299.74/300.43 105290[9:Rew:105197.0,93466.1] function(union(null_class,successor(null_class))) || -> subclass(successor(successor(null_class)),singleton(null_class))*.
% 299.74/300.43 105291[9:Rew:105197.0,94693.1] function(union(null_class,successor(null_class))) || equal(successor(successor(null_class)),universal_class)** -> .
% 299.74/300.43 106323[0:Res:102457.0,414.1] inductive(complement(union(u,v))) || -> member(null_class,complement(union(v,u)))*.
% 299.74/300.43 106500[4:Res:104084.0,414.1] inductive(regular(complement(union(u,v)))) || -> member(null_class,union(u,v))*.
% 299.74/300.43 107370[4:Rew:48542.0,107275.0] || -> subclass(regular(power_class(complement(union(u,v)))),image(element_relation,union(u,v)))*.
% 299.74/300.43 107371[4:Rew:103496.0,107276.0] || -> subclass(regular(union(u,complement(power_class(v)))),intersection(complement(u),power_class(v)))*.
% 299.74/300.43 107372[4:Rew:103496.0,107277.0] || -> subclass(regular(union(complement(power_class(u)),v)),intersection(power_class(u),complement(v)))*.
% 299.74/300.43 107531[4:Rew:50991.0,107443.0] || -> subclass(regular(image(element_relation,union(u,v))),power_class(complement(union(u,v))))*.
% 299.74/300.43 107540[4:SpR:103871.0,28759.0] || -> equal(union(null_class,image(element_relation,successor(u))),complement(power_class(complement(successor(u)))))**.
% 299.74/300.43 107552[6:SpR:103871.0,32578.1] || -> member(null_class,image(element_relation,successor(u)))* member(null_class,power_class(complement(successor(u)))).
% 299.74/300.43 107654[4:Rew:107540.0,49222.0] || -> equal(power_class(complement(power_class(complement(successor(u))))),power_class(image(element_relation,successor(u))))**.
% 299.74/300.43 108039[4:SpR:75151.0,106733.0] || -> equal(union(sum_class(range_of(null_class)),union(null_class,complement(apply(null_class,u)))),universal_class)**.
% 299.74/300.43 108043[4:SpR:75150.0,106733.0] || -> equal(union(apply(null_class,u),union(null_class,complement(apply(null_class,v)))),universal_class)**.
% 299.74/300.43 108044[4:SpR:75151.0,106733.0] || -> equal(union(apply(null_class,u),union(null_class,complement(sum_class(range_of(null_class))))),universal_class)**.
% 299.74/300.43 108348[4:SpL:103948.0,47766.0] || equal(intersection(complement(u),successor(v)),union(u,complement(successor(v))))** -> .
% 299.74/300.43 108385[4:Rew:103496.0,108242.0] || -> subclass(regular(union(u,complement(successor(v)))),intersection(complement(u),successor(v)))*.
% 299.74/300.43 108525[9:SpR:75747.1,106492.0] function(complement(u)) || -> subclass(regular(successor(complement(u))),union(u,null_class))*.
% 299.74/300.43 108539[4:Res:106492.0,414.1] inductive(regular(union(null_class,complement(u)))) || -> member(null_class,union(u,null_class))*.
% 299.74/300.43 108658[9:SpR:75747.1,106493.0] function(complement(u)) || -> subclass(regular(successor(complement(u))),union(null_class,u))*.
% 299.74/300.43 108672[4:Res:106493.0,414.1] inductive(regular(union(null_class,complement(u)))) || -> member(null_class,union(null_class,u))*.
% 299.74/300.43 108796[9:SpR:75747.1,107528.0] function(complement(u)) || -> subclass(regular(union(u,null_class)),successor(complement(u)))*.
% 299.74/300.43 108830[4:Res:107528.0,414.1] inductive(regular(union(u,null_class))) || -> member(null_class,union(null_class,complement(u)))*.
% 299.74/300.43 109179[9:SpR:75747.1,107529.0] function(complement(u)) || -> subclass(regular(union(null_class,u)),successor(complement(u)))*.
% 299.74/300.43 109224[4:Res:107529.0,414.1] inductive(regular(union(null_class,u))) || -> member(null_class,union(null_class,complement(u)))*.
% 299.74/300.43 109346[9:SpR:75747.1,106491.0] function(complement(u)) || -> subclass(regular(successor(complement(u))),union(u,u))*.
% 299.74/300.43 109360[4:Res:106491.0,414.1] inductive(regular(union(null_class,complement(u)))) || -> member(null_class,union(u,u))*.
% 299.74/300.43 109460[9:Res:107477.1,414.1] function(u) inductive(regular(successor(u))) || -> member(null_class,complement(u))*.
% 299.74/300.43 109499[9:SpR:75747.1,107527.0] function(complement(u)) || -> subclass(regular(union(u,u)),successor(complement(u)))*.
% 299.74/300.43 109536[4:Res:107527.0,414.1] inductive(regular(union(u,u))) || -> member(null_class,union(null_class,complement(u)))*.
% 299.74/300.43 109765[0:SpR:106411.0,25086.1] || equal(union(u,v),universal_class) -> equal(complement(union(v,u)),null_class)**.
% 299.74/300.43 109768[4:SpR:106411.0,47746.1] || equal(union(u,v),null_class) -> equal(complement(union(v,u)),universal_class)**.
% 299.74/300.43 109799[0:SpR:106411.0,42566.0] || -> equal(intersection(complement(union(u,v)),intersection(union(v,u),w)),null_class)**.
% 299.74/300.43 109800[0:SpR:106411.0,43164.0] || -> equal(intersection(complement(union(u,v)),intersection(w,union(v,u))),null_class)**.
% 299.74/300.43 109830[0:SpR:106411.0,13856.1] || -> member(u,union(v,w)) subclass(singleton(u),complement(union(w,v)))*.
% 299.74/300.43 109975[4:SpL:106411.0,61328.0] || equal(complement(union(u,v)),null_class)** -> equal(union(v,u),universal_class).
% 299.74/300.43 109981[4:SpL:106411.0,62126.0] || equal(complement(union(u,v)),universal_class)** -> equal(union(v,u),null_class).
% 299.74/300.43 109984[0:SpL:106411.0,1075.1] inductive(union(u,v)) || equal(complement(union(v,u)),universal_class)** -> .
% 299.74/300.43 110273[4:SpR:25086.1,107482.0] || equal(union(u,v),universal_class) -> subclass(regular(union(u,v)),null_class)*.
% 299.74/300.43 110326[4:Res:107482.0,414.1] inductive(regular(union(u,v))) || -> member(null_class,complement(union(u,v)))*.
% 299.74/300.43 110427[4:SpR:25086.1,109034.0] || equal(symmetric_difference(u,v),universal_class) -> subclass(regular(null_class),symmetric_difference(v,u))*.
% 299.74/300.43 110436[4:Res:109034.0,414.1] inductive(regular(complement(symmetric_difference(u,v)))) || -> member(null_class,symmetric_difference(v,u))*.
% 299.74/300.43 110555[4:SpR:25086.1,109837.0] || equal(union(u,v),universal_class) -> subclass(regular(null_class),union(v,u))*.
% 299.74/300.43 110567[4:Res:109837.0,414.1] inductive(regular(complement(union(u,v)))) || -> member(null_class,union(v,u))*.
% 299.74/300.43 110873[4:SpL:47746.1,109995.0] || equal(union(u,v),null_class)** equal(union(v,u),universal_class)** -> .
% 299.74/300.43 110961[4:SpR:25086.1,110094.0] || equal(union(u,v),universal_class) -> subclass(regular(union(v,u)),null_class)*.
% 299.74/300.43 111014[4:Res:110094.0,414.1] inductive(regular(union(u,v))) || -> member(null_class,complement(union(v,u)))*.
% 299.74/300.43 111143[4:Res:110385.0,414.1] inductive(regular(complement(symmetric_difference(u,v)))) || -> member(null_class,symmetric_difference(u,v))*.
% 299.74/300.43 111203[0:SpR:25130.0,73202.0] || -> equal(u,v) subclass(intersection(intersection(w,singleton(u)),singleton(v)),null_class)*.
% 299.74/300.43 111225[0:SpR:75599.0,73202.0] || -> subclass(intersection(symmetric_difference(u,v),w),intersection(complement(intersection(u,v)),w))*.
% 299.74/300.43 111269[0:Res:73202.0,414.1] inductive(intersection(intersection(u,v),w)) || -> member(null_class,intersection(v,w))*.
% 299.74/300.43 111646[0:SpR:25130.0,73203.0] || -> equal(u,v) subclass(intersection(intersection(singleton(u),w),singleton(v)),null_class)*.
% 299.74/300.43 111712[0:Res:73203.0,414.1] inductive(intersection(intersection(u,v),w)) || -> member(null_class,intersection(u,w))*.
% 299.74/300.43 111820[4:Res:111688.0,414.1] inductive(intersection(successor(null_class),u)) || -> member(null_class,intersection(singleton(null_class),u))*.
% 299.74/300.43 112594[4:Res:111774.0,414.1] inductive(intersection(successor(null_class),u)) || -> member(null_class,intersection(u,singleton(null_class)))*.
% 299.74/300.43 112664[4:MRR:112654.3,6869.0] || member(u,v)* member(u,successor(null_class))* -> member(null_class,v)*.
% 299.74/300.43 113648[4:SpR:71286.1,111796.0] || subclass(successor(null_class),u) -> subclass(successor(null_class),intersection(singleton(null_class),u))*.
% 299.74/300.43 113658[4:Res:111796.0,414.1] inductive(intersection(u,successor(null_class))) || -> member(null_class,intersection(singleton(null_class),u))*.
% 299.74/300.43 113706[4:SpR:71286.1,112569.0] || subclass(successor(null_class),u) -> subclass(successor(null_class),intersection(u,singleton(null_class)))*.
% 299.74/300.43 113716[4:Res:112569.0,414.1] inductive(intersection(u,successor(null_class))) || -> member(null_class,intersection(u,singleton(null_class)))*.
% 299.74/300.43 114008[4:Rew:28748.0,113777.1,10128.0,113777.1,75578.0,113777.1] || -> member(null_class,u) equal(symmetric_difference(successor(null_class),u),union(successor(null_class),u))**.
% 299.74/300.43 114526[4:Rew:28748.0,114302.1,10128.0,114302.1,75578.0,114302.1] || -> member(null_class,u) equal(symmetric_difference(u,successor(null_class)),union(u,successor(null_class)))**.
% 299.74/300.43 114579[4:SpR:32.0,111679.0] || -> subclass(intersection(union(null_class,cross_product(u,v)),w),restrict(w,u,v))*.
% 299.74/300.43 114610[4:SpR:25130.0,111679.0] || -> equal(u,v) subclass(intersection(union(null_class,singleton(u)),singleton(v)),null_class)*.
% 299.74/300.43 114672[4:Res:111679.0,414.1] inductive(intersection(union(null_class,u),v)) || -> member(null_class,intersection(u,v))*.
% 299.74/300.43 114816[4:Res:111680.0,414.1] inductive(intersection(union(u,null_class),v)) || -> member(null_class,intersection(u,v))*.
% 299.74/300.43 114978[4:Res:114571.0,414.1] inductive(intersection(union(null_class,u),v)) || -> member(null_class,intersection(v,u))*.
% 299.74/300.43 116279[4:SpR:75151.0,115340.0] || -> equal(intersection(sum_class(range_of(null_class)),union(null_class,complement(apply(null_class,u)))),null_class)**.
% 299.74/300.43 116285[4:SpR:75150.0,115340.0] || -> equal(intersection(apply(null_class,u),union(null_class,complement(apply(null_class,v)))),null_class)**.
% 299.74/300.43 116286[4:SpR:75151.0,115340.0] || -> equal(intersection(apply(null_class,u),union(null_class,complement(sum_class(range_of(null_class))))),null_class)**.
% 299.74/300.43 116527[4:SpR:75151.0,115354.0] || -> equal(symmetric_difference(sum_class(range_of(null_class)),union(null_class,complement(apply(null_class,u)))),universal_class)**.
% 299.74/300.43 116533[4:SpR:75150.0,115354.0] || -> equal(symmetric_difference(apply(null_class,u),union(null_class,complement(apply(null_class,v)))),universal_class)**.
% 299.74/300.43 116534[4:SpR:75151.0,115354.0] || -> equal(symmetric_difference(apply(null_class,u),union(null_class,complement(sum_class(range_of(null_class))))),universal_class)**.
% 299.74/300.43 116823[4:SpR:32.0,114646.0] || -> subclass(intersection(u,union(null_class,cross_product(v,w))),restrict(u,v,w))*.
% 299.74/300.43 116855[4:SpR:25130.0,114646.0] || -> equal(u,v) subclass(intersection(singleton(v),union(null_class,singleton(u))),null_class)*.
% 299.74/300.43 116916[4:Res:114646.0,414.1] inductive(intersection(u,union(null_class,v))) || -> member(null_class,intersection(v,u))*.
% 299.74/300.43 117155[4:Rew:28759.0,117144.1] || equal(complement(u),universal_class) -> equal(union(null_class,v),union(u,v))*.
% 299.74/300.43 117266[4:Res:114727.0,414.1] inductive(intersection(union(u,null_class),v)) || -> member(null_class,intersection(v,u))*.
% 299.74/300.43 117414[4:Res:114791.0,414.1] inductive(intersection(u,union(v,null_class))) || -> member(null_class,intersection(v,u))*.
% 299.74/300.43 117764[4:Res:114952.0,414.1] inductive(intersection(u,union(null_class,v))) || -> member(null_class,intersection(u,v))*.
% 299.74/300.43 117991[4:Rew:28759.0,117982.1] || equal(complement(u),universal_class) -> equal(union(null_class,v),union(v,u))*.
% 299.74/300.43 118045[4:SpR:117109.1,31.0] || equal(u,universal_class) -> equal(restrict(u,v,w),cross_product(v,w))**.
% 299.74/300.43 118636[4:Res:117240.0,414.1] inductive(intersection(u,union(v,null_class))) || -> member(null_class,intersection(u,v))*.
% 299.74/300.43 119652[9:Rew:119490.0,86148.1] function(symmetric_difference(u,singleton(u))) || -> subclass(successor(successor(u)),successor(u))*.
% 299.74/300.43 120448[0:SpR:25130.0,73512.0] || -> equal(u,v) subclass(intersection(singleton(v),intersection(singleton(u),w)),null_class)*.
% 299.74/300.43 120523[0:Res:73512.0,414.1] inductive(intersection(u,intersection(v,w))) || -> member(null_class,intersection(v,u))*.
% 299.74/300.43 120620[0:SpR:25130.0,73515.0] || -> equal(u,v) subclass(intersection(singleton(v),intersection(w,singleton(u))),null_class)*.
% 299.74/300.43 120647[0:SpR:75599.0,73515.0] || -> subclass(intersection(u,symmetric_difference(v,w)),intersection(complement(intersection(v,w)),u))*.
% 299.74/300.43 120695[0:Res:73515.0,414.1] inductive(intersection(u,intersection(v,w))) || -> member(null_class,intersection(w,u))*.
% 299.74/300.43 120871[4:SpR:90326.0,111688.0] || -> subclass(intersection(successor(null_class),u),intersection(singleton(null_class),intersection(successor(null_class),u)))*.
% 299.74/300.43 120873[4:SpR:90326.0,112653.1] || -> member(null_class,intersection(successor(null_class),u))* equal(intersection(successor(null_class),u),null_class).
% 299.74/300.43 121038[0:Rew:32.0,120901.0] || -> equal(restrict(restrict(u,v,w),v,w),restrict(u,v,w))**.
% 299.74/300.43 121378[4:SpR:90468.0,111688.0] || -> subclass(intersection(u,successor(null_class)),intersection(singleton(null_class),intersection(u,successor(null_class))))*.
% 299.74/300.43 121380[4:SpR:90468.0,112653.1] || -> member(null_class,intersection(u,successor(null_class)))* equal(intersection(u,successor(null_class)),null_class).
% 299.74/300.43 121530[0:Rew:75578.0,121422.0] || -> equal(intersection(symmetric_difference(u,v),complement(intersection(u,v))),symmetric_difference(u,v))**.
% 299.74/300.43 121888[0:Res:91863.0,414.1] inductive(intersection(u,symmetric_difference(v,w))) || -> member(null_class,union(w,v))*.
% 299.74/300.43 121977[4:Res:92199.1,414.1] inductive(union(u,u)) || subclass(u,v)* -> member(null_class,v).
% 299.74/300.43 122006[4:Res:92199.1,71277.0] || subclass(u,regular(union(u,u)))* -> equal(union(u,u),null_class).
% 299.74/300.43 122126[0:Res:92692.0,414.1] inductive(intersection(symmetric_difference(u,v),w)) || -> member(null_class,union(v,u))*.
% 299.74/300.43 122303[0:SpR:92837.1,43541.0] || subclass(complement(u),restrict(u,v,w))* -> equal(complement(u),null_class).
% 299.74/300.43 122876[0:Res:58588.1,122349.0] || subclass(u,complement(intersection(u,v)))* -> equal(intersection(u,v),null_class).
% 299.74/300.43 122877[0:Res:57163.1,122349.0] || subclass(u,complement(intersection(v,u)))* -> equal(intersection(v,u),null_class).
% 299.74/300.43 122888[4:Rew:29733.0,122879.0] || subclass(u,union(null_class,complement(u)))* -> equal(union(null_class,u),null_class).
% 299.74/300.43 122890[4:Rew:74143.0,122880.0] || subclass(u,union(null_class,complement(u)))* -> equal(union(u,null_class),null_class).
% 299.74/300.43 122892[4:Rew:36664.0,122881.0] || subclass(u,union(null_class,complement(u)))* -> equal(union(u,u),null_class).
% 299.74/300.43 123420[0:SpL:32.0,92873.0] || subclass(u,restrict(v,w,x))* -> subclass(u,cross_product(w,x)).
% 299.74/300.43 123466[0:Res:51.1,92873.0] inductive(intersection(u,v)) || -> subclass(image(successor_relation,intersection(u,v)),u)*.
% 299.74/300.43 123933[4:SpR:569.0,123487.0] || -> subclass(complement(successor(complement(symmetric_difference(complement(u),complement(v))))),union(u,v))*.
% 299.74/300.43 123934[4:SpR:9395.0,123487.0] || -> subclass(complement(successor(complement(symmetric_difference(complement(u),complement(singleton(u)))))),successor(u))*.
% 299.74/300.43 123961[4:SpR:102312.0,123487.0] || -> subclass(complement(successor(union(complement(union(u,v)),w))),union(u,v))*.
% 299.74/300.43 123973[4:SpR:63899.1,123487.0] || equal(successor(successor(complement(intersection(u,v)))),null_class)** -> subclass(universal_class,u).
% 299.74/300.43 123978[4:Res:123487.0,1057.1] || equal(complement(successor(complement(intersection(u,v)))),universal_class)** -> member(null_class,u).
% 299.74/300.43 123979[4:Res:123487.0,455.1] || equal(complement(successor(complement(intersection(u,v)))),universal_class)** -> member(x__dfg,u).
% 299.74/300.43 123980[4:Res:123487.0,443.1] || equal(complement(successor(complement(intersection(u,v)))),universal_class)** -> member(omega,u).
% 299.74/300.43 124130[4:SpR:102302.0,123906.0] || -> subclass(complement(successor(union(u,complement(union(v,w))))),union(v,w))*.
% 299.74/300.43 124133[4:SpR:63899.1,123906.0] || equal(successor(successor(complement(intersection(u,v)))),null_class)** -> subclass(universal_class,v).
% 299.74/300.43 124138[4:Res:123906.0,1057.1] || equal(complement(successor(complement(intersection(u,v)))),universal_class)** -> member(null_class,v).
% 299.74/300.43 124139[4:Res:123906.0,455.1] || equal(complement(successor(complement(intersection(u,v)))),universal_class)** -> member(x__dfg,v).
% 299.74/300.43 124140[4:Res:123906.0,443.1] || equal(complement(successor(complement(intersection(u,v)))),universal_class)** -> member(omega,v).
% 299.74/300.43 124233[4:SpR:32.0,123484.0] || -> subclass(regular(union(null_class,complement(restrict(u,v,w)))),cross_product(v,w))*.
% 299.74/300.43 124300[4:Res:123484.0,414.1] inductive(regular(union(null_class,complement(intersection(u,v))))) || -> member(null_class,u)*.
% 299.74/300.43 124480[4:Res:124223.0,414.1] inductive(regular(union(null_class,complement(intersection(u,v))))) || -> member(null_class,v)*.
% 299.74/300.43 124986[4:Res:124374.0,414.1] inductive(regular(union(u,complement(power_class(v))))) || -> member(null_class,complement(u))*.
% 299.74/300.43 125007[4:Rew:103496.0,124978.0,28759.0,124978.0] || -> subclass(regular(complement(intersection(union(u,v),power_class(w)))),union(u,v))*.
% 299.74/300.43 125072[4:Res:124375.0,414.1] inductive(regular(union(u,complement(successor(v))))) || -> member(null_class,complement(u))*.
% 299.74/300.43 125131[4:SpR:49204.0,124376.0] || -> subclass(regular(union(image(element_relation,power_class(u)),v)),power_class(complement(power_class(u))))*.
% 299.74/300.43 125148[4:Res:124376.0,414.1] inductive(regular(union(complement(power_class(u)),v))) || -> member(null_class,power_class(u))*.
% 299.74/300.43 125188[4:Res:125117.0,1057.1] || equal(regular(successor(complement(power_class(u)))),universal_class)** -> member(null_class,power_class(u)).
% 299.74/300.43 125189[4:Res:125117.0,455.1] || equal(regular(successor(complement(power_class(u)))),universal_class)** -> member(x__dfg,power_class(u)).
% 299.74/300.43 125190[4:Res:125117.0,443.1] || equal(regular(successor(complement(power_class(u)))),universal_class)** -> member(omega,power_class(u)).
% 299.74/300.43 125250[4:SpR:49205.0,124549.0] || -> subclass(regular(union(u,image(element_relation,power_class(v)))),power_class(complement(power_class(v))))*.
% 299.74/300.43 125259[4:Res:124549.0,414.1] inductive(regular(union(u,complement(power_class(v))))) || -> member(null_class,power_class(v))*.
% 299.74/300.43 125300[4:Res:124550.0,414.1] inductive(regular(union(u,complement(successor(v))))) || -> member(null_class,successor(v))*.
% 299.74/300.43 125684[4:Res:124551.0,414.1] inductive(regular(union(complement(power_class(u)),v))) || -> member(null_class,complement(v))*.
% 299.74/300.43 125712[4:Rew:103496.0,125677.0,28759.0,125677.0] || -> subclass(regular(complement(intersection(power_class(u),union(v,w)))),union(v,w))*.
% 299.74/300.43 125784[4:Res:125049.0,414.1] inductive(regular(union(complement(successor(u)),v))) || -> member(null_class,complement(v))*.
% 299.74/300.43 125848[4:Res:125277.0,414.1] inductive(regular(union(complement(successor(u)),v))) || -> member(null_class,successor(u))*.
% 299.74/300.43 125876[4:Res:125820.0,1057.1] || equal(regular(successor(complement(successor(u)))),universal_class)** -> member(null_class,successor(u)).
% 299.74/300.43 125877[4:Res:125820.0,455.1] || equal(regular(successor(complement(successor(u)))),universal_class)** -> member(x__dfg,successor(u)).
% 299.74/300.43 125878[4:Res:125820.0,443.1] || equal(regular(successor(complement(successor(u)))),universal_class)** -> member(omega,successor(u)).
% 299.74/300.43 126057[4:SpR:32.0,123479.0] || -> subclass(union(null_class,intersection(restrict(u,v,w),x)),cross_product(v,w))*.
% 299.74/300.43 126130[4:Res:123479.0,414.1] inductive(union(null_class,intersection(intersection(u,v),w))) || -> member(null_class,u)*.
% 299.74/300.43 126230[4:SpR:32.0,123491.0] || -> subclass(intersection(union(null_class,restrict(u,v,w)),x),cross_product(v,w))*.
% 299.74/300.43 126305[4:Res:123491.0,414.1] inductive(intersection(union(null_class,intersection(u,v)),w)) || -> member(null_class,u)*.
% 299.74/300.43 126405[4:SpR:32.0,123520.0] || -> subclass(intersection(u,union(null_class,restrict(v,w,x))),cross_product(w,x))*.
% 299.74/300.43 126472[4:Res:123520.0,414.1] inductive(intersection(u,union(null_class,intersection(v,w)))) || -> member(null_class,v)*.
% 299.74/300.43 126567[4:SpR:32.0,123529.0] || -> subclass(union(null_class,intersection(u,restrict(v,w,x))),cross_product(w,x))*.
% 299.74/300.43 126636[4:Res:123529.0,414.1] inductive(union(null_class,intersection(u,intersection(v,w)))) || -> member(null_class,v)*.
% 299.74/300.43 126770[4:SpR:47746.1,123909.0] || equal(successor(complement(restrict(u,v,w))),null_class)** -> subclass(universal_class,u).
% 299.74/300.43 126777[4:Res:123909.0,414.1] inductive(complement(successor(complement(restrict(u,v,w))))) || -> member(null_class,u)*.
% 299.74/300.43 126915[4:Res:124367.0,414.1] inductive(regular(complement(symmetric_difference(u,v)))) || -> member(null_class,union(u,v))*.
% 299.74/300.43 126996[4:SpR:75599.0,126047.0] || -> subclass(union(null_class,intersection(symmetric_difference(u,v),w)),complement(intersection(u,v)))*.
% 299.74/300.43 127056[4:Res:126047.0,414.1] inductive(union(null_class,intersection(intersection(u,v),w))) || -> member(null_class,v)*.
% 299.74/300.43 127169[4:SpR:75599.0,126220.0] || -> subclass(intersection(union(null_class,symmetric_difference(u,v)),w),complement(intersection(u,v)))*.
% 299.74/300.43 127231[4:Res:126220.0,414.1] inductive(intersection(union(null_class,intersection(u,v)),w)) || -> member(null_class,v)*.
% 299.74/300.43 127398[4:SpR:75599.0,126395.0] || -> subclass(intersection(u,union(null_class,symmetric_difference(v,w))),complement(intersection(v,w)))*.
% 299.74/300.43 127452[4:Res:126395.0,414.1] inductive(intersection(u,union(null_class,intersection(v,w)))) || -> member(null_class,w)*.
% 299.74/300.43 127563[4:SpR:75599.0,126557.0] || -> subclass(union(null_class,intersection(u,symmetric_difference(v,w))),complement(intersection(v,w)))*.
% 299.74/300.43 127619[4:Res:126557.0,414.1] inductive(union(null_class,intersection(u,intersection(v,w)))) || -> member(null_class,w)*.
% 299.74/300.43 127782[4:Res:126836.0,414.1] inductive(regular(complement(symmetric_difference(u,v)))) || -> member(null_class,union(v,u))*.
% 299.74/300.43 127899[0:Res:51.1,92874.0] inductive(intersection(u,v)) || -> subclass(image(successor_relation,intersection(u,v)),v)*.
% 299.74/300.43 128196[4:Res:51.1,92897.0] inductive(union(u,u)) || -> subclass(image(successor_relation,union(u,u)),u)*.
% 299.74/300.43 128549[4:Res:98788.0,414.1] inductive(intersection(intersection(union(u,u),v),w)) || -> member(null_class,u)*.
% 299.74/300.43 128732[4:Res:98926.0,414.1] inductive(intersection(u,intersection(v,union(w,w)))) || -> member(null_class,w)*.
% 299.74/300.43 128910[4:Res:99049.0,414.1] inductive(intersection(u,intersection(union(v,v),w))) || -> member(null_class,v)*.
% 299.74/300.43 129095[4:Res:99476.0,414.1] inductive(intersection(intersection(u,union(v,v)),w)) || -> member(null_class,v)*.
% 299.74/300.43 129257[6:MRR:129256.2,100039.0] || equal(intersection(u,restrict(v,w,x)),universal_class)** -> equal(u,null_class).
% 299.74/300.43 129610[0:SpR:75599.0,111166.0] || -> subclass(intersection(symmetric_difference(u,v),w),intersection(w,complement(intersection(u,v))))*.
% 299.74/300.43 129665[0:Res:111166.0,414.1] inductive(intersection(intersection(u,v),w)) || -> member(null_class,intersection(w,v))*.
% 299.74/300.43 130187[2:SpR:80128.0,129832.0] || -> equal(intersection(symmetric_difference(u,v),intersection(w,complement(symmetric_difference(v,u)))),null_class)**.
% 299.74/300.43 130190[4:SpR:75151.0,129832.0] || -> equal(intersection(sum_class(range_of(null_class)),intersection(u,complement(apply(null_class,v)))),null_class)**.
% 299.74/300.43 130191[2:SpR:106411.0,129832.0] || -> equal(intersection(union(u,v),intersection(w,complement(union(v,u)))),null_class)**.
% 299.74/300.43 130192[4:SpR:36664.0,129832.0] || -> equal(intersection(union(u,u),intersection(v,union(null_class,complement(u)))),null_class)**.
% 299.74/300.43 130193[4:SpR:74143.0,129832.0] || -> equal(intersection(union(u,null_class),intersection(v,union(null_class,complement(u)))),null_class)**.
% 299.74/300.43 130194[4:SpR:29733.0,129832.0] || -> equal(intersection(union(null_class,u),intersection(v,union(null_class,complement(u)))),null_class)**.
% 299.74/300.43 130196[4:SpR:75150.0,129832.0] || -> equal(intersection(apply(null_class,u),intersection(v,complement(apply(null_class,w)))),null_class)**.
% 299.74/300.43 130197[4:SpR:75151.0,129832.0] || -> equal(intersection(apply(null_class,u),intersection(v,complement(sum_class(range_of(null_class))))),null_class)**.
% 299.74/300.43 130216[2:SpR:75586.0,129832.0] || -> equal(intersection(restrict(u,v,w),symmetric_difference(cross_product(v,w),u)),null_class)**.
% 299.74/300.43 130217[2:SpR:75587.0,129832.0] || -> equal(intersection(restrict(u,v,w),symmetric_difference(u,cross_product(v,w))),null_class)**.
% 299.74/300.43 130642[2:SpR:80128.0,129959.0] || -> equal(intersection(symmetric_difference(u,v),intersection(complement(symmetric_difference(v,u)),w)),null_class)**.
% 299.74/300.43 130645[4:SpR:75151.0,129959.0] || -> equal(intersection(sum_class(range_of(null_class)),intersection(complement(apply(null_class,u)),v)),null_class)**.
% 299.74/300.43 130646[2:SpR:106411.0,129959.0] || -> equal(intersection(union(u,v),intersection(complement(union(v,u)),w)),null_class)**.
% 299.74/300.43 130647[4:SpR:36664.0,129959.0] || -> equal(intersection(union(u,u),intersection(union(null_class,complement(u)),v)),null_class)**.
% 299.74/300.43 130648[4:SpR:74143.0,129959.0] || -> equal(intersection(union(u,null_class),intersection(union(null_class,complement(u)),v)),null_class)**.
% 299.74/300.43 130649[4:SpR:29733.0,129959.0] || -> equal(intersection(union(null_class,u),intersection(union(null_class,complement(u)),v)),null_class)**.
% 299.74/300.43 130651[4:SpR:75150.0,129959.0] || -> equal(intersection(apply(null_class,u),intersection(complement(apply(null_class,v)),w)),null_class)**.
% 299.74/300.43 130652[4:SpR:75151.0,129959.0] || -> equal(intersection(apply(null_class,u),intersection(complement(sum_class(range_of(null_class))),v)),null_class)**.
% 299.74/300.43 131503[4:Rew:10128.0,131348.1] || member(u,successor(v))* subclass(universal_class,w)* -> member(u,w)*.
% 299.74/300.43 131672[4:Rew:105197.0,131671.1,28759.0,131671.1,73795.0,131671.1,80128.0,131671.1,10128.0,131671.1] || -> subclass(u,successor(v)) member(not_subclass_element(u,successor(v)),complement(successor(v)))*.
% 299.74/300.43 132615[4:SpR:132350.0,71286.1] || subclass(union(null_class,u),singleton(u))* -> equal(union(null_class,u),null_class).
% 299.74/300.43 132926[4:SpR:132427.0,71286.1] || subclass(union(u,null_class),singleton(u))* -> equal(union(u,null_class),null_class).
% 299.74/300.43 133214[6:MRR:133121.1,133121.3,55.0,49704.0] inductive(complement(compose(element_relation,universal_class))) || member(apply(choice,omega),element_relation)* -> .
% 299.74/300.43 133642[4:Res:58588.1,131845.0] || subclass(u,singleton(intersection(u,v)))* -> equal(intersection(u,v),null_class).
% 299.74/300.43 133643[4:Res:57163.1,131845.0] || subclass(u,singleton(intersection(v,u)))* -> equal(intersection(v,u),null_class).
% 299.74/300.43 133645[4:Res:92197.1,131845.0] || subclass(u,singleton(union(null_class,u)))* -> equal(union(null_class,u),null_class).
% 299.74/300.43 133646[4:Res:92198.1,131845.0] || subclass(u,singleton(union(u,null_class)))* -> equal(union(u,null_class),null_class).
% 299.74/300.43 133647[4:Res:92199.1,131845.0] || subclass(u,singleton(union(u,u)))* -> equal(union(u,u),null_class).
% 299.74/300.43 134077[4:SpR:132645.0,71286.1] || subclass(union(u,u),singleton(u))* -> equal(union(u,u),null_class).
% 299.74/300.43 134383[4:SpR:133741.0,71286.1] || subclass(intersection(u,v),singleton(v))* -> equal(intersection(u,v),null_class).
% 299.74/300.43 134727[4:SpR:133863.0,71286.1] || subclass(intersection(u,v),singleton(u))* -> equal(intersection(u,v),null_class).
% 299.74/300.43 134771[4:SpR:569.0,133863.0] || -> equal(intersection(singleton(union(u,v)),symmetric_difference(complement(u),complement(v))),null_class)**.
% 299.74/300.43 134772[4:SpR:9395.0,133863.0] || -> equal(intersection(singleton(successor(u)),symmetric_difference(complement(u),complement(singleton(u)))),null_class)**.
% 299.74/300.43 136097[2:SpR:130204.0,32.0] || -> equal(restrict(restrict(complement(cross_product(u,v)),w,x),u,v),null_class)**.
% 299.74/300.43 136364[2:MRR:136128.2,6869.0] || member(u,restrict(complement(v),w,x))* member(u,v) -> .
% 299.74/300.43 136951[4:SpL:71468.1,136895.0] || equal(u,universal_class) member(u,cantor(singleton(cross_product(null_class,universal_class))))* -> .
% 299.74/300.43 136954[9:SpL:40368.1,136895.0] one_to_one(u) || member(inverse(u),cantor(singleton(cross_product(null_class,universal_class))))* -> .
% 299.74/300.43 136994[4:Res:19302.1,136895.0] || equal(cantor(singleton(cross_product(singleton(singleton(null_class)),universal_class))),singleton(singleton(null_class)))** -> .
% 299.74/300.43 137073[4:Res:19302.1,132175.0] || equal(singleton(u),singleton(singleton(null_class))) member(singleton(null_class),u)* -> .
% 299.74/300.43 137149[4:Res:26.2,137098.0] || member(intersection(u,v),v)* member(intersection(u,v),u)* -> .
% 299.74/300.43 137155[4:Res:9919.1,137098.0] || member(union(u,v),universal_class) -> member(union(u,v),complement(v))*.
% 299.74/300.43 137156[4:Res:9918.1,137098.0] || member(union(u,v),universal_class) -> member(union(u,v),complement(u))*.
% 299.74/300.43 137300[4:SpR:134411.0,92837.1] || subclass(singleton(u),restrict(u,v,w))* -> equal(singleton(u),null_class).
% 299.74/300.43 137466[4:MRR:137326.2,6869.0] || member(u,restrict(v,w,x))* member(u,singleton(v)) -> .
% 299.74/300.43 137569[4:SpR:135329.0,32.0] || -> equal(restrict(restrict(singleton(cross_product(u,v)),w,x),u,v),null_class)**.
% 299.74/300.43 137803[4:MRR:137600.2,6869.0] || member(u,restrict(singleton(v),w,x))* member(u,v) -> .
% 299.74/300.43 137867[2:MRR:137862.0,101.0] || subclass(composition_function,successor_relation) -> equal(ordered_pair(null_class,compose(null_class,null_class)),successor(null_class))**.
% 299.74/300.43 138285[4:SpL:31.0,137147.0] || member(complement(restrict(u,v,w)),symmetric_difference(u,cross_product(v,w)))* -> .
% 299.74/300.43 138299[4:SpL:32.0,137147.0] || member(complement(restrict(u,v,w)),symmetric_difference(cross_product(v,w),u))* -> .
% 299.74/300.43 138347[4:SpL:47967.0,137147.0] || member(union(u,complement(power_class(v))),symmetric_difference(complement(u),power_class(v)))* -> .
% 299.74/300.43 138348[4:SpL:103948.0,137147.0] || member(union(u,complement(successor(v))),symmetric_difference(complement(u),successor(v)))* -> .
% 299.74/300.43 138349[4:SpL:47973.0,137147.0] || member(union(complement(power_class(u)),v),symmetric_difference(power_class(u),complement(v)))* -> .
% 299.74/300.43 139144[4:SpL:47746.1,138256.0] || equal(intersection(u,v),null_class) member(universal_class,symmetric_difference(v,u))* -> .
% 299.74/300.43 139146[4:SpL:47967.0,138256.0] || member(union(u,complement(power_class(v))),symmetric_difference(power_class(v),complement(u)))* -> .
% 299.74/300.43 139147[4:SpL:103948.0,138256.0] || member(union(u,complement(successor(v))),symmetric_difference(successor(v),complement(u)))* -> .
% 299.74/300.43 139148[4:SpL:47973.0,138256.0] || member(union(complement(power_class(u)),v),symmetric_difference(complement(v),power_class(u)))* -> .
% 299.74/300.43 139430[0:Res:111609.0,414.1] inductive(intersection(intersection(u,v),w)) || -> member(null_class,intersection(w,u))*.
% 299.74/300.43 139911[4:Res:111681.0,414.1] inductive(intersection(union(u,u),v)) || -> member(null_class,intersection(u,v))*.
% 299.74/300.43 140120[4:Res:114935.0,414.1] inductive(intersection(union(u,u),v)) || -> member(null_class,intersection(v,u))*.
% 299.74/300.43 140325[4:Res:116875.0,414.1] inductive(intersection(u,union(v,v))) || -> member(null_class,intersection(v,u))*.
% 299.74/300.43 140520[4:Res:117723.0,414.1] inductive(intersection(u,union(v,v))) || -> member(null_class,intersection(u,v))*.
% 299.74/300.43 140793[0:Res:120407.0,414.1] inductive(intersection(u,intersection(v,w))) || -> member(null_class,intersection(u,v))*.
% 299.74/300.43 140960[0:SpR:75599.0,120579.0] || -> subclass(intersection(u,symmetric_difference(v,w)),intersection(u,complement(intersection(v,w))))*.
% 299.74/300.43 141026[0:Res:120579.0,414.1] inductive(intersection(u,intersection(v,w))) || -> member(null_class,intersection(u,w))*.
% 299.74/300.43 141117[0:SpL:32.0,123465.0] || equal(restrict(u,v,w),x)* -> subclass(x,cross_product(v,w))*.
% 299.74/300.43 141187[0:SpR:32.0,123475.0] || -> subclass(intersection(intersection(restrict(u,v,w),x),y),cross_product(v,w))*.
% 299.74/300.43 141301[0:Res:123475.0,414.1] inductive(intersection(intersection(intersection(u,v),w),x)) || -> member(null_class,u)*.
% 299.74/300.43 141558[0:SpR:32.0,123485.0] || -> subclass(intersection(u,intersection(v,restrict(w,x,y))),cross_product(x,y))*.
% 299.74/300.43 141662[0:Res:123485.0,414.1] inductive(intersection(u,intersection(v,intersection(w,x)))) || -> member(null_class,w)*.
% 299.74/300.43 141796[0:SpR:32.0,123517.0] || -> subclass(intersection(u,intersection(restrict(v,w,x),y)),cross_product(w,x))*.
% 299.74/300.43 141904[0:Res:123517.0,414.1] inductive(intersection(u,intersection(intersection(v,w),x))) || -> member(null_class,v)*.
% 299.74/300.43 142041[0:SpR:32.0,123525.0] || -> subclass(intersection(intersection(u,restrict(v,w,x)),y),cross_product(w,x))*.
% 299.74/300.43 142151[0:Res:123525.0,414.1] inductive(intersection(intersection(u,intersection(v,w)),x)) || -> member(null_class,v)*.
% 299.74/300.43 142300[0:SpL:75599.0,127898.0] || equal(symmetric_difference(u,v),w) -> subclass(w,complement(intersection(u,v)))*.
% 299.74/300.43 142799[0:Res:127908.0,414.1] inductive(intersection(intersection(intersection(u,v),w),x)) || -> member(null_class,v)*.
% 299.74/300.43 143042[0:Res:127918.0,414.1] inductive(intersection(u,intersection(v,intersection(w,x)))) || -> member(null_class,x)*.
% 299.74/300.43 143284[0:Res:127954.0,414.1] inductive(intersection(u,intersection(intersection(v,w),x))) || -> member(null_class,w)*.
% 299.74/300.43 143531[0:Res:127963.0,414.1] inductive(intersection(intersection(u,intersection(v,w)),x)) || -> member(null_class,w)*.
% 299.74/300.43 144601[4:Rew:63899.1,144502.1] || equal(successor(power_class(universal_class)),null_class) -> equal(image(element_relation,power_class(universal_class)),universal_class)**.
% 299.74/300.43 145297[2:SpL:100001.0,22.0] || member(regular(domain_relation),element_relation) -> member(first(regular(domain_relation)),second(regular(domain_relation)))*.
% 299.74/300.43 145299[2:SpL:100001.0,17.0] || member(regular(domain_relation),cross_product(u,v))* -> member(first(regular(domain_relation)),u).
% 299.74/300.43 145300[2:SpL:100001.0,18.0] || member(regular(domain_relation),cross_product(u,v))* -> member(second(regular(domain_relation)),v).
% 299.74/300.43 145349[4:SpL:100001.0,72139.0] || subclass(regular(domain_relation),unordered_pair(first(regular(domain_relation)),singleton(second(regular(domain_relation)))))* -> .
% 299.74/300.43 147945[4:Res:145289.1,4.0] || equal(u,universal_class) subclass(u,v)* -> member(regular(domain_relation),v)*.
% 299.74/300.43 148050[2:Res:145290.1,4.0] || subclass(universal_class,u)* subclass(u,v)* -> member(regular(domain_relation),v)*.
% 299.74/300.43 148053[4:Res:145290.1,10130.1] || subclass(universal_class,complement(compose(element_relation,universal_class)))* member(regular(domain_relation),element_relation) -> .
% 299.74/300.43 148069[2:Res:145290.1,574.0] || subclass(universal_class,symmetric_difference(u,v)) -> member(regular(domain_relation),union(u,v))*.
% 299.74/300.43 148123[4:SpR:71468.1,145278.0] || equal(first(regular(domain_relation)),universal_class) -> member(null_class,complement(singleton(regular(domain_relation))))*.
% 299.74/300.43 148153[4:SpL:71468.1,145322.0] || equal(first(regular(domain_relation)),universal_class) member(null_class,singleton(regular(domain_relation)))* -> .
% 299.74/300.43 148342[4:SpL:100002.0,22.0] || member(regular(composition_function),element_relation) -> member(first(regular(composition_function)),second(regular(composition_function)))*.
% 299.74/300.43 148344[4:SpL:100002.0,17.0] || member(regular(composition_function),cross_product(u,v))* -> member(first(regular(composition_function)),u).
% 299.74/300.43 148345[4:SpL:100002.0,18.0] || member(regular(composition_function),cross_product(u,v))* -> member(second(regular(composition_function)),v).
% 299.74/300.43 148394[4:SpL:100002.0,72139.0] || subclass(regular(composition_function),unordered_pair(first(regular(composition_function)),singleton(second(regular(composition_function)))))* -> .
% 299.74/300.43 149908[4:Res:148334.1,4.0] || equal(u,universal_class) subclass(u,v)* -> member(regular(composition_function),v)*.
% 299.74/300.43 150232[4:Res:148335.1,4.0] || subclass(universal_class,u)* subclass(u,v)* -> member(regular(composition_function),v)*.
% 299.74/300.43 150235[4:Res:148335.1,10130.1] || subclass(universal_class,complement(compose(element_relation,universal_class)))* member(regular(composition_function),element_relation) -> .
% 299.74/300.43 150253[4:Res:148335.1,574.0] || subclass(universal_class,symmetric_difference(u,v)) -> member(regular(composition_function),union(u,v))*.
% 299.74/300.43 150307[4:SpR:71468.1,148323.0] || equal(first(regular(composition_function)),universal_class) -> member(null_class,complement(singleton(regular(composition_function))))*.
% 299.74/300.43 150328[4:SpL:71468.1,148367.0] || equal(first(regular(composition_function)),universal_class) member(null_class,singleton(regular(composition_function)))* -> .
% 299.74/300.43 152135[4:SpR:132781.0,114952.0] || -> subclass(intersection(complement(successor(null_class)),union(null_class,singleton(complement(singleton(null_class))))),null_class)*.
% 299.74/300.43 152144[4:SpR:132781.0,120407.0] || -> subclass(intersection(complement(successor(null_class)),intersection(singleton(complement(singleton(null_class))),u)),null_class)*.
% 299.74/300.43 152324[4:Rew:75578.0,152165.0] || -> subclass(intersection(singleton(complement(singleton(null_class))),intersection(u,complement(successor(null_class)))),null_class)*.
% 299.74/300.43 152325[4:Rew:75578.0,152173.0] || -> subclass(intersection(singleton(complement(singleton(null_class))),intersection(complement(successor(null_class)),u)),null_class)*.
% 299.74/300.43 152174[4:SpR:132781.0,120579.0] || -> subclass(intersection(complement(successor(null_class)),intersection(u,singleton(complement(singleton(null_class))))),null_class)*.
% 299.74/300.43 155552[4:SpR:150871.0,114952.0] || -> subclass(intersection(union(element_relation,element_relation),union(null_class,complement(compose(element_relation,universal_class)))),null_class)*.
% 299.74/300.43 155561[4:SpR:150871.0,120407.0] || -> subclass(intersection(union(element_relation,element_relation),intersection(complement(compose(element_relation,universal_class)),u)),null_class)*.
% 299.74/300.43 155751[4:Rew:75578.0,155578.0] || -> subclass(intersection(complement(compose(element_relation,universal_class)),intersection(u,union(element_relation,element_relation))),null_class)*.
% 299.74/300.43 155752[4:Rew:75578.0,155586.0] || -> subclass(intersection(complement(compose(element_relation,universal_class)),intersection(union(element_relation,element_relation),u)),null_class)*.
% 299.74/300.43 155587[4:SpR:150871.0,120579.0] || -> subclass(intersection(union(element_relation,element_relation),intersection(u,complement(compose(element_relation,universal_class)))),null_class)*.
% 299.74/300.43 155634[9:SpR:78579.1,150871.0] function(element_relation) || -> equal(intersection(successor(element_relation),complement(compose(element_relation,universal_class))),null_class)**.
% 299.74/300.43 156361[4:Rew:80005.0,156327.1] || subclass(complement(element_relation),null_class) -> equal(union(null_class,compose(element_relation,universal_class)),universal_class)**.
% 299.74/300.43 156460[4:SpR:151058.0,120407.0] || -> subclass(intersection(element_relation,intersection(union(null_class,complement(compose(element_relation,universal_class))),u)),null_class)*.
% 299.74/300.43 156477[4:SpR:151058.0,73202.0] || -> subclass(intersection(intersection(u,element_relation),union(null_class,complement(compose(element_relation,universal_class)))),null_class)*.
% 299.74/300.43 156485[4:SpR:151058.0,73203.0] || -> subclass(intersection(intersection(element_relation,u),union(null_class,complement(compose(element_relation,universal_class)))),null_class)*.
% 299.74/300.43 156486[4:SpR:151058.0,120579.0] || -> subclass(intersection(element_relation,intersection(u,union(null_class,complement(compose(element_relation,universal_class))))),null_class)*.
% 299.74/300.43 156492[4:SpR:151058.0,73515.0] || -> subclass(intersection(union(null_class,complement(compose(element_relation,universal_class))),intersection(u,element_relation)),null_class)*.
% 299.74/300.43 156513[4:SpR:151058.0,73512.0] || -> subclass(intersection(union(null_class,complement(compose(element_relation,universal_class))),intersection(element_relation,u)),null_class)*.
% 299.74/300.43 157235[4:SpR:151108.0,120407.0] || -> subclass(intersection(successor(null_class),intersection(union(null_class,singleton(singleton(null_class))),u)),null_class)*.
% 299.74/300.43 157252[4:SpR:151108.0,73202.0] || -> subclass(intersection(intersection(u,successor(null_class)),union(null_class,singleton(singleton(null_class)))),null_class)*.
% 299.74/300.43 157260[4:SpR:151108.0,73203.0] || -> subclass(intersection(intersection(successor(null_class),u),union(null_class,singleton(singleton(null_class)))),null_class)*.
% 299.74/300.43 157261[4:SpR:151108.0,120579.0] || -> subclass(intersection(successor(null_class),intersection(u,union(null_class,singleton(singleton(null_class))))),null_class)*.
% 299.74/300.43 157269[4:SpR:151108.0,73515.0] || -> subclass(intersection(union(null_class,singleton(singleton(null_class))),intersection(u,successor(null_class))),null_class)*.
% 299.74/300.43 157296[4:SpR:151108.0,73512.0] || -> subclass(intersection(union(null_class,singleton(singleton(null_class))),intersection(successor(null_class),u)),null_class)*.
% 299.74/300.43 158673[4:SpL:47746.1,158654.0] || equal(cross_product(singleton(null_class),universal_class),null_class)** subclass(universal_class,cantor(universal_class)) -> .
% 299.74/300.43 158833[5:Rew:13198.0,158827.1] || equal(sum_class(range_of(null_class)),null_class) member(null_class,sum_class(range_of(null_class)))* -> .
% 299.74/300.43 158932[4:SpR:82644.0,111166.0] || -> subclass(intersection(intersection(u,complement(sum_class(range_of(null_class)))),apply(null_class,v)),null_class)*.
% 299.74/300.43 158937[4:SpR:82644.0,111609.0] || -> subclass(intersection(intersection(complement(sum_class(range_of(null_class))),u),apply(null_class,v)),null_class)*.
% 299.74/300.43 158946[4:SpR:82644.0,114571.0] || -> subclass(intersection(union(null_class,complement(sum_class(range_of(null_class)))),apply(null_class,u)),null_class)*.
% 299.74/300.43 159103[4:Rew:28748.0,158962.1,75578.0,158962.1] || equal(successor(sum_class(range_of(null_class))),null_class)** -> equal(apply(null_class,u),null_class)**.
% 299.74/300.43 159647[4:SpR:82711.0,73202.0] || -> subclass(intersection(intersection(u,sum_class(range_of(null_class))),complement(apply(null_class,v))),null_class)*.
% 299.74/300.43 159655[4:SpR:82711.0,73203.0] || -> subclass(intersection(intersection(sum_class(range_of(null_class)),u),complement(apply(null_class,v))),null_class)*.
% 299.74/300.43 159833[4:Rew:28748.0,159688.1,75578.0,159688.1] || equal(successor(apply(null_class,u)),null_class)** -> equal(sum_class(range_of(null_class)),null_class).
% 299.74/300.43 159884[0:Obv:159881.0] || -> equal(cross_product(u,v),null_class) member(second(regular(cross_product(u,v))),v)*.
% 299.74/300.43 160434[4:Rew:75578.0,160211.0] || -> subclass(intersection(complement(compose(element_relation,universal_class)),union(null_class,intersection(u,element_relation))),null_class)*.
% 299.74/300.43 160214[4:SpR:83108.0,117109.1] || equal(intersection(u,element_relation),universal_class)** -> equal(complement(compose(element_relation,universal_class)),null_class)**.
% 299.74/300.43 160222[4:SpR:83108.0,120407.0] || -> subclass(intersection(intersection(u,element_relation),intersection(complement(compose(element_relation,universal_class)),v)),null_class)*.
% 299.74/300.43 160437[4:Rew:75578.0,160239.0] || -> subclass(intersection(complement(compose(element_relation,universal_class)),intersection(u,intersection(v,element_relation))),null_class)*.
% 299.74/300.43 160438[4:Rew:75578.0,160247.0] || -> subclass(intersection(complement(compose(element_relation,universal_class)),intersection(intersection(u,element_relation),v)),null_class)*.
% 299.74/300.43 160248[4:SpR:83108.0,120579.0] || -> subclass(intersection(intersection(u,element_relation),intersection(v,complement(compose(element_relation,universal_class)))),null_class)*.
% 299.74/300.43 160267[4:SpR:83108.0,111166.0] || -> subclass(intersection(intersection(u,complement(compose(element_relation,universal_class))),intersection(v,element_relation)),null_class)*.
% 299.74/300.43 160273[4:SpR:83108.0,111609.0] || -> subclass(intersection(intersection(complement(compose(element_relation,universal_class)),u),intersection(v,element_relation)),null_class)*.
% 299.74/300.43 160499[0:Obv:160496.0] || -> equal(cross_product(u,v),null_class) member(first(regular(cross_product(u,v))),u)*.
% 299.74/300.43 160791[4:Rew:75578.0,160547.0] || -> subclass(intersection(complement(compose(element_relation,universal_class)),union(null_class,intersection(element_relation,u))),null_class)*.
% 299.74/300.43 160550[4:SpR:83110.0,117109.1] || equal(intersection(element_relation,u),universal_class)** -> equal(complement(compose(element_relation,universal_class)),null_class)**.
% 299.74/300.43 160558[4:SpR:83110.0,120407.0] || -> subclass(intersection(intersection(element_relation,u),intersection(complement(compose(element_relation,universal_class)),v)),null_class)*.
% 299.74/300.43 160794[4:Rew:75578.0,160575.0] || -> subclass(intersection(complement(compose(element_relation,universal_class)),intersection(u,intersection(element_relation,v))),null_class)*.
% 299.74/300.43 160795[4:Rew:75578.0,160583.0] || -> subclass(intersection(complement(compose(element_relation,universal_class)),intersection(intersection(element_relation,u),v)),null_class)*.
% 299.74/300.43 160584[4:SpR:83110.0,120579.0] || -> subclass(intersection(intersection(element_relation,u),intersection(v,complement(compose(element_relation,universal_class)))),null_class)*.
% 299.74/300.43 160603[4:SpR:83110.0,111166.0] || -> subclass(intersection(intersection(u,complement(compose(element_relation,universal_class))),intersection(element_relation,v)),null_class)*.
% 299.74/300.43 160609[4:SpR:83110.0,111609.0] || -> subclass(intersection(intersection(complement(compose(element_relation,universal_class)),u),intersection(element_relation,v)),null_class)*.
% 299.74/300.43 162170[6:SpL:161913.0,22.0] || member(regular(element_relation),element_relation) -> member(first(regular(element_relation)),second(regular(element_relation)))*.
% 299.74/300.43 162172[6:SpL:161913.0,17.0] || member(regular(element_relation),cross_product(u,v))* -> member(first(regular(element_relation)),u).
% 299.74/300.43 162173[6:SpL:161913.0,18.0] || member(regular(element_relation),cross_product(u,v))* -> member(second(regular(element_relation)),v).
% 299.74/300.43 162223[6:SpL:161913.0,72139.0] || subclass(regular(element_relation),unordered_pair(first(regular(element_relation)),singleton(second(regular(element_relation)))))* -> .
% 299.74/300.43 162727[4:Rew:73795.0,162528.0,10128.0,162528.0] || -> subclass(intersection(u,complement(power_class(complement(power_class(v))))),image(element_relation,power_class(v)))*.
% 299.74/300.43 162729[4:Rew:73795.0,162536.0,10128.0,162536.0] || -> subclass(intersection(complement(power_class(complement(power_class(u)))),v),image(element_relation,power_class(u)))*.
% 299.74/300.43 164316[6:Res:162162.1,4.0] || equal(u,universal_class) subclass(u,v)* -> member(regular(element_relation),v)*.
% 299.74/300.43 164428[6:Res:162163.1,4.0] || subclass(universal_class,u)* subclass(u,v)* -> member(regular(element_relation),v)*.
% 299.74/300.43 164431[6:Res:162163.1,10130.1] || subclass(universal_class,complement(compose(element_relation,universal_class)))* member(regular(element_relation),element_relation) -> .
% 299.74/300.43 164453[6:Res:162163.1,574.0] || subclass(universal_class,symmetric_difference(u,v)) -> member(regular(element_relation),union(u,v))*.
% 299.74/300.43 164534[6:SpR:71468.1,162151.0] || equal(first(regular(element_relation)),universal_class) -> member(null_class,complement(singleton(regular(element_relation))))*.
% 299.74/300.43 164555[6:SpL:71468.1,162196.0] || equal(first(regular(element_relation)),universal_class) member(null_class,singleton(regular(element_relation)))* -> .
% 299.74/300.43 164923[4:SpR:92837.1,111291.0] || subclass(u,successor(null_class)) -> subclass(intersection(complement(singleton(null_class)),u),null_class)*.
% 299.74/300.43 165832[4:SpR:92837.1,112327.0] || subclass(u,successor(null_class)) -> subclass(intersection(singleton(singleton(null_class)),u),null_class)*.
% 299.74/300.43 168000[4:SpR:92837.1,115592.0] || subclass(u,singleton(null_class)) -> subclass(intersection(complement(successor(null_class)),u),null_class)*.
% 299.74/300.43 169655[4:SpL:71286.1,124010.0] || subclass(u,successor(null_class)) equal(complement(successor(complement(u))),universal_class)** -> .
% 299.74/300.43 169900[4:SpR:71286.1,124011.0] || subclass(u,successor(null_class)) -> subclass(complement(successor(complement(u))),singleton(null_class))*.
% 299.74/300.43 170053[4:SpR:92837.1,129693.0] || subclass(u,complement(singleton(null_class))) -> subclass(intersection(successor(null_class),u),null_class)*.
% 299.74/300.43 171270[6:Rew:116020.0,171269.0] || -> member(null_class,union(singleton(null_class),intersection(union(u,v),union(w,x))))*.
% 299.74/300.43 171432[6:Res:171242.0,4.0] || subclass(union(singleton(null_class),symmetric_difference(u,v)),w)* -> member(null_class,w).
% 299.74/300.43 172033[6:Res:171862.0,4.0] || subclass(union(singleton(null_class),union(u,v)),w)* -> member(null_class,w).
% 299.74/300.43 724[0:Res:429.1,4.0] || subclass(universal_class,u)* subclass(u,v)* -> member(ordered_pair(w,x),v)*.
% 299.74/300.43 1106[0:SpL:29.0,1075.1] inductive(intersection(complement(u),complement(v))) || equal(union(u,v),universal_class)** -> .
% 299.74/300.43 1183[0:SpL:32.0,470.0] || subclass(universal_class,restrict(u,v,w))* -> member(singleton(x),cross_product(v,w))*.
% 299.74/300.43 1185[0:SpL:116.0,470.0] || subclass(universal_class,symmetric_difference(u,v)) -> member(singleton(w),complement(intersection(u,v)))*.
% 299.74/300.43 1281[0:Res:1266.1,10.0] || member(u,v) subclass(v,singleton(u))* -> equal(v,singleton(u)).
% 299.74/300.43 5706[0:Res:429.1,574.0] || subclass(universal_class,symmetric_difference(u,v)) -> member(ordered_pair(w,x),union(u,v))*.
% 299.74/300.43 7435[0:Res:6600.0,10.0] || subclass(u,restrict(u,v,w))* -> equal(restrict(u,v,w),u).
% 299.74/300.43 8048[2:Res:7349.1,4.0] || subclass(domain_relation,u)* subclass(u,v)* -> member(ordered_pair(null_class,null_class),v)*.
% 299.74/300.43 8060[2:Res:7349.1,574.0] || subclass(domain_relation,symmetric_difference(u,v)) -> member(ordered_pair(null_class,null_class),union(u,v))*.
% 299.74/300.43 8428[4:Res:7848.0,414.1] inductive(cantor(restrict(element_relation,universal_class,range_of(null_class)))) || -> member(null_class,apply(null_class,u))*.
% 299.74/300.43 8744[2:SpL:7065.0,1075.1] inductive(intersection(successor(universal_class),complement(u))) || equal(union(null_class,u),universal_class)** -> .
% 299.74/300.43 8897[2:SpL:7067.0,1075.1] inductive(intersection(complement(u),successor(universal_class))) || equal(union(u,null_class),universal_class)** -> .
% 299.74/300.43 9083[4:Res:7818.0,414.1] inductive(cantor(inverse(restrict(u,v,universal_class)))) || -> member(null_class,image(u,v))*.
% 299.74/300.43 10194[4:Rew:10111.0,7707.0] || subclass(universal_class,complement(compose(element_relation,universal_class)))* member(ordered_pair(u,v),element_relation)* -> .
% 299.74/300.43 10209[4:Rew:10111.0,8050.0] || subclass(domain_relation,complement(compose(element_relation,universal_class)))* member(ordered_pair(null_class,null_class),element_relation) -> .
% 299.74/300.43 11231[4:Res:11057.1,11.0] || equal(unordered_pair(u,v),cantor(xf))** -> equal(x__dfg,v) equal(x__dfg,u).
% 299.74/300.43 11238[4:Res:11057.1,270.0] || equal(restrict(u,v,w),cantor(xf))** -> member(x__dfg,cross_product(v,w))*.
% 299.74/300.43 11249[4:Res:11057.1,6873.0] || equal(regular(u),cantor(xf)) member(x__dfg,u)* -> equal(u,null_class).
% 299.74/300.43 13457[4:Res:12455.1,4.0] || member(u,element_relation)* subclass(compose(element_relation,universal_class),v)* -> member(u,v)*.
% 299.74/300.43 13458[4:Res:12455.1,6.0] || member(not_subclass_element(u,compose(element_relation,universal_class)),element_relation)* -> subclass(u,compose(element_relation,universal_class)).
% 299.74/300.43 13693[4:SpL:116.0,11235.0] || equal(symmetric_difference(u,v),cantor(xf)) -> member(x__dfg,complement(intersection(u,v)))*.
% 299.74/300.43 13924[0:SpL:823.1,977.0] || equal(complement(regular(cross_product(u,v))),universal_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.43 16408[4:Res:69.1,12471.0] || -> equal(sum_class(range_of(null_class)),null_class) member(regular(sum_class(range_of(null_class))),apply(null_class,u))*.
% 299.74/300.43 16436[4:Res:7349.1,12471.0] || subclass(domain_relation,sum_class(range_of(null_class))) -> member(ordered_pair(null_class,null_class),apply(null_class,u))*.
% 299.74/300.43 16466[4:Res:69.1,12473.0] || -> equal(apply(null_class,u),null_class) member(regular(apply(null_class,u)),sum_class(range_of(null_class)))*.
% 299.74/300.43 16494[4:Res:7349.1,12473.0] || subclass(domain_relation,apply(null_class,u))* -> member(ordered_pair(null_class,null_class),sum_class(range_of(null_class)))*.
% 299.74/300.43 16817[0:SpL:823.1,16802.0] || subclass(universal_class,complement(regular(cross_product(u,v))))* -> equal(cross_product(u,v),null_class).
% 299.74/300.43 16887[0:Rew:42.0,16878.0] || member(inverse(u),range_of(u)) -> member(ordered_pair(inverse(u),range_of(u)),element_relation)*.
% 299.74/300.43 17117[2:SpL:116.0,16394.0] || equal(symmetric_difference(u,v),domain_relation) -> member(ordered_pair(null_class,null_class),union(u,v))*.
% 299.74/300.43 17211[0:Res:100.1,725.1] || member(ordered_pair(u,v),cross_product(universal_class,universal_class))* subclass(universal_class,complement(composition_function)) -> .
% 299.74/300.43 17217[0:Res:12453.2,725.1] || member(u,universal_class)* member(v,u)* subclass(universal_class,complement(element_relation))* -> .
% 299.74/300.43 18138[4:Rew:18095.0,16779.0] || equal(sum_class(range_of(null_class)),domain_relation) -> member(ordered_pair(null_class,null_class),apply(null_class,u))*.
% 299.74/300.43 19298[4:SpL:19172.0,110.0] || member(ordered_pair(u,singleton(singleton(null_class))),application_function)* -> equal(apply(u,null_class),universal_class).
% 299.74/300.43 19310[4:MRR:19309.0,1042.0] || member(singleton(singleton(null_class)),cross_product(universal_class,universal_class))* -> member(singleton(singleton(null_class)),element_relation).
% 299.74/300.43 19429[4:Res:18109.0,414.1] inductive(symmetric_difference(apply(null_class,u),universal_class)) || -> member(null_class,complement(sum_class(range_of(null_class))))*.
% 299.74/300.43 19665[4:SpL:18051.0,17917.0] || member(flip(cross_product(u,universal_class)),inverse(u))* subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.43 19666[4:SpL:18099.0,17917.0] || member(restrict(element_relation,universal_class,u),sum_class(u))* subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.43 20290[4:Res:20262.1,4.0] || subclass(complement(u),v)* -> member(singleton(null_class),u) member(singleton(null_class),v).
% 299.74/300.43 20308[4:Res:19302.1,271.0] || equal(restrict(u,v,w),singleton(singleton(null_class)))** -> member(singleton(null_class),u).
% 299.74/300.43 20322[4:Res:19302.1,17917.0] || equal(cantor(singleton(null_class)),singleton(singleton(null_class))) subclass(universal_class,complement(element_relation))* -> .
% 299.74/300.43 20441[4:Res:19420.0,414.1] inductive(symmetric_difference(apply(null_class,u),universal_class)) || -> member(null_class,complement(apply(null_class,v)))*.
% 299.74/300.43 20456[4:Res:20436.0,414.1] inductive(symmetric_difference(sum_class(range_of(null_class)),universal_class)) || -> member(null_class,complement(apply(null_class,u)))*.
% 299.74/300.43 20572[4:Res:19016.1,414.1] inductive(symmetric_difference(u,universal_class)) || -> equal(singleton(u),null_class) member(null_class,complement(u))*.
% 299.74/300.43 20667[4:Res:18794.0,414.1] inductive(symmetric_difference(image(u,v),universal_class)) || -> member(null_class,complement(image(u,v)))*.
% 299.74/300.43 20719[4:Res:18821.0,414.1] inductive(symmetric_difference(apply(u,v),universal_class)) || -> member(null_class,complement(apply(u,v)))*.
% 299.74/300.43 20978[4:SpL:7424.0,18171.1] || equal(sum_class(range_of(null_class)),domain_relation) subclass(domain_relation,complement(apply(null_class,u)))* -> .
% 299.74/300.43 21223[4:SpL:7424.0,20949.1] || equal(sum_class(range_of(null_class)),domain_relation) subclass(universal_class,complement(apply(null_class,u)))* -> .
% 299.74/300.43 21262[5:Res:21256.1,4.0] || subclass(universal_class,u)* subclass(u,v)* -> member(sum_class(range_of(null_class)),v)*.
% 299.74/300.43 21265[5:Res:21256.1,10130.1] || subclass(universal_class,complement(compose(element_relation,universal_class)))* member(sum_class(range_of(null_class)),element_relation) -> .
% 299.74/300.43 21276[5:Res:21256.1,574.0] || subclass(universal_class,symmetric_difference(u,v)) -> member(sum_class(range_of(null_class)),union(u,v))*.
% 299.74/300.43 21294[5:Res:21248.1,4.0] || subclass(universal_class,u)* subclass(u,v)* -> member(apply(null_class,w),v)*.
% 299.74/300.43 21297[5:Res:21248.1,10130.1] || subclass(universal_class,complement(compose(element_relation,universal_class)))* member(apply(null_class,u),element_relation)* -> .
% 299.74/300.43 21308[5:Res:21248.1,574.0] || subclass(universal_class,symmetric_difference(u,v)) -> member(apply(null_class,w),union(u,v))*.
% 299.74/300.43 22096[0:Res:8283.0,443.1] || equal(symmetric_difference(complement(u),complement(singleton(u))),universal_class)** -> member(omega,successor(u)).
% 299.74/300.43 22310[0:Res:8283.0,455.1] || equal(symmetric_difference(complement(u),complement(singleton(u))),universal_class)** -> member(x__dfg,successor(u)).
% 299.74/300.43 22831[0:Res:8283.0,1057.1] || equal(symmetric_difference(complement(u),complement(singleton(u))),universal_class)** -> member(null_class,successor(u)).
% 299.74/300.43 23507[0:Res:431.1,628.0] || subclass(ordered_pair(u,v),singleton(w))* -> equal(unordered_pair(u,singleton(v)),w).
% 299.74/300.43 23542[2:SpL:826.1,23530.0] || subclass(not_subclass_element(cross_product(u,v),w),null_class)* -> subclass(cross_product(u,v),w).
% 299.74/300.43 23595[2:SpL:826.1,23545.0] || equal(not_subclass_element(cross_product(u,v),w),null_class)** -> subclass(cross_product(u,v),w).
% 299.74/300.43 23720[4:Res:11057.1,6547.1] || equal(intersection(u,v),cantor(xf)) member(x__dfg,symmetric_difference(u,v))* -> .
% 299.74/300.43 23726[0:Res:406.1,6547.1] || subclass(universal_class,intersection(u,v)) member(singleton(w),symmetric_difference(u,v))* -> .
% 299.74/300.43 23899[0:Res:23477.0,414.1] inductive(complement(power_class(image(element_relation,null_class)))) || -> member(null_class,image(element_relation,power_class(universal_class)))*.
% 299.74/300.43 23905[4:Res:23479.0,414.1] inductive(complement(power_class(image(element_relation,universal_class)))) || -> member(null_class,image(element_relation,power_class(null_class)))*.
% 299.74/300.43 24293[4:Res:24280.1,11234.1] || equal(cantor(xf),power_class(null_class)) equal(complement(power_class(null_class)),cantor(xf))** -> .
% 299.74/300.43 24705[2:Rew:631.1,24704.1] || member(regular(u),singleton(u))* -> equal(u,null_class) equal(singleton(u),null_class).
% 299.74/300.43 24950[4:Res:69.1,12472.0] || -> equal(apply(null_class,u),null_class) member(regular(apply(null_class,u)),apply(null_class,v))*.
% 299.74/300.43 24985[4:Res:7349.1,12472.0] || subclass(domain_relation,apply(null_class,u))* -> member(ordered_pair(null_class,null_class),apply(null_class,v))*.
% 299.74/300.43 25009[0:Res:13341.2,27.1] || subclass(universal_class,complement(u))* member(regular(v),u)* -> equal(v,null_class).
% 299.74/300.43 25013[0:Res:13341.2,24.0] || subclass(universal_class,intersection(u,v))* -> equal(w,null_class) member(regular(w),u)*.
% 299.74/300.43 25014[0:Res:13341.2,25.0] || subclass(universal_class,intersection(u,v))* -> equal(w,null_class) member(regular(w),v)*.
% 299.74/300.43 25696[0:SpR:25457.1,25457.1] || equal(u,universal_class) equal(v,universal_class) -> equal(power_class(u),power_class(v))*.
% 299.74/300.43 25842[0:Res:9.1,3480.0] || equal(complement(u),v) member(regular(v),u)* -> equal(v,null_class).
% 299.74/300.43 25952[5:Res:25575.1,4.0] || equal(u,universal_class) subclass(u,v)* -> member(sum_class(range_of(null_class)),v)*.
% 299.74/300.43 26368[0:Res:9.1,8455.1] || equal(cross_product(u,v),domain_relation)** member(w,universal_class)* -> member(w,u)*.
% 299.74/300.43 26528[5:Res:25573.1,4.0] || equal(u,universal_class) subclass(u,v)* -> member(apply(null_class,w),v)*.
% 299.74/300.43 26577[0:Res:9.1,670.0] || equal(u,universal_class) subclass(u,v)* -> member(unordered_pair(w,x),v)*.
% 299.74/300.43 26791[2:MRR:26724.3,6869.0] || member(u,singleton(v))* member(u,singleton(w))* -> equal(w,v)*.
% 299.74/300.43 26892[0:Res:9.1,3481.0] || equal(intersection(u,v),w)* -> equal(w,null_class) member(regular(w),u)*.
% 299.74/300.43 27049[0:Res:9.1,3482.0] || equal(intersection(u,v),w)* -> equal(w,null_class) member(regular(w),v)*.
% 299.74/300.43 27065[0:Res:24029.0,3482.0] || -> equal(complement(successor(u)),null_class) member(regular(complement(successor(u))),complement(singleton(u)))*.
% 299.74/300.43 27186[0:Res:5691.1,671.1] || subclass(universal_class,symmetric_difference(u,v)) subclass(universal_class,complement(union(u,v)))* -> .
% 299.74/300.43 28008[5:MRR:27986.0,21239.0] || equal(complement(union(u,v)),universal_class)** -> member(apply(null_class,w),complement(u))*.
% 299.74/300.43 28009[5:MRR:27987.0,21239.0] || subclass(universal_class,complement(union(u,v)))* -> member(apply(null_class,w),complement(u))*.
% 299.74/300.43 28010[0:MRR:27988.0,14.0] || subclass(universal_class,complement(union(u,v)))* -> member(unordered_pair(w,x),complement(u))*.
% 299.74/300.43 28011[5:MRR:27990.0,21244.0] || equal(complement(union(u,v)),universal_class)** -> member(sum_class(range_of(null_class)),complement(u))*.
% 299.74/300.43 28012[5:MRR:27991.0,21244.0] || subclass(universal_class,complement(union(u,v)))* -> member(sum_class(range_of(null_class)),complement(u)).
% 299.74/300.43 28013[0:MRR:27996.0,308.0] || subclass(universal_class,complement(union(u,v)))* -> member(ordered_pair(w,x),complement(u))*.
% 299.74/300.43 28014[4:MRR:27997.0,308.0] || equal(complement(union(u,v)),universal_class)** -> member(ordered_pair(null_class,null_class),complement(u))*.
% 299.74/300.43 28015[2:MRR:27998.0,308.0] || subclass(domain_relation,complement(union(u,v)))* -> member(ordered_pair(null_class,null_class),complement(u)).
% 299.74/300.43 28016[0:MRR:27995.0,12502.1] || -> member(not_subclass_element(u,union(v,w)),complement(v))* subclass(u,union(v,w)).
% 299.74/300.43 28097[4:Res:27911.1,4.0] || equal(u,universal_class) subclass(u,v)* -> member(ordered_pair(w,x),v)*.
% 299.74/300.43 28240[0:SpR:46.0,9919.1] || member(u,universal_class) -> member(u,successor(v)) member(u,complement(singleton(v)))*.
% 299.74/300.43 28285[5:MRR:28262.0,21239.0] || equal(complement(union(u,v)),universal_class)** -> member(apply(null_class,w),complement(v))*.
% 299.74/300.43 28286[5:MRR:28263.0,21239.0] || subclass(universal_class,complement(union(u,v)))* -> member(apply(null_class,w),complement(v))*.
% 299.74/300.43 28287[0:MRR:28264.0,14.0] || subclass(universal_class,complement(union(u,v)))* -> member(unordered_pair(w,x),complement(v))*.
% 299.74/300.43 28288[5:MRR:28266.0,21244.0] || equal(complement(union(u,v)),universal_class)** -> member(sum_class(range_of(null_class)),complement(v))*.
% 299.74/300.43 28289[5:MRR:28267.0,21244.0] || subclass(universal_class,complement(union(u,v)))* -> member(sum_class(range_of(null_class)),complement(v)).
% 299.74/300.43 28290[0:MRR:28272.0,308.0] || subclass(universal_class,complement(union(u,v)))* -> member(ordered_pair(w,x),complement(v))*.
% 299.74/300.43 28291[2:MRR:28273.0,308.0] || subclass(domain_relation,complement(union(u,v)))* -> member(ordered_pair(null_class,null_class),complement(v)).
% 299.74/300.43 28292[0:MRR:28271.0,12502.1] || -> member(not_subclass_element(u,union(v,w)),complement(w))* subclass(u,union(v,w)).
% 299.74/300.43 28507[0:Res:9.1,7880.0] || equal(singleton(u),v)* -> subclass(v,w) equal(not_subclass_element(v,w),u)*.
% 299.74/300.43 28652[0:Rew:25125.0,28580.2] || member(not_subclass_element(u,null_class),singleton(v))* -> member(v,u) subclass(u,null_class).
% 299.74/300.43 28991[4:Rew:28748.0,10457.0] || member(regular(union(null_class,u)),complement(u))* -> equal(union(null_class,u),null_class).
% 299.74/300.43 28996[4:Rew:28748.0,24075.0] || -> subclass(complement(successor(complement(u))),intersection(union(null_class,u),complement(singleton(complement(u)))))*.
% 299.74/300.43 29003[4:Rew:28748.0,15776.0] || equal(complement(u),cantor(xf)) equal(union(null_class,u),cantor(xf))** -> .
% 299.74/300.43 30550[4:Rew:29733.0,29139.1] inductive(symmetric_difference(universal_class,union(null_class,u))) || -> member(null_class,union(null_class,complement(u)))*.
% 299.74/300.43 29361[4:Rew:28759.0,19669.0] || equal(union(null_class,cantor(singleton(u))),universal_class)** subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.43 30597[4:Rew:28759.0,29394.1] || member(not_subclass_element(u,union(null_class,v)),v)* -> subclass(u,union(null_class,v)).
% 299.74/300.43 29432[4:Rew:28759.0,23458.1] single_valued_class(complement(complement(cross_product(universal_class,universal_class)))) || -> function(union(null_class,cross_product(universal_class,universal_class)))*.
% 299.74/300.43 29480[4:Rew:28759.0,1012.0] || equal(union(null_class,restrict(u,v,w)),universal_class)** -> member(singleton(x),u)*.
% 299.74/300.43 29492[4:Rew:28759.0,27332.0] || equal(union(null_class,intersection(u,v)),universal_class)** -> member(ordered_pair(null_class,null_class),v).
% 299.74/300.43 29493[4:Rew:28759.0,27331.0] || equal(union(null_class,intersection(u,v)),universal_class)** -> member(ordered_pair(null_class,null_class),u).
% 299.74/300.43 29497[5:Rew:28759.0,21737.0] || equal(union(null_class,intersection(u,v)),universal_class)** -> member(apply(null_class,w),v)*.
% 299.74/300.43 29498[5:Rew:28759.0,21736.0] || equal(union(null_class,intersection(u,v)),universal_class)** -> member(apply(null_class,w),u)*.
% 299.74/300.43 29499[5:Rew:28759.0,21545.0] || equal(union(null_class,intersection(u,v)),universal_class)** -> member(sum_class(range_of(null_class)),v).
% 299.74/300.43 29500[5:Rew:28759.0,21544.0] || equal(union(null_class,intersection(u,v)),universal_class)** -> member(sum_class(range_of(null_class)),u).
% 299.74/300.43 29524[4:Rew:28759.0,16105.0] || equal(union(null_class,intersection(u,v)),domain_relation)** -> member(ordered_pair(null_class,null_class),v).
% 299.74/300.43 29525[4:Rew:28759.0,16104.0] || equal(union(null_class,intersection(u,v)),domain_relation)** -> member(ordered_pair(null_class,null_class),u).
% 299.74/300.43 29527[4:Rew:28759.0,27327.0] || equal(union(null_class,complement(u)),universal_class) member(ordered_pair(null_class,null_class),u)* -> .
% 299.74/300.43 29528[5:Rew:28759.0,21733.0] || equal(union(null_class,complement(u)),universal_class) member(apply(null_class,v),u)* -> .
% 299.74/300.43 29529[5:Rew:28759.0,21541.0] || equal(union(null_class,complement(u)),universal_class) member(sum_class(range_of(null_class)),u)* -> .
% 299.74/300.43 29531[4:Rew:28759.0,16101.0] || equal(union(null_class,complement(u)),domain_relation) member(ordered_pair(null_class,null_class),u)* -> .
% 299.74/300.43 30598[4:Rew:28759.0,29535.1] || -> equal(union(null_class,singleton(u)),null_class) equal(regular(union(null_class,singleton(u))),u)**.
% 299.74/300.43 29536[4:Rew:28759.0,28523.1] || equal(complement(successor(u)),universal_class) equal(union(null_class,singleton(u)),universal_class)** -> .
% 299.74/300.43 29557[4:Rew:28759.0,28229.1] || equal(complement(successor(u)),universal_class)** equal(union(null_class,u),cantor(xf)) -> .
% 299.74/300.43 29581[4:Rew:28764.0,15325.1] inductive(symmetric_difference(complement(intersection(universal_class,u)),universal_class)) || -> member(null_class,union(u,null_class))*.
% 299.74/300.43 30689[4:Rew:28756.0,28880.1] || equal(cantor(xf),power_class(universal_class)) equal(complement(power_class(universal_class)),cantor(xf))** -> .
% 299.74/300.43 31286[4:Res:29352.0,905.1] single_valued_class(union(null_class,cross_product(universal_class,universal_class))) || -> function(union(null_class,cross_product(universal_class,universal_class)))*.
% 299.74/300.43 31819[4:Rew:28750.0,31747.1,28750.0,31747.0] || -> equal(union(null_class,u),null_class) member(regular(union(null_class,u)),union(u,u))*.
% 299.74/300.43 31820[4:Rew:28750.0,31748.0] || subclass(universal_class,union(null_class,u)) -> member(unordered_pair(v,w),union(u,u))*.
% 299.74/300.43 32227[4:Obv:32224.1] || subclass(complement(compose(element_relation,universal_class)),element_relation)* -> equal(complement(compose(element_relation,universal_class)),null_class).
% 299.74/300.43 32648[6:Res:32575.1,11.0] || equal(unordered_pair(u,v),singleton(null_class))** -> equal(null_class,v) equal(null_class,u).
% 299.74/300.43 32656[6:Res:32575.1,6547.1] || equal(intersection(u,v),singleton(null_class)) member(null_class,symmetric_difference(u,v))* -> .
% 299.74/300.43 32674[6:Res:32575.1,6873.0] || equal(regular(u),singleton(null_class)) member(null_class,u)* -> equal(u,null_class).
% 299.74/300.43 32803[6:Res:32644.1,11.0] || equal(unordered_pair(u,v),successor(null_class))** -> equal(null_class,v) equal(null_class,u).
% 299.74/300.43 32811[6:Res:32644.1,6547.1] || equal(intersection(u,v),successor(null_class)) member(null_class,symmetric_difference(u,v))* -> .
% 299.74/300.43 32830[6:Res:32644.1,6873.0] || equal(regular(u),successor(null_class)) member(null_class,u)* -> equal(u,null_class).
% 299.74/300.43 33422[0:Obv:33401.1] || subclass(intersection(u,complement(v)),v)* -> equal(intersection(u,complement(v)),null_class).
% 299.74/300.43 33800[0:Obv:33776.1] || subclass(intersection(complement(u),v),u)* -> equal(intersection(complement(u),v),null_class).
% 299.74/300.43 35005[2:SpL:823.1,34988.0] || subclass(universal_class,regular(regular(cross_product(u,v))))* -> equal(cross_product(u,v),null_class).
% 299.74/300.43 35020[2:SpL:823.1,35011.0] || equal(regular(regular(cross_product(u,v))),universal_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.43 36028[4:Rew:29.0,35994.1,28759.0,35994.0] || equal(union(null_class,symmetric_difference(u,v)),universal_class)** -> member(omega,union(u,v)).
% 299.74/300.43 36029[4:Rew:29.0,35995.1,28759.0,35995.0] || equal(union(null_class,symmetric_difference(u,v)),universal_class)** -> member(x__dfg,union(u,v)).
% 299.74/300.43 36358[2:Obv:36341.0] || -> subclass(u,complement(intersection(v,singleton(u))))* equal(intersection(v,singleton(u)),null_class).
% 299.74/300.43 36359[2:Obv:36342.0] || -> subclass(u,complement(intersection(singleton(u),v)))* equal(intersection(singleton(u),v),null_class).
% 299.74/300.43 36601[4:SpR:29733.0,7868.0] || -> subclass(symmetric_difference(union(null_class,complement(u)),complement(v)),union(union(null_class,u),v))*.
% 299.74/300.43 36612[4:SpR:29733.0,20262.1] || -> member(singleton(null_class),union(null_class,u)) member(singleton(null_class),union(null_class,complement(u)))*.
% 299.74/300.43 36649[4:SpR:29733.0,7868.0] || -> subclass(symmetric_difference(complement(u),union(null_class,complement(v))),union(u,union(null_class,v)))*.
% 299.74/300.43 36676[4:SpL:29733.0,17229.1] || subclass(domain_relation,union(null_class,u)) subclass(universal_class,union(null_class,complement(u)))* -> .
% 299.74/300.43 36686[4:SpL:29733.0,14644.1] || subclass(domain_relation,union(null_class,u)) subclass(domain_relation,union(null_class,complement(u)))* -> .
% 299.74/300.43 36687[4:SpL:29733.0,14917.1] || equal(union(null_class,u),domain_relation) equal(union(null_class,complement(u)),domain_relation)** -> .
% 299.74/300.43 36689[4:SpL:29733.0,27.1] || member(u,union(null_class,v)) member(u,union(null_class,complement(v)))* -> .
% 299.74/300.43 37423[0:Res:54.1,7884.0] inductive(intersection(u,v)) || -> subclass(omega,w) member(not_subclass_element(omega,w),u)*.
% 299.74/300.43 37435[0:Res:24029.0,7884.0] || -> subclass(complement(successor(u)),v) member(not_subclass_element(complement(successor(u)),v),complement(u))*.
% 299.74/300.43 37585[0:Res:54.1,7885.0] inductive(intersection(u,v)) || -> subclass(omega,w) member(not_subclass_element(omega,w),v)*.
% 299.74/300.43 37607[2:Res:31230.1,4.0] || equal(u,domain_relation) subclass(u,v)* -> member(ordered_pair(null_class,null_class),v)*.
% 299.74/300.43 37610[4:Res:31230.1,10130.1] || equal(complement(compose(element_relation,universal_class)),domain_relation) member(ordered_pair(null_class,null_class),element_relation)* -> .
% 299.74/300.43 37633[4:Res:31230.1,12472.0] || equal(apply(null_class,u),domain_relation)** -> member(ordered_pair(null_class,null_class),apply(null_class,v))*.
% 299.74/300.43 37634[4:Res:31230.1,12473.0] || equal(apply(null_class,u),domain_relation)** -> member(ordered_pair(null_class,null_class),sum_class(range_of(null_class)))*.
% 299.74/300.43 37764[6:Res:32626.1,4.0] || subclass(union(null_class,u),v)* -> member(null_class,complement(u)) member(null_class,v).
% 299.74/300.43 37915[4:Res:37903.0,421.1] || member(u,universal_class) -> member(u,compose(element_relation,universal_class))* member(u,complement(element_relation)).
% 299.74/300.43 38535[4:Rew:19166.0,38497.1] || member(universal_class,cantor(regular(cross_product(null_class,universal_class))))* -> equal(cross_product(null_class,universal_class),null_class).
% 299.74/300.43 39156[4:SpR:45.0,35696.1] || member(inverse(restrict(u,v,universal_class)),universal_class)* -> member(image(u,v),universal_class).
% 299.74/300.43 39161[4:Res:35696.1,4.0] || member(inverse(u),universal_class) subclass(universal_class,v) -> member(range_of(u),v)*.
% 299.74/300.43 39179[4:SpL:29733.0,37648.1] || equal(union(null_class,u),domain_relation) subclass(universal_class,union(null_class,complement(u)))* -> .
% 299.74/300.43 39214[4:SpL:29733.0,37652.1] || equal(union(null_class,u),domain_relation) subclass(domain_relation,union(null_class,complement(u)))* -> .
% 299.74/300.43 39829[9:SoR:39755.0,2767.2] single_valued_class(sum_class(range_of(null_class))) || equal(cross_product(universal_class,universal_class),sum_class(range_of(null_class)))** -> .
% 299.74/300.43 39832[9:SoR:39760.0,2767.2] single_valued_class(apply(null_class,u)) || equal(cross_product(universal_class,universal_class),apply(null_class,u))* -> .
% 299.74/300.43 39840[9:SoR:39748.0,2767.2] single_valued_class(unordered_pair(u,v)) || equal(cross_product(universal_class,universal_class),unordered_pair(u,v))* -> .
% 299.74/300.43 39843[9:SoR:39751.0,2767.2] single_valued_class(ordered_pair(u,v)) || equal(cross_product(universal_class,universal_class),ordered_pair(u,v))* -> .
% 299.74/300.43 39852[9:SpR:39752.1,16.0] function(u) || -> equal(unordered_pair(null_class,unordered_pair(u,singleton(v))),ordered_pair(u,v))**.
% 299.74/300.43 40273[4:SpL:40206.0,3481.0] || subclass(u,successor(null_class)) -> equal(u,null_class) member(regular(u),singleton(null_class))*.
% 299.74/300.43 40297[9:SoR:39631.0,7923.2] single_valued_class(inverse(u)) || equal(inverse(u),null_class) -> equal(range_of(u),universal_class)**.
% 299.74/300.43 40350[9:SoR:39753.0,7923.2] single_valued_class(power_class(u)) || member(u,universal_class)* equal(power_class(u),null_class) -> .
% 299.74/300.43 40353[9:SoR:39754.0,7923.2] single_valued_class(sum_class(u)) || member(u,universal_class)* equal(sum_class(u),null_class) -> .
% 299.74/300.43 40362[9:SoR:39765.0,7923.2] single_valued_class(cantor(u)) || member(u,universal_class)* equal(cantor(u),null_class) -> .
% 299.74/300.43 40521[9:Rew:40368.1,40432.2] one_to_one(u) || member(singleton(singleton(null_class)),element_relation)* -> member(null_class,inverse(u))*.
% 299.74/300.43 40531[9:Rew:19193.0,40424.1] one_to_one(u) || -> equal(range__dfg(v,inverse(u),w),range__dfg(v,universal_class,w))**.
% 299.74/300.43 40532[9:Rew:19196.0,40430.1] one_to_one(u) || -> equal(domain__dfg(v,w,inverse(u)),domain__dfg(v,w,universal_class))**.
% 299.74/300.43 41032[4:Res:11931.0,40266.0] || -> subclass(u,complement(successor(null_class))) member(not_subclass_element(u,complement(successor(null_class))),singleton(null_class))*.
% 299.74/300.43 41293[4:MRR:41263.0,147.0] || equal(complement(cantor(u)),universal_class)** -> equal(sum_class(range_of(null_class)),apply(u,x__dfg)).
% 299.74/300.43 41294[4:MRR:41267.0,55.0] || equal(complement(cantor(u)),universal_class)** -> equal(sum_class(range_of(null_class)),apply(u,omega)).
% 299.74/300.43 41295[4:MRR:41274.0,1042.0] || equal(complement(cantor(u)),universal_class)** -> equal(sum_class(range_of(null_class)),apply(u,null_class)).
% 299.74/300.43 41525[4:SpR:36664.0,7868.0] || -> subclass(symmetric_difference(union(null_class,complement(u)),complement(v)),union(union(u,u),v))*.
% 299.74/300.43 41536[4:SpR:36664.0,20262.1] || -> member(singleton(null_class),union(u,u))* member(singleton(null_class),union(null_class,complement(u)))*.
% 299.74/300.43 41574[4:SpR:36664.0,7868.0] || -> subclass(symmetric_difference(complement(u),union(null_class,complement(v))),union(u,union(v,v)))*.
% 299.74/300.43 41601[4:SpL:36664.0,37648.1] || equal(union(u,u),domain_relation)** subclass(universal_class,union(null_class,complement(u)))* -> .
% 299.74/300.43 41603[4:SpL:36664.0,17229.1] || subclass(domain_relation,union(u,u))* subclass(universal_class,union(null_class,complement(u)))* -> .
% 299.74/300.43 41614[4:SpL:36664.0,37652.1] || equal(union(u,u),domain_relation)** subclass(domain_relation,union(null_class,complement(u)))* -> .
% 299.74/300.43 41615[4:SpL:36664.0,14644.1] || subclass(domain_relation,union(u,u))* subclass(domain_relation,union(null_class,complement(u)))* -> .
% 299.74/300.43 41616[4:SpL:36664.0,14917.1] || equal(union(u,u),domain_relation)** equal(union(null_class,complement(u)),domain_relation)** -> .
% 299.74/300.43 41619[4:SpL:36664.0,27.1] || member(u,union(v,v))* member(u,union(null_class,complement(v)))* -> .
% 299.74/300.43 41773[4:Res:17398.1,22.0] || subclass(domain_relation,rotate(element_relation)) -> member(ordered_pair(u,cantor(ordered_pair(v,u))),v)*.
% 299.74/300.43 41891[4:Res:17399.1,22.0] || subclass(domain_relation,flip(element_relation)) -> member(ordered_pair(u,v),cantor(ordered_pair(v,u)))*.
% 299.74/300.43 41894[4:Res:17399.1,18.0] || subclass(domain_relation,flip(cross_product(u,v)))* -> member(cantor(ordered_pair(w,x)),v)*.
% 299.74/300.43 41924[6:Res:37754.1,4.0] || subclass(union(u,u),v)* -> member(null_class,complement(u)) member(null_class,v).
% 299.74/300.43 42045[0:Obv:41977.1] || subclass(u,v)* -> equal(intersection(singleton(w),u),null_class)** member(w,v)*.
% 299.74/300.43 42123[4:SpL:39356.0,3481.0] || subclass(u,union(null_class,v))* -> equal(u,null_class) member(regular(u),v).
% 299.74/300.43 43504[0:Obv:43436.1] || subclass(u,v)* -> equal(intersection(u,singleton(w)),null_class)** member(w,v)*.
% 299.74/300.43 43664[4:Rew:28748.0,43517.0,10128.0,43517.0] || -> equal(symmetric_difference(complement(u),intersection(u,v)),union(complement(u),intersection(u,v)))**.
% 299.74/300.43 43830[4:Rew:28748.0,43677.0,10128.0,43677.0] || -> equal(symmetric_difference(complement(u),intersection(v,u)),union(complement(u),intersection(v,u)))**.
% 299.74/300.43 44378[0:Rew:43993.0,44355.1] || member(not_subclass_element(complement(u),null_class),intersection(u,v))* -> subclass(complement(u),null_class).
% 299.74/300.43 44845[0:Rew:44530.0,44819.1] || member(not_subclass_element(complement(u),null_class),intersection(v,u))* -> subclass(complement(u),null_class).
% 299.74/300.43 45059[0:Res:47.0,3479.0] || subclass(cross_product(universal_class,universal_class),u)* -> equal(successor_relation,null_class) member(regular(successor_relation),u).
% 299.74/300.43 45707[9:Res:40383.1,4.0] one_to_one(u) || subclass(ordered_pair(inverse(u),v),w)* -> member(null_class,w).
% 299.74/300.43 45715[4:SpR:41644.0,25457.1] || equal(union(null_class,u),universal_class) -> equal(power_class(union(u,u)),power_class(universal_class))**.
% 299.74/300.43 45738[4:SpR:41644.0,25457.1] || equal(union(u,u),universal_class)** -> equal(power_class(union(null_class,u)),power_class(universal_class))**.
% 299.74/300.43 46030[2:Con:46029.2] || subclass(u,null_class) member(not_subclass_element(v,null_class),u)* -> subclass(v,null_class).
% 299.74/300.43 46224[2:SpR:43463.1,569.0] || subclass(union(u,v),null_class) -> equal(symmetric_difference(complement(u),complement(v)),null_class)**.
% 299.74/300.43 47022[4:Res:46634.1,6374.1] || subclass(u,null_class) member(v,universal_class) member(power_class(v),u)* -> .
% 299.74/300.43 47023[4:Res:46634.1,6315.1] || subclass(u,null_class) member(v,universal_class) member(sum_class(v),u)* -> .
% 299.74/300.43 47457[4:SpL:826.1,47432.0] || subclass(universal_class,not_subclass_element(cross_product(u,v),w))* -> subclass(cross_product(u,v),w).
% 299.74/300.43 47477[4:SpL:823.1,46998.0] || subclass(singleton(regular(cross_product(u,v))),null_class)* -> equal(cross_product(u,v),null_class).
% 299.74/300.43 48071[0:Rew:47963.0,13880.1] || -> member(u,image(element_relation,power_class(v))) subclass(singleton(u),power_class(complement(power_class(v))))*.
% 299.74/300.43 48167[0:Rew:47963.0,33859.0] || -> equal(intersection(union(u,complement(power_class(v))),intersection(complement(u),power_class(v))),null_class)**.
% 299.74/300.43 48168[4:Rew:47963.0,33957.0] || -> equal(union(union(u,complement(power_class(v))),intersection(complement(u),power_class(v))),universal_class)**.
% 299.74/300.43 48169[4:Rew:47963.0,34013.0] || -> equal(symmetric_difference(union(u,complement(power_class(v))),intersection(complement(u),power_class(v))),universal_class)**.
% 299.74/300.43 48250[0:Rew:47963.0,26950.1] || subclass(universal_class,image(element_relation,power_class(u)))* -> equal(power_class(complement(power_class(u))),null_class).
% 299.74/300.43 48251[0:Rew:47963.0,25177.1] || equal(image(element_relation,power_class(u)),universal_class)** -> equal(power_class(complement(power_class(u))),null_class).
% 299.74/300.43 48264[0:Rew:47963.0,1103.1] inductive(image(element_relation,power_class(u))) || equal(power_class(complement(power_class(u))),universal_class)** -> .
% 299.74/300.43 48265[4:Rew:47963.0,46957.1] || subclass(image(element_relation,power_class(u)),null_class)* -> subclass(universal_class,power_class(complement(power_class(u)))).
% 299.74/300.43 48316[6:Rew:47963.0,46665.1] || subclass(image(element_relation,power_class(u)),null_class)* -> member(null_class,power_class(complement(power_class(u)))).
% 299.74/300.43 48353[0:Rew:47963.0,43594.0] || -> equal(intersection(power_class(complement(power_class(u))),intersection(image(element_relation,power_class(u)),v)),null_class)**.
% 299.74/300.43 48354[0:Rew:47963.0,43757.0] || -> equal(intersection(power_class(complement(power_class(u))),intersection(v,image(element_relation,power_class(u)))),null_class)**.
% 299.74/300.43 48455[0:Rew:47963.0,33861.0] || -> equal(intersection(union(complement(power_class(u)),v),intersection(power_class(u),complement(v))),null_class)**.
% 299.74/300.43 48456[4:Rew:47963.0,33959.0] || -> equal(union(union(complement(power_class(u)),v),intersection(power_class(u),complement(v))),universal_class)**.
% 299.74/300.43 48457[4:Rew:47963.0,34015.0] || -> equal(symmetric_difference(union(complement(power_class(u)),v),intersection(power_class(u),complement(v))),universal_class)**.
% 299.74/300.43 48478[0:Rew:47963.0,8349.0] || -> subclass(symmetric_difference(power_class(u),complement(singleton(complement(power_class(u))))),successor(complement(power_class(u))))*.
% 299.74/300.43 49772[4:SpR:47746.1,47972.0] || equal(image(element_relation,power_class(u)),null_class)** -> equal(power_class(complement(power_class(u))),universal_class).
% 299.74/300.43 50112[4:Rew:28748.0,49768.1] || equal(null_class,u) -> equal(union(u,complement(power_class(v))),complement(power_class(v)))**.
% 299.74/300.43 50114[4:Rew:28748.0,49823.1] || equal(intersection(u,v),null_class)** -> equal(symmetric_difference(u,v),union(u,v)).
% 299.74/300.43 50227[0:Res:50.1,47968.0] inductive(image(element_relation,power_class(u))) || member(null_class,power_class(complement(power_class(u))))* -> .
% 299.74/300.43 50308[0:SpR:47963.0,68.2] function(element_relation) || member(complement(u),universal_class) -> member(complement(power_class(u)),universal_class)*.
% 299.74/300.43 50316[0:SpR:47972.0,47963.0] || -> equal(image(element_relation,power_class(complement(power_class(u)))),complement(power_class(image(element_relation,power_class(u)))))**.
% 299.74/300.43 50991[4:Rew:28936.0,50317.0] || -> equal(union(null_class,image(element_relation,union(u,v))),image(element_relation,union(u,v)))**.
% 299.74/300.43 51001[7:Rew:50323.0,50433.0] || -> equal(singleton(complement(power_class(universal_class))),null_class) member(null_class,complement(singleton(complement(power_class(universal_class)))))*.
% 299.74/300.43 50516[4:Rew:50323.0,29012.0] || -> subclass(symmetric_difference(power_class(universal_class),union(null_class,u)),union(complement(power_class(universal_class)),complement(u)))*.
% 299.74/300.43 51005[8:Rew:50325.0,50634.0] || -> equal(singleton(complement(power_class(null_class))),null_class) member(null_class,complement(singleton(complement(power_class(null_class)))))*.
% 299.74/300.43 50771[4:Rew:50325.0,29014.0] || -> subclass(symmetric_difference(power_class(null_class),union(null_class,u)),union(complement(power_class(null_class)),complement(u)))*.
% 299.74/300.43 50791[8:Rew:50325.0,46739.0] || subclass(universal_class,regular(complement(power_class(null_class))))* -> member(unordered_pair(u,v),power_class(null_class))*.
% 299.74/300.43 51011[0:Rew:50817.0,50382.1] || equal(u,universal_class) -> subclass(image(element_relation,power_class(universal_class)),image(element_relation,power_class(u)))*.
% 299.74/300.43 52072[2:SpR:9395.0,43463.1] || subclass(successor(u),null_class) -> equal(symmetric_difference(complement(u),complement(singleton(u))),null_class)**.
% 299.74/300.43 52145[0:SpL:9395.0,24.0] || member(u,symmetric_difference(complement(v),complement(singleton(v))))* -> member(u,successor(v)).
% 299.74/300.43 52563[4:MRR:52522.0,308.0] || member(u,universal_class) subclass(domain_relation,complement(singleton(ordered_pair(u,cantor(u)))))* -> .
% 299.74/300.43 52734[4:Res:3315.2,50055.1] || subclass(u,v)* equal(null_class,v) -> equal(intersection(u,w),null_class)**.
% 299.74/300.43 52735[4:Res:3143.2,50055.1] || subclass(u,v)* equal(null_class,v) -> equal(intersection(w,u),null_class)**.
% 299.74/300.43 52928[0:SpL:31362.0,259.0] || member(regular(union(u,u)),complement(u))* -> equal(union(u,u),null_class).
% 299.74/300.43 52979[4:Rew:28748.0,52939.0,10128.0,52939.0] || member(regular(union(u,u)),complement(u))* -> equal(union(null_class,u),null_class).
% 299.74/300.43 52980[4:Rew:31362.0,52955.0] || member(regular(union(null_class,u)),complement(u))* -> equal(union(u,u),null_class).
% 299.74/300.43 54392[0:Res:138.0,6314.0] || subclass(universal_class,u)* subclass(u,v)* -> member(sum_class(singleton(w)),v)*.
% 299.74/300.43 54556[0:Res:138.0,6373.0] || subclass(universal_class,u)* subclass(u,v)* -> member(power_class(singleton(w)),v)*.
% 299.74/300.43 54964[4:SpR:25457.1,48544.1] || equal(u,universal_class) equal(v,universal_class) -> subclass(power_class(u),power_class(v))*.
% 299.74/300.43 55403[4:MRR:55376.0,1042.0] || equal(successor(cantor(u)),null_class) -> equal(sum_class(range_of(null_class)),apply(u,null_class))*.
% 299.74/300.43 55575[4:MRR:55558.0,55.0] || equal(successor(cantor(u)),null_class) -> equal(sum_class(range_of(null_class)),apply(u,omega))*.
% 299.74/300.43 55689[4:Res:28477.1,50090.1] || equal(complement(successor(u)),universal_class) equal(successor(complement(singleton(u))),null_class)** -> .
% 299.74/300.43 55721[4:MRR:55707.0,147.0] || equal(successor(cantor(u)),null_class) -> equal(sum_class(range_of(null_class)),apply(u,x__dfg))*.
% 299.74/300.43 55831[7:SpL:25457.1,50356.0] || equal(u,universal_class) subclass(complement(power_class(u)),v)* -> member(null_class,v).
% 299.74/300.43 55960[9:MRR:55959.1,12451.1] function(u) || member(v,complement(u))* member(v,successor(u)) -> .
% 299.74/300.43 55982[7:SpL:25457.1,50357.0] || equal(u,universal_class) equal(v,complement(power_class(u)))* -> member(null_class,v)*.
% 299.74/300.43 56117[4:Res:21039.1,52644.0] || equal(singleton(apply(u,universal_class)),null_class) -> equal(singleton(image(u,null_class)),null_class)**.
% 299.74/300.43 56150[2:SpR:23551.0,14.0] || -> equal(regular(ordered_pair(u,v)),singleton(u)) member(regular(ordered_pair(u,v)),universal_class)*.
% 299.74/300.43 56372[4:Rew:10128.0,56310.1,28751.0,56310.0] || member(u,union(v,null_class))* subclass(universal_class,w)* -> member(u,w)*.
% 299.74/300.43 56373[4:Rew:10128.0,56323.1,28750.0,56323.0] || member(u,union(null_class,v))* subclass(universal_class,w)* -> member(u,w)*.
% 299.74/300.43 56732[6:SpL:36664.0,55384.0] || equal(successor(union(null_class,complement(u))),null_class)** -> member(null_class,union(u,u))*.
% 299.74/300.43 56733[6:SpL:29733.0,55384.0] || equal(successor(union(null_class,complement(u))),null_class)** -> member(null_class,union(null_class,u)).
% 299.74/300.43 56783[4:SpL:36664.0,55572.0] || equal(successor(union(null_class,complement(u))),null_class)** -> member(omega,union(u,u))*.
% 299.74/300.43 56784[4:SpL:29733.0,55572.0] || equal(successor(union(null_class,complement(u))),null_class)** -> member(omega,union(null_class,u)).
% 299.74/300.43 56801[4:SpL:36664.0,55718.0] || equal(successor(union(null_class,complement(u))),null_class)** -> member(x__dfg,union(u,u))*.
% 299.74/300.43 56802[4:SpL:29733.0,55718.0] || equal(successor(union(null_class,complement(u))),null_class)** -> member(x__dfg,union(null_class,u)).
% 299.74/300.43 57216[0:Obv:57147.1] || subclass(u,v) -> subclass(intersection(w,u),intersection(v,intersection(w,u)))*.
% 299.74/300.43 57579[4:MRR:57559.0,138.0] || subclass(cantor(u),null_class) -> equal(apply(u,singleton(v)),sum_class(range_of(null_class)))**.
% 299.74/300.43 57769[0:Obv:57691.0] || -> subclass(intersection(u,intersection(v,w)),intersection(v,intersection(u,intersection(v,w))))*.
% 299.74/300.43 57806[0:SpR:565.0,57711.0] || -> subclass(intersection(u,symmetric_difference(v,cross_product(w,x))),complement(restrict(v,w,x)))*.
% 299.74/300.43 57807[0:SpR:566.0,57711.0] || -> subclass(intersection(u,symmetric_difference(cross_product(v,w),x)),complement(restrict(x,v,w)))*.
% 299.74/300.43 57933[4:Res:57826.0,3478.0] || -> equal(intersection(u,successor(null_class)),null_class) equal(regular(intersection(u,successor(null_class))),null_class)**.
% 299.74/300.43 58305[0:Obv:58226.0] || -> subclass(intersection(u,intersection(v,w)),intersection(w,intersection(u,intersection(v,w))))*.
% 299.74/300.43 58643[0:Obv:58572.1] || subclass(u,v) -> subclass(intersection(u,w),intersection(v,intersection(u,w)))*.
% 299.74/300.43 59139[0:Obv:59059.0] || -> subclass(intersection(intersection(u,v),w),intersection(u,intersection(intersection(u,v),w)))*.
% 299.74/300.43 59176[0:SpR:565.0,59078.0] || -> subclass(intersection(symmetric_difference(u,cross_product(v,w)),x),complement(restrict(u,v,w)))*.
% 299.74/300.43 59177[0:SpR:566.0,59078.0] || -> subclass(intersection(symmetric_difference(cross_product(u,v),w),x),complement(restrict(w,u,v)))*.
% 299.74/300.43 59307[4:Res:59196.0,3478.0] || -> equal(intersection(successor(null_class),u),null_class) equal(regular(intersection(successor(null_class),u)),null_class)**.
% 299.74/300.43 59509[0:Obv:59428.0] || -> subclass(intersection(intersection(u,v),w),intersection(v,intersection(intersection(u,v),w)))*.
% 299.74/300.43 59848[4:SpR:565.0,59213.0] || -> subclass(union(null_class,symmetric_difference(u,cross_product(v,w))),complement(restrict(u,v,w)))*.
% 299.74/300.43 59849[4:SpR:566.0,59213.0] || -> subclass(union(null_class,symmetric_difference(cross_product(u,v),w)),complement(restrict(w,u,v)))*.
% 299.74/300.43 59955[4:SpR:47967.0,59945.0] || -> subclass(complement(successor(intersection(complement(u),power_class(v)))),union(u,complement(power_class(v))))*.
% 299.74/300.43 59956[4:SpR:47973.0,59945.0] || -> subclass(complement(successor(intersection(power_class(u),complement(v)))),union(complement(power_class(u)),v))*.
% 299.74/300.43 59974[4:Res:59945.0,10.0] || subclass(complement(u),complement(successor(u)))* -> equal(complement(successor(u)),complement(u)).
% 299.74/300.43 60061[4:Res:59276.1,3480.0] || equal(complement(u),universal_class) member(regular(v),u)* -> equal(v,null_class).
% 299.74/300.43 60067[4:Res:59276.1,3482.0] || equal(intersection(u,v),universal_class)** -> equal(w,null_class) member(regular(w),v)*.
% 299.74/300.43 60068[4:Res:59276.1,3481.0] || equal(intersection(u,v),universal_class)** -> equal(w,null_class) member(regular(w),u)*.
% 299.74/300.43 60329[0:Obv:60303.1] || subclass(u,symmetric_difference(v,w)) -> subclass(u,intersection(union(v,w),u))*.
% 299.74/300.43 61026[0:Obv:61017.2] || equal(u,v) member(v,w) -> subclass(unordered_pair(v,u),w)*.
% 299.74/300.43 61029[0:Obv:61005.1] || equal(u,v) -> member(v,w) subclass(unordered_pair(v,u),complement(w))*.
% 299.74/300.43 61059[4:Res:61001.0,3480.0] || member(regular(complement(successor(u))),singleton(u))* -> equal(complement(successor(u)),null_class).
% 299.74/300.43 61268[0:Obv:61261.2] || member(u,v) member(w,v) -> subclass(unordered_pair(u,w),v)*.
% 299.74/300.43 61581[0:Res:14035.1,725.1] || member(ordered_pair(xf,x__dfg),cross_product(universal_class,universal_class))* subclass(universal_class,complement(application_function)) -> .
% 299.74/300.43 61793[4:SpL:47972.0,61328.0] || equal(power_class(complement(power_class(u))),null_class) -> equal(image(element_relation,power_class(u)),universal_class)**.
% 299.74/300.43 62144[4:Res:60062.1,52.1] || equal(complement(image(successor_relation,u)),universal_class)** member(null_class,u) -> inductive(u).
% 299.74/300.43 62229[4:Res:60062.1,420.1] || equal(complement(singleton(u)),universal_class)** member(u,universal_class) -> member(u,v)*.
% 299.74/300.43 62341[4:Rew:28759.0,62340.0] || equal(union(null_class,u),universal_class)** member(v,universal_class)* -> member(v,u)*.
% 299.74/300.43 62363[4:SpL:47972.0,62126.0] || equal(power_class(complement(power_class(u))),universal_class) -> equal(image(element_relation,power_class(u)),null_class)**.
% 299.74/300.43 63591[4:Res:10118.0,14306.0] || -> equal(ordered_pair(first(ordered_pair(x__dfg,x__dfg)),second(ordered_pair(x__dfg,x__dfg))),ordered_pair(x__dfg,x__dfg))**.
% 299.74/300.43 63687[0:Res:55.0,14306.0] || -> equal(ordered_pair(first(ordered_pair(omega,x__dfg)),second(ordered_pair(omega,x__dfg))),ordered_pair(omega,x__dfg))**.
% 299.74/300.43 63697[0:Res:1042.0,14306.0] || -> equal(ordered_pair(first(ordered_pair(null_class,x__dfg)),second(ordered_pair(null_class,x__dfg))),ordered_pair(null_class,x__dfg))**.
% 299.74/300.43 63961[4:Res:10118.0,14382.0] || -> equal(ordered_pair(first(ordered_pair(x__dfg,omega)),second(ordered_pair(x__dfg,omega))),ordered_pair(x__dfg,omega))**.
% 299.74/300.43 64057[0:Res:55.0,14382.0] || -> equal(ordered_pair(first(ordered_pair(omega,omega)),second(ordered_pair(omega,omega))),ordered_pair(omega,omega))**.
% 299.74/300.43 64067[0:Res:1042.0,14382.0] || -> equal(ordered_pair(first(ordered_pair(null_class,omega)),second(ordered_pair(null_class,omega))),ordered_pair(null_class,omega))**.
% 299.74/300.43 64147[4:SpL:823.1,63903.0] || equal(successor(regular(cross_product(u,v))),null_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.43 64468[2:Obv:64455.1] || subclass(u,v) -> equal(intersection(regular(v),u),null_class)** equal(v,null_class).
% 299.74/300.43 64706[4:SpR:63899.1,36664.0] || equal(successor(union(u,u)),null_class)** -> equal(union(null_class,complement(u)),universal_class)**.
% 299.74/300.43 64707[4:SpR:63899.1,29733.0] || equal(successor(union(null_class,u)),null_class) -> equal(union(null_class,complement(u)),universal_class)**.
% 299.74/300.43 65150[2:Obv:65135.1] || subclass(u,v) -> equal(intersection(u,regular(v)),null_class)** equal(v,null_class).
% 299.74/300.43 65256[4:Res:64963.1,52.1] || equal(successor(image(successor_relation,u)),null_class)** member(null_class,u) -> inductive(u).
% 299.74/300.43 65504[4:Con:65278.3] || equal(successor(complement(u)),null_class)** member(v,universal_class)* -> member(v,u)*.
% 299.74/300.43 65629[4:Res:9418.1,50055.1] || equal(union(u,v),null_class) -> equal(symmetric_difference(complement(u),complement(v)),null_class)**.
% 299.74/300.43 66309[4:Rew:66307.1,50120.1] || equal(null_class,u) -> equal(complement(union(u,v)),union(null_class,complement(v)))**.
% 299.74/300.43 66721[0:Con:66712.0] || member(u,universal_class)* subclass(composition_function,cross_product(v,w))* -> member(u,v)*.
% 299.74/300.43 67027[0:SpR:48104.0,59078.0] || -> subclass(intersection(symmetric_difference(complement(u),power_class(v)),w),union(u,complement(power_class(v))))*.
% 299.74/300.43 67033[4:SpR:48104.0,59213.0] || -> subclass(union(null_class,symmetric_difference(complement(u),power_class(v))),union(u,complement(power_class(v))))*.
% 299.74/300.43 67041[0:SpR:48104.0,57711.0] || -> subclass(intersection(u,symmetric_difference(complement(v),power_class(w))),union(v,complement(power_class(w))))*.
% 299.74/300.43 67241[4:MRR:67233.1,47513.0] || equal(complement(u),null_class) -> equal(regular(unordered_pair(u,singleton(v))),singleton(v))**.
% 299.74/300.43 67276[0:SpR:48392.0,59078.0] || -> subclass(intersection(symmetric_difference(power_class(u),complement(v)),w),union(complement(power_class(u)),v))*.
% 299.74/300.43 67282[4:SpR:48392.0,59213.0] || -> subclass(union(null_class,symmetric_difference(power_class(u),complement(v))),union(complement(power_class(u)),v))*.
% 299.74/300.43 67290[0:SpR:48392.0,57711.0] || -> subclass(intersection(u,symmetric_difference(power_class(v),complement(w))),union(complement(power_class(v)),w))*.
% 299.74/300.43 67718[4:MRR:67712.1,47529.0] || equal(complement(u),null_class) -> equal(regular(unordered_pair(singleton(v),u)),singleton(v))**.
% 299.74/300.43 67738[4:SpR:25457.1,50193.1] || equal(u,universal_class) equal(power_class(u),null_class)** -> subclass(power_class(universal_class),v)*.
% 299.74/300.43 67739[4:SpR:25457.1,50193.1] || equal(u,universal_class) equal(power_class(universal_class),null_class) -> subclass(power_class(u),v)*.
% 299.74/300.43 67741[4:SpR:41644.0,50193.1] || equal(power_class(union(u,u)),null_class)** -> subclass(power_class(union(null_class,u)),v)*.
% 299.74/300.43 67742[4:SpR:41644.0,50193.1] || equal(power_class(union(null_class,u)),null_class) -> subclass(power_class(union(u,u)),v)*.
% 299.74/300.43 67794[4:SpL:36664.0,57575.0] || subclass(union(null_class,complement(u)),null_class)* -> member(singleton(v),union(u,u))*.
% 299.74/300.43 67795[4:SpL:29733.0,57575.0] || subclass(union(null_class,complement(u)),null_class)* -> member(singleton(v),union(null_class,u))*.
% 299.74/300.43 68700[4:Res:14035.1,64986.1] || member(ordered_pair(xf,x__dfg),cross_product(universal_class,universal_class))* equal(successor(application_function),null_class) -> .
% 299.74/300.43 68743[4:Res:3413.1,64986.1] || equal(successor(complement(intersection(u,v))),null_class)** -> equal(symmetric_difference(u,v),null_class).
% 299.74/300.43 68750[4:Res:3275.1,64986.1] || equal(successor(cross_product(u,v)),null_class) -> equal(restrict(w,u,v),null_class)**.
% 299.74/300.43 69061[4:Res:67798.1,4.0] || equal(complement(u),null_class) subclass(u,v)* -> member(singleton(w),v)*.
% 299.74/300.43 69076[4:Res:67798.1,574.0] || equal(complement(symmetric_difference(u,v)),null_class) -> member(singleton(w),union(u,v))*.
% 299.74/300.43 69126[4:Rew:29.0,69068.0] || equal(union(u,v),null_class) member(singleton(w),union(u,v))* -> .
% 299.74/300.43 69359[4:SpR:63899.1,69304.0] || equal(successor(cross_product(u,universal_class)),null_class)** -> equal(image(universal_class,u),range_of(null_class)).
% 299.74/300.43 69391[4:SpL:63899.1,69345.0] || equal(successor(cross_product(singleton(u),universal_class)),null_class)** member(u,cantor(universal_class)) -> .
% 299.74/300.43 69418[4:Res:415.2,69345.0] || subclass(u,cantor(complement(cross_product(singleton(regular(u)),universal_class))))* -> equal(u,null_class).
% 299.74/300.43 69432[4:Res:13341.2,69345.0] || subclass(universal_class,cantor(complement(cross_product(singleton(regular(u)),universal_class))))* -> equal(u,null_class).
% 299.74/300.43 69495[6:MRR:69454.1,49704.0] inductive(unordered_pair(u,v)) || -> equal(regular(omega),v)* equal(regular(omega),u)*.
% 299.74/300.43 69504[4:SpL:63899.1,69398.0] || equal(successor(cross_product(singleton(x__dfg),universal_class)),null_class)** equal(cantor(universal_class),universal_class) -> .
% 299.74/300.43 69645[0:Obv:69600.0] || -> equal(intersection(symmetric_difference(u,v),singleton(w)),null_class)** member(w,union(u,v)).
% 299.74/300.43 69671[4:SpL:63899.1,69404.0] || equal(successor(cross_product(singleton(omega),universal_class)),null_class)** equal(cantor(universal_class),universal_class) -> .
% 299.74/300.43 69680[4:SpL:63899.1,69412.0] || equal(successor(cross_product(singleton(null_class),universal_class)),null_class)** equal(cantor(universal_class),universal_class) -> .
% 299.74/300.43 69817[0:Obv:69772.0] || -> equal(intersection(singleton(u),symmetric_difference(v,w)),null_class)** member(u,union(v,w)).
% 299.74/300.43 69915[4:Res:13341.2,42116.0] || subclass(universal_class,union(null_class,u))* -> equal(v,null_class) member(regular(v),u)*.
% 299.74/300.43 70040[4:SpR:36664.0,43541.0] || -> equal(intersection(union(null_class,complement(u)),restrict(union(u,u),v,w)),null_class)**.
% 299.74/300.43 70041[4:SpR:29733.0,43541.0] || -> equal(intersection(union(null_class,complement(u)),restrict(union(null_class,u),v,w)),null_class)**.
% 299.74/300.43 70861[0:Obv:70814.1] || member(u,symmetric_difference(v,w)) -> subclass(singleton(u),complement(intersection(v,w)))*.
% 299.74/300.43 71030[4:Res:60885.0,1057.1] || equal(union(null_class,symmetric_difference(u,v)),universal_class)** -> member(null_class,union(u,v)).
% 299.74/300.43 71450[2:Obv:71424.1] || subclass(intersection(u,singleton(v)),v)* -> equal(intersection(u,singleton(v)),null_class).
% 299.74/300.43 71451[2:Obv:71425.1] || subclass(intersection(singleton(u),v),u)* -> equal(intersection(singleton(u),v),null_class).
% 299.74/300.43 71476[4:Obv:71465.2] || equal(u,v) equal(v,universal_class) -> equal(unordered_pair(v,u),null_class)**.
% 299.74/300.43 71526[4:SpR:71468.1,19189.0] || equal(u,universal_class) -> equal(unordered_pair(null_class,unordered_pair(u,null_class)),ordered_pair(u,universal_class))**.
% 299.74/300.43 71917[4:Rew:19193.0,71544.1] || equal(u,universal_class) -> equal(range__dfg(v,universal_class,w),range__dfg(v,u,w))*.
% 299.74/300.43 71919[4:Rew:19196.0,71567.1] || equal(u,universal_class) -> equal(domain__dfg(v,w,universal_class),domain__dfg(v,w,u))*.
% 299.74/300.43 72016[4:Res:68.2,71863.1] function(u) || member(v,universal_class) equal(image(u,v),universal_class)** -> .
% 299.74/300.43 72052[4:MRR:71995.1,7.0] || member(u,universal_class) equal(apply(choice,u),universal_class)** -> equal(u,null_class).
% 299.74/300.43 72066[2:Obv:72054.1] || equal(intersection(u,singleton(v)),v)** -> equal(intersection(u,singleton(v)),null_class).
% 299.74/300.43 72067[2:Obv:72055.1] || equal(intersection(singleton(u),v),u)** -> equal(intersection(singleton(u),v),null_class).
% 299.74/300.43 72142[4:MRR:72100.0,6257.1] || -> equal(apply(u,cantor(u)),sum_class(range_of(null_class)))** equal(singleton(cantor(u)),null_class).
% 299.74/300.43 72144[4:MRR:72105.3,56144.1] || member(u,universal_class) subclass(u,apply(choice,u))* -> equal(u,null_class).
% 299.74/300.43 72147[4:MRR:72121.3,56114.2] function(u) || member(v,universal_class) subclass(universal_class,image(u,v))* -> .
% 299.74/300.43 72149[4:MRR:72125.2,56120.0] || subclass(u,not_subclass_element(intersection(u,v),w))* -> subclass(intersection(u,v),w).
% 299.74/300.43 72150[4:MRR:72124.2,56120.0] || subclass(u,not_subclass_element(intersection(v,u),w))* -> subclass(intersection(v,u),w).
% 299.74/300.43 72151[4:MRR:72114.2,47483.0] || member(inverse(u),universal_class) subclass(domain_relation,ordered_pair(inverse(u),range_of(u)))* -> .
% 299.74/300.43 72195[0:SSi:72157.0,72.0] || -> equal(unordered_pair(u,v),null_class) member(u,unordered_pair(u,v))* member(v,universal_class).
% 299.74/300.43 72266[0:SSi:72228.0,72.0] || -> equal(unordered_pair(u,v),null_class) member(v,unordered_pair(u,v))* member(u,universal_class).
% 299.74/300.43 72412[4:Rew:72407.1,67231.1] || equal(complement(regular(regular(ordered_pair(u,v)))),null_class)** -> equal(singleton(u),null_class).
% 299.74/300.43 72418[4:Rew:72413.1,39234.2] || subclass(universal_class,u)* member(u,universal_class) -> member(singleton(singleton(null_class)),element_relation)*.
% 299.74/300.43 72424[4:Obv:72399.2] || equal(u,v) subclass(universal_class,v) -> equal(unordered_pair(v,u),null_class)**.
% 299.74/300.43 72496[4:Res:21039.1,72013.0] || equal(power_class(apply(u,universal_class)),universal_class)** -> equal(singleton(image(u,null_class)),null_class).
% 299.74/300.43 72781[4:Res:21039.1,72014.0] || equal(sum_class(apply(u,universal_class)),universal_class)** -> equal(singleton(image(u,null_class)),null_class).
% 299.74/300.43 72931[0:Obv:72903.2] || subclass(u,v) subclass(u,w) -> subclass(u,intersection(v,w))*.
% 299.74/300.43 72938[0:Obv:72902.1] || subclass(intersection(u,v),w) -> subclass(intersection(u,v),intersection(v,w))*.
% 299.74/300.43 72939[0:Obv:72890.1] || subclass(intersection(u,v),w) -> subclass(intersection(u,v),intersection(u,w))*.
% 299.74/300.43 72940[4:Obv:72889.1] || subclass(union(null_class,u),v) -> subclass(union(null_class,u),intersection(u,v))*.
% 299.74/300.43 73220[0:Obv:73160.1] || subclass(intersection(u,v),w) -> subclass(intersection(u,v),intersection(w,v))*.
% 299.74/300.43 73248[0:Obv:73144.1] || member(u,v) -> subclass(intersection(w,singleton(u)),intersection(v,singleton(u)))*.
% 299.74/300.43 73535[0:Obv:73478.1] || subclass(intersection(u,v),w) -> subclass(intersection(u,v),intersection(w,u))*.
% 299.74/300.43 73563[0:Obv:73463.1] || member(u,v) -> subclass(intersection(singleton(u),w),intersection(v,singleton(u)))*.
% 299.74/300.43 75342[4:Rew:29733.0,75341.0,29733.0,75341.0] || -> subclass(union(null_class,complement(apply(null_class,u))),union(null_class,complement(apply(null_class,v))))*.
% 299.74/300.43 75344[4:Rew:29733.0,75343.0,29733.0,75343.0] || -> subclass(union(null_class,complement(apply(null_class,u))),union(null_class,complement(sum_class(range_of(null_class)))))*.
% 299.74/300.43 75346[4:Rew:29733.0,75345.0,29733.0,75345.0] || -> subclass(union(null_class,complement(sum_class(range_of(null_class)))),union(null_class,complement(apply(null_class,u))))*.
% 299.74/300.43 74091[4:Rew:73795.0,30349.1] || member(u,complement(sum_class(range_of(null_class))))* -> member(u,complement(apply(null_class,v)))*.
% 299.74/300.43 74092[4:Rew:73795.0,30348.0] || member(u,complement(apply(null_class,v)))* -> member(u,complement(sum_class(range_of(null_class))))*.
% 299.74/300.43 75354[4:Rew:74517.0,74147.1] inductive(symmetric_difference(union(u,null_class),universal_class)) || -> member(null_class,union(null_class,complement(u)))*.
% 299.74/300.43 74218[4:Rew:73795.0,29653.0] || equal(complement(u),cantor(xf)) equal(union(u,null_class),cantor(xf))** -> .
% 299.74/300.43 74219[4:Rew:73795.0,29641.0] || member(regular(union(u,null_class)),complement(u))* -> equal(union(u,null_class),null_class).
% 299.74/300.43 74221[4:Rew:73795.0,29646.0] || -> subclass(complement(successor(complement(u))),intersection(union(u,null_class),complement(singleton(complement(u)))))*.
% 299.74/300.43 74295[4:Rew:73795.0,50518.0] || -> subclass(symmetric_difference(power_class(universal_class),union(u,null_class)),union(complement(power_class(universal_class)),complement(u)))*.
% 299.74/300.43 74297[4:Rew:73795.0,50773.0] || -> subclass(symmetric_difference(power_class(null_class),union(u,null_class)),union(complement(power_class(null_class)),complement(u)))*.
% 299.74/300.43 74775[4:Rew:74517.0,29563.1] inductive(symmetric_difference(union(null_class,u),universal_class)) || -> member(null_class,union(null_class,complement(u)))*.
% 299.74/300.43 74795[4:Rew:74517.0,68037.0] || equal(successor(union(null_class,complement(u))),null_class)** -> subclass(universal_class,union(u,u))*.
% 299.74/300.43 74796[4:Rew:74517.0,64708.0] || equal(successor(union(null_class,complement(u))),null_class)** -> subclass(universal_class,union(null_class,u)).
% 299.74/300.43 74807[4:Rew:74517.0,19864.1] inductive(symmetric_difference(inverse(u),universal_class)) || equal(union(null_class,inverse(u)),universal_class)** -> .
% 299.74/300.43 74846[4:Rew:74517.0,56590.1] || equal(apply(null_class,u),null_class)** -> equal(union(null_class,apply(null_class,v)),null_class)**.
% 299.74/300.43 74847[4:Rew:74517.0,54650.1] || subclass(apply(null_class,u),null_class)* -> equal(union(null_class,apply(null_class,v)),null_class)**.
% 299.74/300.43 74879[4:Rew:74517.0,54648.1] || subclass(sum_class(range_of(null_class)),null_class) -> equal(union(null_class,apply(null_class,u)),null_class)**.
% 299.74/300.43 74898[4:Rew:74517.0,54649.1] || subclass(apply(null_class,u),null_class)* -> equal(union(null_class,sum_class(range_of(null_class))),null_class)**.
% 299.74/300.43 74910[4:Rew:74517.0,20094.1] inductive(symmetric_difference(sum_class(u),universal_class)) || equal(union(null_class,sum_class(u)),universal_class)** -> .
% 299.74/300.43 74928[4:Rew:74517.0,18011.1] inductive(symmetric_difference(range_of(u),universal_class)) || equal(union(null_class,range_of(u)),universal_class)** -> .
% 299.74/300.43 74956[4:Rew:74517.0,19625.1] inductive(symmetric_difference(cantor(u),universal_class)) || equal(union(null_class,cantor(u)),universal_class)** -> .
% 299.74/300.43 74957[4:Rew:74517.0,12373.1] inductive(symmetric_difference(domain_of(u),universal_class)) || equal(union(null_class,cantor(u)),universal_class)** -> .
% 299.74/300.43 75059[4:Rew:75021.0,27529.0] || equal(union(null_class,u),universal_class) -> member(ordered_pair(null_class,null_class),union(u,null_class))*.
% 299.74/300.43 75061[5:Rew:75021.0,21802.0] || equal(union(null_class,u),universal_class) -> member(sum_class(range_of(null_class)),union(u,null_class))*.
% 299.74/300.43 75067[5:Rew:75021.0,21634.0] || subclass(universal_class,union(null_class,u)) -> member(sum_class(range_of(null_class)),union(u,null_class))*.
% 299.74/300.43 75068[4:Rew:75021.0,17016.0] || subclass(universal_class,union(null_class,u)) -> member(unordered_pair(v,w),union(u,null_class))*.
% 299.74/300.43 75078[4:Rew:75021.0,16315.0] || subclass(domain_relation,union(null_class,u)) -> member(ordered_pair(null_class,null_class),union(u,null_class))*.
% 299.74/300.43 75079[4:Rew:75021.0,16782.0] || equal(union(null_class,u),domain_relation) -> member(ordered_pair(null_class,null_class),union(u,null_class))*.
% 299.74/300.43 75099[4:Rew:74143.0,66607.1] || equal(null_class,u) -> equal(complement(union(v,u)),union(null_class,complement(v)))**.
% 299.74/300.43 75455[4:Rew:47972.0,74079.1] || equal(u,universal_class) -> subclass(power_class(complement(power_class(u))),power_class(complement(power_class(universal_class))))*.
% 299.74/300.43 75456[4:Rew:73795.0,74085.0] || -> equal(union(complement(apply(null_class,u)),v),union(complement(apply(null_class,w)),v))*.
% 299.74/300.43 75457[4:Rew:73795.0,74086.0] || -> equal(union(u,complement(apply(null_class,v))),union(u,complement(apply(null_class,w))))*.
% 299.74/300.43 75458[4:Rew:73795.0,74093.0] || -> equal(union(u,complement(apply(null_class,v))),union(u,complement(sum_class(range_of(null_class)))))*.
% 299.74/300.43 75464[4:Rew:73795.0,74116.0] || -> equal(union(complement(apply(null_class,u)),v),union(complement(sum_class(range_of(null_class))),v))*.
% 299.74/300.43 75570[4:Rew:75021.0,75075.1] || -> equal(union(null_class,u),null_class) member(regular(union(null_class,u)),union(u,null_class))*.
% 299.74/300.43 75751[0:Rew:75599.0,48954.0] || -> equal(symmetric_difference(complement(power_class(u)),complement(power_class(v))),symmetric_difference(power_class(u),power_class(v)))**.
% 299.74/300.43 76878[4:Rew:28759.0,76842.1] inductive(symmetric_difference(complement(intersection(u,universal_class)),universal_class)) || -> member(null_class,union(null_class,u))*.
% 299.74/300.43 77377[0:SpR:75599.0,7792.0] || -> subclass(symmetric_difference(union(u,v),complement(intersection(u,v))),complement(symmetric_difference(u,v)))*.
% 299.74/300.43 77931[4:Rew:28751.0,77795.1,28751.0,77795.0] || -> equal(union(u,null_class),null_class) member(regular(union(u,null_class)),union(null_class,u))*.
% 299.74/300.43 77932[4:Rew:28751.0,77796.0] || subclass(universal_class,union(u,null_class)) -> member(unordered_pair(v,w),union(null_class,u))*.
% 299.74/300.43 77951[4:Rew:28748.0,77868.0,10128.0,77868.0] || member(regular(union(u,null_class)),complement(u))* -> equal(union(null_class,u),null_class).
% 299.74/300.43 77952[4:Rew:76768.0,77888.0,10128.0,77888.0] || member(regular(union(null_class,u)),complement(u))* -> equal(union(u,null_class),null_class).
% 299.74/300.43 78057[4:Rew:74517.0,78042.1] single_valued_class(union(cross_product(universal_class,universal_class),null_class)) || -> function(union(null_class,cross_product(universal_class,universal_class)))*.
% 299.74/300.43 78808[4:Rew:28751.0,78572.1,28751.0,78572.0] || -> equal(union(u,null_class),null_class) member(regular(union(u,null_class)),union(u,u))*.
% 299.74/300.43 78809[4:Rew:28751.0,78573.0] || subclass(universal_class,union(u,null_class)) -> member(unordered_pair(v,w),union(u,u))*.
% 299.74/300.43 78831[4:Rew:76768.0,78744.0,10128.0,78744.0] || member(regular(union(u,u)),complement(u))* -> equal(union(u,null_class),null_class).
% 299.74/300.43 78832[4:Rew:31362.0,78765.0] || member(regular(union(u,null_class)),complement(u))* -> equal(union(u,u),null_class).
% 299.74/300.43 79707[0:SpR:75578.0,3142.1] || -> equal(intersection(u,singleton(v)),null_class) equal(regular(intersection(singleton(v),u)),v)**.
% 299.74/300.43 79749[0:SpR:75578.0,3314.1] || -> equal(intersection(singleton(u),v),null_class) equal(regular(intersection(v,singleton(u))),u)**.
% 299.74/300.43 79942[0:SpL:75578.0,14561.0] || member(not_subclass_element(u,intersection(u,v)),v)* -> subclass(u,intersection(v,u)).
% 299.74/300.43 80322[0:SpR:80005.0,3276.1] || -> equal(symmetric_difference(u,v),null_class) member(regular(symmetric_difference(u,v)),union(v,u))*.
% 299.74/300.43 80323[0:SpR:80005.0,5691.1] || subclass(universal_class,symmetric_difference(u,v)) -> member(unordered_pair(w,x),union(v,u))*.
% 299.74/300.43 80579[4:Rew:80566.0,74296.0] || -> subclass(symmetric_difference(power_class(null_class),union(u,null_class)),union(complement(u),complement(power_class(null_class))))*.
% 299.74/300.43 80580[4:Rew:80566.0,74294.0] || -> subclass(symmetric_difference(power_class(universal_class),union(u,null_class)),union(complement(u),complement(power_class(universal_class))))*.
% 299.74/300.43 80609[4:Rew:80566.0,50770.0] || -> subclass(symmetric_difference(power_class(null_class),union(null_class,u)),union(complement(u),complement(power_class(null_class))))*.
% 299.74/300.43 80610[4:Rew:80566.0,50515.0] || -> subclass(symmetric_difference(power_class(universal_class),union(null_class,u)),union(complement(u),complement(power_class(universal_class))))*.
% 299.74/300.43 80662[0:Rew:48808.0,80410.0] || -> equal(complement(intersection(power_class(u),power_class(v))),complement(intersection(power_class(v),power_class(u))))*.
% 299.74/300.43 81132[0:SpR:80566.0,3276.1] || -> equal(symmetric_difference(u,v),null_class) member(regular(symmetric_difference(v,u)),union(u,v))*.
% 299.74/300.43 81172[0:SpL:80566.0,6535.0] || member(u,symmetric_difference(complement(v),complement(w)))* -> member(u,union(w,v)).
% 299.74/300.43 81240[0:SpR:75585.0,48104.0] || -> equal(symmetric_difference(complement(power_class(u)),power_class(v)),symmetric_difference(power_class(u),complement(power_class(v))))**.
% 299.74/300.43 81386[9:Rew:28748.0,81263.1,75578.0,81263.1,10134.0,81263.1,80005.0,81263.1,75578.0,81263.1,76772.0,81263.1,10128.0,81263.1] function(complement(power_class(u))) || -> equal(successor(complement(power_class(u))),complement(power_class(u)))**.
% 299.74/300.43 82631[4:SpR:75151.0,7868.0] || -> subclass(symmetric_difference(complement(sum_class(range_of(null_class))),complement(u)),union(apply(null_class,v),u))*.
% 299.74/300.43 82636[4:SpR:75151.0,20262.1] || -> member(singleton(null_class),apply(null_class,u))* member(singleton(null_class),complement(sum_class(range_of(null_class))))*.
% 299.74/300.43 82663[4:SpR:75151.0,43541.0] || -> equal(intersection(complement(sum_class(range_of(null_class))),restrict(apply(null_class,u),v,w)),null_class)**.
% 299.74/300.43 82672[4:SpR:75151.0,7868.0] || -> subclass(symmetric_difference(complement(u),complement(sum_class(range_of(null_class)))),union(u,apply(null_class,v)))*.
% 299.74/300.43 82698[4:SpR:75151.0,7868.0] || -> subclass(symmetric_difference(complement(apply(null_class,u)),complement(v)),union(sum_class(range_of(null_class)),v))*.
% 299.74/300.43 82703[4:SpR:75151.0,20262.1] || -> member(singleton(null_class),sum_class(range_of(null_class))) member(singleton(null_class),complement(apply(null_class,u)))*.
% 299.74/300.43 82730[4:SpR:75151.0,43541.0] || -> equal(intersection(complement(apply(null_class,u)),restrict(sum_class(range_of(null_class)),v,w)),null_class)**.
% 299.74/300.43 82739[4:SpR:75151.0,7868.0] || -> subclass(symmetric_difference(complement(u),complement(apply(null_class,v))),union(u,sum_class(range_of(null_class))))*.
% 299.74/300.43 82765[4:SpL:75151.0,37648.1] || equal(apply(null_class,u),domain_relation)** subclass(universal_class,complement(sum_class(range_of(null_class))))* -> .
% 299.74/300.43 82766[4:SpL:75151.0,17229.1] || subclass(domain_relation,apply(null_class,u))* subclass(universal_class,complement(sum_class(range_of(null_class))))* -> .
% 299.74/300.43 82776[4:SpL:75151.0,37652.1] || equal(apply(null_class,u),domain_relation)** subclass(domain_relation,complement(sum_class(range_of(null_class))))* -> .
% 299.74/300.43 82777[4:SpL:75151.0,14644.1] || subclass(domain_relation,apply(null_class,u))* subclass(domain_relation,complement(sum_class(range_of(null_class))))* -> .
% 299.74/300.43 82778[4:SpL:75151.0,14917.1] || equal(apply(null_class,u),domain_relation)** equal(complement(sum_class(range_of(null_class))),domain_relation)** -> .
% 299.74/300.43 82781[4:SpL:75151.0,47785.0] || equal(union(null_class,complement(sum_class(range_of(null_class)))),union(null_class,apply(null_class,u)))* -> .
% 299.74/300.43 82787[4:SpL:75151.0,57575.0] || subclass(complement(sum_class(range_of(null_class))),null_class)* -> member(singleton(u),apply(null_class,v))*.
% 299.74/300.43 82788[4:SpL:75151.0,27.1] || member(u,apply(null_class,v))* member(u,complement(sum_class(range_of(null_class))))* -> .
% 299.74/300.43 82815[4:SpL:75151.0,17229.1] || subclass(domain_relation,sum_class(range_of(null_class))) subclass(universal_class,complement(apply(null_class,u)))* -> .
% 299.74/300.43 82826[4:SpL:75151.0,14644.1] || subclass(domain_relation,sum_class(range_of(null_class))) subclass(domain_relation,complement(apply(null_class,u)))* -> .
% 299.74/300.43 82827[4:SpL:75151.0,14917.1] || equal(sum_class(range_of(null_class)),domain_relation) equal(complement(apply(null_class,u)),domain_relation)** -> .
% 299.74/300.43 82830[4:SpL:75151.0,47785.0] || equal(union(null_class,complement(apply(null_class,u))),union(null_class,sum_class(range_of(null_class))))** -> .
% 299.74/300.43 82836[4:SpL:75151.0,57575.0] || subclass(complement(apply(null_class,u)),null_class)* -> member(singleton(v),sum_class(range_of(null_class)))*.
% 299.74/300.43 82837[4:SpL:75151.0,27.1] || member(u,sum_class(range_of(null_class))) member(u,complement(apply(null_class,v)))* -> .
% 299.74/300.43 83118[4:Obv:83096.1] || member(u,element_relation) -> equal(intersection(singleton(u),complement(compose(element_relation,universal_class))),null_class)**.
% 299.74/300.43 83205[4:Obv:83183.1] || member(u,element_relation) -> equal(intersection(complement(compose(element_relation,universal_class)),singleton(u)),null_class)**.
% 299.74/300.43 83297[4:Res:21039.1,72023.0] || equal(cantor(apply(u,universal_class)),universal_class)** -> equal(singleton(image(u,null_class)),null_class).
% 299.74/300.43 83526[4:SpL:71.0,72137.1] || member(image(u,singleton(v)),universal_class)* subclass(universal_class,apply(u,v)) -> .
% 299.74/300.43 83539[4:SpL:41644.0,72138.1] || member(union(u,u),universal_class)* subclass(universal_class,power_class(union(null_class,u)))* -> .
% 299.74/300.43 83540[4:SpL:41644.0,72138.1] || member(union(null_class,u),universal_class) subclass(universal_class,power_class(union(u,u)))* -> .
% 299.74/300.43 83637[4:SpL:41644.0,72489.0] || equal(power_class(union(null_class,u)),universal_class)** -> equal(singleton(union(u,u)),null_class)**.
% 299.74/300.43 83638[4:SpL:41644.0,72489.0] || equal(power_class(union(u,u)),universal_class)** -> equal(singleton(union(null_class,u)),null_class).
% 299.74/300.43 83660[4:SpL:71.0,72774.0] || equal(apply(u,v),universal_class) -> equal(singleton(image(u,singleton(v))),null_class)**.
% 299.74/300.43 83715[4:SpR:74143.0,63899.1] || equal(successor(union(u,null_class)),null_class) -> equal(union(null_class,complement(u)),universal_class)**.
% 299.74/300.43 83717[4:SpR:74143.0,7868.0] || -> subclass(symmetric_difference(union(null_class,complement(u)),complement(v)),union(union(u,null_class),v))*.
% 299.74/300.43 83722[4:SpR:74143.0,20262.1] || -> member(singleton(null_class),union(u,null_class)) member(singleton(null_class),union(null_class,complement(u)))*.
% 299.74/300.43 83749[4:SpR:74143.0,43541.0] || -> equal(intersection(union(null_class,complement(u)),restrict(union(u,null_class),v,w)),null_class)**.
% 299.74/300.43 83758[4:SpR:74143.0,7868.0] || -> subclass(symmetric_difference(complement(u),union(null_class,complement(v))),union(u,union(v,null_class)))*.
% 299.74/300.43 83799[4:SpL:74143.0,37648.1] || equal(union(u,null_class),domain_relation) subclass(universal_class,union(null_class,complement(u)))* -> .
% 299.74/300.43 83800[4:SpL:74143.0,17229.1] || subclass(domain_relation,union(u,null_class)) subclass(universal_class,union(null_class,complement(u)))* -> .
% 299.74/300.43 83810[4:SpL:74143.0,37652.1] || equal(union(u,null_class),domain_relation) subclass(domain_relation,union(null_class,complement(u)))* -> .
% 299.74/300.43 83811[4:SpL:74143.0,14644.1] || subclass(domain_relation,union(u,null_class)) subclass(domain_relation,union(null_class,complement(u)))* -> .
% 299.74/300.43 83812[4:SpL:74143.0,14917.1] || equal(union(u,null_class),domain_relation) equal(union(null_class,complement(u)),domain_relation)** -> .
% 299.74/300.43 83818[4:SpL:74143.0,55718.0] || equal(successor(union(null_class,complement(u))),null_class)** -> member(x__dfg,union(u,null_class)).
% 299.74/300.43 83819[4:SpL:74143.0,55572.0] || equal(successor(union(null_class,complement(u))),null_class)** -> member(omega,union(u,null_class)).
% 299.74/300.43 83820[6:SpL:74143.0,55384.0] || equal(successor(union(null_class,complement(u))),null_class)** -> member(null_class,union(u,null_class)).
% 299.74/300.43 83821[4:SpL:74143.0,57575.0] || subclass(union(null_class,complement(u)),null_class)* -> member(singleton(v),union(u,null_class))*.
% 299.74/300.43 83822[4:SpL:74143.0,27.1] || member(u,union(v,null_class)) member(u,union(null_class,complement(v)))* -> .
% 299.74/300.43 84004[6:Res:74156.1,4.0] || subclass(union(u,null_class),v)* -> member(null_class,complement(u)) member(null_class,v).
% 299.74/300.43 84023[4:SpR:75150.0,63899.1] || equal(successor(apply(null_class,u)),null_class)** -> equal(complement(apply(null_class,v)),universal_class)**.
% 299.74/300.43 84025[4:SpR:75150.0,7868.0] || -> subclass(symmetric_difference(complement(apply(null_class,u)),complement(v)),union(apply(null_class,w),v))*.
% 299.74/300.43 84030[4:SpR:75150.0,20262.1] || -> member(singleton(null_class),apply(null_class,u))* member(singleton(null_class),complement(apply(null_class,v)))*.
% 299.74/300.43 84057[4:SpR:75150.0,43541.0] || -> equal(intersection(complement(apply(null_class,u)),restrict(apply(null_class,v),w,x)),null_class)**.
% 299.74/300.43 84066[4:SpR:75150.0,7868.0] || -> subclass(symmetric_difference(complement(u),complement(apply(null_class,v))),union(u,apply(null_class,w)))*.
% 299.74/300.43 84169[4:SpL:75150.0,37648.1] || equal(apply(null_class,u),domain_relation)** subclass(universal_class,complement(apply(null_class,v)))* -> .
% 299.74/300.43 84170[4:SpL:75150.0,17229.1] || subclass(domain_relation,apply(null_class,u))* subclass(universal_class,complement(apply(null_class,v)))* -> .
% 299.74/300.43 84180[4:SpL:75150.0,37652.1] || equal(apply(null_class,u),domain_relation)** subclass(domain_relation,complement(apply(null_class,v)))* -> .
% 299.74/300.43 84181[4:SpL:75150.0,14644.1] || subclass(domain_relation,apply(null_class,u))* subclass(domain_relation,complement(apply(null_class,v)))* -> .
% 299.74/300.43 84182[4:SpL:75150.0,14917.1] || equal(apply(null_class,u),domain_relation)** equal(complement(apply(null_class,v)),domain_relation)** -> .
% 299.74/300.43 84185[4:SpL:75150.0,47785.0] || equal(union(null_class,complement(apply(null_class,u))),union(null_class,apply(null_class,v)))* -> .
% 299.74/300.43 84191[4:SpL:75150.0,57575.0] || subclass(complement(apply(null_class,u)),null_class)* -> member(singleton(v),apply(null_class,w))*.
% 299.74/300.43 84192[4:SpL:75150.0,27.1] || member(u,apply(null_class,v))* member(u,complement(apply(null_class,w)))* -> .
% 299.74/300.43 84550[4:SpR:78724.0,25457.1] || equal(union(null_class,u),universal_class) -> equal(power_class(union(u,null_class)),power_class(universal_class))**.
% 299.74/300.43 84558[4:SpR:78724.0,50193.1] || equal(power_class(union(null_class,u)),null_class) -> subclass(power_class(union(u,null_class)),v)*.
% 299.74/300.43 84590[4:SpR:78724.0,50193.1] || equal(power_class(union(u,null_class)),null_class) -> subclass(power_class(union(null_class,u)),v)*.
% 299.74/300.43 84645[4:SpL:78724.0,72489.0] || equal(power_class(union(u,null_class)),universal_class)** -> equal(singleton(union(null_class,u)),null_class).
% 299.74/300.43 84652[4:SpL:78724.0,72138.1] || member(union(null_class,u),universal_class) subclass(universal_class,power_class(union(u,null_class)))* -> .
% 299.74/300.43 84661[4:SpL:78724.0,72489.0] || equal(power_class(union(null_class,u)),universal_class)** -> equal(singleton(union(u,null_class)),null_class).
% 299.74/300.43 84668[4:SpL:78724.0,72138.1] || member(union(u,null_class),universal_class) subclass(universal_class,power_class(union(null_class,u)))* -> .
% 299.74/300.43 85313[4:Obv:85301.1] || subclass(universal_class,symmetric_difference(u,v)) -> equal(union(null_class,intersection(u,v)),null_class)**.
% 299.74/300.43 85685[4:Res:71492.1,4.0] || equal(u,universal_class) subclass(ordered_pair(u,v),w)* -> member(null_class,w).
% 299.74/300.43 85786[2:Res:72136.0,4.0] || subclass(u,v) -> equal(singleton(complement(u)),null_class) member(complement(u),v)*.
% 299.74/300.43 85791[2:Res:72136.0,24.0] || -> equal(singleton(complement(intersection(u,v))),null_class) member(complement(intersection(u,v)),u)*.
% 299.74/300.43 85792[2:Res:72136.0,25.0] || -> equal(singleton(complement(intersection(u,v))),null_class) member(complement(intersection(u,v)),v)*.
% 299.74/300.43 85838[4:Rew:29733.0,85810.1,29733.0,85810.0] || -> equal(singleton(union(null_class,complement(u))),null_class) member(union(null_class,complement(u)),u)*.
% 299.74/300.43 85918[4:Res:75044.0,1057.1] || equal(intersection(u,union(null_class,v)),universal_class)** -> member(null_class,union(v,null_class)).
% 299.74/300.43 85919[4:Res:75044.0,455.1] || equal(intersection(u,union(null_class,v)),universal_class)** -> member(x__dfg,union(v,null_class)).
% 299.74/300.43 85920[4:Res:75044.0,443.1] || equal(intersection(u,union(null_class,v)),universal_class)** -> member(omega,union(v,null_class)).
% 299.74/300.43 86016[4:Res:75087.0,1057.1] || equal(intersection(union(null_class,u),v),universal_class)** -> member(null_class,union(u,null_class)).
% 299.74/300.43 86017[4:Res:75087.0,455.1] || equal(intersection(union(null_class,u),v),universal_class)** -> member(x__dfg,union(u,null_class)).
% 299.74/300.43 86018[4:Res:75087.0,443.1] || equal(intersection(union(null_class,u),v),universal_class)** -> member(omega,union(u,null_class)).
% 299.74/300.43 86147[9:SpR:75747.1,59822.0] function(restrict(u,v,w)) || -> subclass(successor(restrict(u,v,w)),u)*.
% 299.74/300.43 86149[9:SpR:75747.1,60885.0] function(symmetric_difference(u,v)) || -> subclass(successor(symmetric_difference(u,v)),union(u,v))*.
% 299.74/300.43 86177[9:SpR:75747.1,36660.0] function(complement(singleton(null_class))) || -> equal(successor(complement(singleton(null_class))),complement(successor(null_class)))**.
% 299.74/300.43 86268[9:Rew:75747.1,86113.2] function(u) || -> member(not_subclass_element(successor(u),v),u)* subclass(successor(u),v).
% 299.74/300.43 86689[4:SpL:77752.0,3481.0] || subclass(u,union(v,null_class))* -> equal(u,null_class) member(regular(u),v).
% 299.74/300.43 86786[4:SpR:77754.0,25457.1] || equal(union(u,null_class),universal_class) -> equal(power_class(union(u,u)),power_class(universal_class))**.
% 299.74/300.43 86794[4:SpR:77754.0,50193.1] || equal(power_class(union(u,null_class)),null_class) -> subclass(power_class(union(u,u)),v)*.
% 299.74/300.43 86820[4:SpR:77754.0,25457.1] || equal(union(u,u),universal_class)** -> equal(power_class(union(u,null_class)),power_class(universal_class))**.
% 299.74/300.43 86828[4:SpR:77754.0,50193.1] || equal(power_class(union(u,u)),null_class)** -> subclass(power_class(union(u,null_class)),v)*.
% 299.74/300.43 86890[4:SpL:77754.0,72489.0] || equal(power_class(union(u,u)),universal_class)** -> equal(singleton(union(u,null_class)),null_class).
% 299.74/300.43 86897[4:SpL:77754.0,72138.1] || member(union(u,null_class),universal_class) subclass(universal_class,power_class(union(u,u)))* -> .
% 299.74/300.43 86906[4:SpL:77754.0,72489.0] || equal(power_class(union(u,null_class)),universal_class)** -> equal(singleton(union(u,u)),null_class)**.
% 299.74/300.43 86913[4:SpL:77754.0,72138.1] || member(union(u,u),universal_class)* subclass(universal_class,power_class(union(u,null_class)))* -> .
% 299.74/300.43 87311[4:Res:17768.2,50055.1] || member(u,universal_class) member(v,cantor(u))* equal(application_function,null_class) -> .
% 299.74/300.43 87332[4:Obv:87317.2] || member(u,v) equal(w,universal_class) -> subclass(unordered_pair(u,w),v)*.
% 299.74/300.43 87333[4:Obv:87318.2] || member(u,v) equal(w,universal_class) -> subclass(unordered_pair(w,u),v)*.
% 299.74/300.43 87599[4:Res:13341.2,77882.0] || subclass(universal_class,union(u,null_class))* -> equal(v,null_class) member(regular(v),u)*.
% 299.74/300.43 87931[9:Rew:75578.0,87824.1,33522.0,87824.1] function(complement(u)) || -> equal(intersection(successor(complement(u)),union(u,u)),null_class)**.
% 299.74/300.43 88007[9:Res:79114.1,1057.1] function(u) || equal(intersection(successor(u),v),universal_class)** -> member(null_class,u).
% 299.74/300.43 88008[9:Res:79114.1,455.1] function(u) || equal(intersection(successor(u),v),universal_class)** -> member(x__dfg,u).
% 299.74/300.43 88009[9:Res:79114.1,443.1] function(u) || equal(intersection(successor(u),v),universal_class)** -> member(omega,u).
% 299.74/300.43 88062[9:Res:79218.1,1057.1] function(u) || equal(intersection(v,successor(u)),universal_class)** -> member(null_class,u).
% 299.74/300.43 88063[9:Res:79218.1,455.1] function(u) || equal(intersection(v,successor(u)),universal_class)** -> member(x__dfg,u).
% 299.74/300.43 88064[9:Res:79218.1,443.1] function(u) || equal(intersection(v,successor(u)),universal_class)** -> member(omega,u).
% 299.74/300.43 88105[4:SpR:80128.0,63899.1] || equal(successor(symmetric_difference(u,v)),null_class) -> equal(complement(symmetric_difference(v,u)),universal_class)**.
% 299.74/300.43 88107[0:SpR:80128.0,7868.0] || -> subclass(symmetric_difference(complement(symmetric_difference(u,v)),complement(w)),union(symmetric_difference(v,u),w))*.
% 299.74/300.43 88112[4:SpR:80128.0,20262.1] || -> member(singleton(null_class),symmetric_difference(u,v)) member(singleton(null_class),complement(symmetric_difference(v,u)))*.
% 299.74/300.43 88139[0:SpR:80128.0,43541.0] || -> equal(intersection(complement(symmetric_difference(u,v)),restrict(symmetric_difference(v,u),w,x)),null_class)**.
% 299.74/300.43 88149[0:SpR:80128.0,7868.0] || -> subclass(symmetric_difference(complement(u),complement(symmetric_difference(v,w))),union(u,symmetric_difference(w,v)))*.
% 299.74/300.43 88252[2:SpL:80128.0,37648.1] || equal(symmetric_difference(u,v),domain_relation) subclass(universal_class,complement(symmetric_difference(v,u)))* -> .
% 299.74/300.43 88253[2:SpL:80128.0,17229.1] || subclass(domain_relation,symmetric_difference(u,v)) subclass(universal_class,complement(symmetric_difference(v,u)))* -> .
% 299.74/300.43 88263[2:SpL:80128.0,37652.1] || equal(symmetric_difference(u,v),domain_relation) subclass(domain_relation,complement(symmetric_difference(v,u)))* -> .
% 299.74/300.43 88264[2:SpL:80128.0,14644.1] || subclass(domain_relation,symmetric_difference(u,v)) subclass(domain_relation,complement(symmetric_difference(v,u)))* -> .
% 299.74/300.43 88265[2:SpL:80128.0,14917.1] || equal(symmetric_difference(u,v),domain_relation) equal(complement(symmetric_difference(v,u)),domain_relation)** -> .
% 299.74/300.43 88272[4:SpL:80128.0,55718.0] || equal(successor(complement(symmetric_difference(u,v))),null_class)** -> member(x__dfg,symmetric_difference(v,u)).
% 299.74/300.43 88273[4:SpL:80128.0,55572.0] || equal(successor(complement(symmetric_difference(u,v))),null_class)** -> member(omega,symmetric_difference(v,u)).
% 299.74/300.43 88274[6:SpL:80128.0,55384.0] || equal(successor(complement(symmetric_difference(u,v))),null_class)** -> member(null_class,symmetric_difference(v,u)).
% 299.74/300.43 88275[4:SpL:80128.0,57575.0] || subclass(complement(symmetric_difference(u,v)),null_class)* -> member(singleton(w),symmetric_difference(v,u))*.
% 299.74/300.43 88277[0:SpL:80128.0,27.1] || member(u,symmetric_difference(v,w)) member(u,complement(symmetric_difference(w,v)))* -> .
% 299.74/300.43 88482[0:SpR:80128.0,80315.0] || -> subclass(symmetric_difference(complement(u),complement(symmetric_difference(v,w))),union(symmetric_difference(w,v),u))*.
% 299.74/300.43 88485[4:SpR:75151.0,80315.0] || -> subclass(symmetric_difference(complement(u),complement(apply(null_class,v))),union(sum_class(range_of(null_class)),u))*.
% 299.74/300.43 88486[4:SpR:36664.0,80315.0] || -> subclass(symmetric_difference(complement(u),union(null_class,complement(v))),union(union(v,v),u))*.
% 299.74/300.43 88487[4:SpR:74143.0,80315.0] || -> subclass(symmetric_difference(complement(u),union(null_class,complement(v))),union(union(v,null_class),u))*.
% 299.74/300.43 88488[4:SpR:29733.0,80315.0] || -> subclass(symmetric_difference(complement(u),union(null_class,complement(v))),union(union(null_class,v),u))*.
% 299.74/300.43 88489[4:SpR:75150.0,80315.0] || -> subclass(symmetric_difference(complement(u),complement(apply(null_class,v))),union(apply(null_class,w),u))*.
% 299.74/300.43 88490[4:SpR:75151.0,80315.0] || -> subclass(symmetric_difference(complement(u),complement(sum_class(range_of(null_class)))),union(apply(null_class,v),u))*.
% 299.74/300.43 88506[0:SpR:80128.0,80315.0] || -> subclass(symmetric_difference(complement(symmetric_difference(u,v)),complement(w)),union(w,symmetric_difference(v,u)))*.
% 299.74/300.43 88509[4:SpR:75151.0,80315.0] || -> subclass(symmetric_difference(complement(apply(null_class,u)),complement(v)),union(v,sum_class(range_of(null_class))))*.
% 299.74/300.43 88510[4:SpR:36664.0,80315.0] || -> subclass(symmetric_difference(union(null_class,complement(u)),complement(v)),union(v,union(u,u)))*.
% 299.74/300.43 88511[4:SpR:74143.0,80315.0] || -> subclass(symmetric_difference(union(null_class,complement(u)),complement(v)),union(v,union(u,null_class)))*.
% 299.74/300.43 88512[4:SpR:29733.0,80315.0] || -> subclass(symmetric_difference(union(null_class,complement(u)),complement(v)),union(v,union(null_class,u)))*.
% 299.74/300.43 88513[4:SpR:75150.0,80315.0] || -> subclass(symmetric_difference(complement(apply(null_class,u)),complement(v)),union(v,apply(null_class,w)))*.
% 299.74/300.43 88514[4:SpR:75151.0,80315.0] || -> subclass(symmetric_difference(complement(sum_class(range_of(null_class))),complement(u)),union(u,apply(null_class,v)))*.
% 299.74/300.43 88523[0:Res:80315.0,1057.1] || equal(symmetric_difference(complement(u),complement(v)),universal_class)** -> member(null_class,union(v,u)).
% 299.74/300.43 88524[0:Res:80315.0,455.1] || equal(symmetric_difference(complement(u),complement(v)),universal_class)** -> member(x__dfg,union(v,u)).
% 299.74/300.43 88525[0:Res:80315.0,443.1] || equal(symmetric_difference(complement(u),complement(v)),universal_class)** -> member(omega,union(v,u)).
% 299.74/300.43 88623[9:SpR:75747.1,80327.0] function(symmetric_difference(u,v)) || -> subclass(successor(symmetric_difference(u,v)),union(v,u))*.
% 299.74/300.43 88629[4:Res:80327.0,1057.1] || equal(union(null_class,symmetric_difference(u,v)),universal_class)** -> member(null_class,union(v,u)).
% 299.74/300.43 88630[4:Res:80327.0,455.1] || equal(union(null_class,symmetric_difference(u,v)),universal_class)** -> member(x__dfg,union(v,u)).
% 299.74/300.43 88631[4:Res:80327.0,443.1] || equal(union(null_class,symmetric_difference(u,v)),universal_class)** -> member(omega,union(v,u)).
% 299.74/300.43 88739[4:Res:85860.0,1057.1] || equal(intersection(u,union(null_class,v)),universal_class)** -> member(null_class,union(v,v))*.
% 299.74/300.43 88740[4:Res:85860.0,455.1] || equal(intersection(u,union(null_class,v)),universal_class)** -> member(x__dfg,union(v,v))*.
% 299.74/300.43 88741[4:Res:85860.0,443.1] || equal(intersection(u,union(null_class,v)),universal_class)** -> member(omega,union(v,v))*.
% 299.74/300.43 88844[4:Res:85889.0,1057.1] || equal(intersection(u,union(v,v)),universal_class)** -> member(null_class,union(v,null_class)).
% 299.74/300.43 88845[4:Res:85889.0,455.1] || equal(intersection(u,union(v,v)),universal_class)** -> member(x__dfg,union(v,null_class)).
% 299.74/300.43 88846[4:Res:85889.0,443.1] || equal(intersection(u,union(v,v)),universal_class)** -> member(omega,union(v,null_class)).
% 299.74/300.43 89094[4:Res:85955.0,1057.1] || equal(intersection(union(null_class,u),v),universal_class)** -> member(null_class,union(u,u))*.
% 299.74/300.43 89095[4:Res:85955.0,455.1] || equal(intersection(union(null_class,u),v),universal_class)** -> member(x__dfg,union(u,u))*.
% 299.74/300.43 89096[4:Res:85955.0,443.1] || equal(intersection(union(null_class,u),v),universal_class)** -> member(omega,union(u,u))*.
% 299.74/300.43 89206[4:Res:85984.0,1057.1] || equal(intersection(union(u,u),v),universal_class)** -> member(null_class,union(u,null_class)).
% 299.74/300.43 89207[4:Res:85984.0,455.1] || equal(intersection(union(u,u),v),universal_class)** -> member(x__dfg,union(u,null_class)).
% 299.74/300.43 89208[4:Res:85984.0,443.1] || equal(intersection(union(u,u),v),universal_class)** -> member(omega,union(u,null_class)).
% 299.74/300.43 89276[4:SpL:63899.1,88271.0] || equal(successor(symmetric_difference(u,v)),null_class)** equal(symmetric_difference(v,u),universal_class) -> .
% 299.74/300.43 89509[4:Res:88696.0,1057.1] || equal(intersection(u,union(v,null_class)),universal_class)** -> member(null_class,union(v,v))*.
% 299.74/300.43 89510[4:Res:88696.0,455.1] || equal(intersection(u,union(v,null_class)),universal_class)** -> member(x__dfg,union(v,v))*.
% 299.74/300.43 89511[4:Res:88696.0,443.1] || equal(intersection(u,union(v,null_class)),universal_class)** -> member(omega,union(v,v))*.
% 299.74/300.43 89610[4:Res:89465.0,1057.1] || equal(intersection(u,union(v,null_class)),universal_class)** -> member(null_class,union(null_class,v)).
% 299.74/300.43 89611[4:Res:89465.0,455.1] || equal(intersection(u,union(v,null_class)),universal_class)** -> member(x__dfg,union(null_class,v)).
% 299.74/300.43 89612[4:Res:89465.0,443.1] || equal(intersection(u,union(v,null_class)),universal_class)** -> member(omega,union(null_class,v)).
% 299.74/300.43 89710[4:Res:89591.0,1057.1] || equal(intersection(union(u,null_class),v),universal_class)** -> member(null_class,union(null_class,u)).
% 299.74/300.43 89711[4:Res:89591.0,455.1] || equal(intersection(union(u,null_class),v),universal_class)** -> member(x__dfg,union(null_class,u)).
% 299.74/300.43 89712[4:Res:89591.0,443.1] || equal(intersection(union(u,null_class),v),universal_class)** -> member(omega,union(null_class,u)).
% 299.74/300.43 89815[4:Res:88778.0,1057.1] || equal(intersection(u,union(v,v)),universal_class)** -> member(null_class,union(null_class,v)).
% 299.74/300.43 89816[4:Res:88778.0,455.1] || equal(intersection(u,union(v,v)),universal_class)** -> member(x__dfg,union(null_class,v)).
% 299.74/300.44 89817[4:Res:88778.0,443.1] || equal(intersection(u,union(v,v)),universal_class)** -> member(omega,union(null_class,v)).
% 299.74/300.44 90048[4:Res:89048.0,1057.1] || equal(intersection(union(u,null_class),v),universal_class)** -> member(null_class,union(u,u))*.
% 299.74/300.44 90049[4:Res:89048.0,455.1] || equal(intersection(union(u,null_class),v),universal_class)** -> member(x__dfg,union(u,u))*.
% 299.74/300.44 90050[4:Res:89048.0,443.1] || equal(intersection(union(u,null_class),v),universal_class)** -> member(omega,union(u,u))*.
% 299.74/300.44 90159[4:Res:89138.0,1057.1] || equal(intersection(union(u,u),v),universal_class)** -> member(null_class,union(null_class,u)).
% 299.74/300.44 90160[4:Res:89138.0,455.1] || equal(intersection(union(u,u),v),universal_class)** -> member(x__dfg,union(null_class,u)).
% 299.74/300.44 90161[4:Res:89138.0,443.1] || equal(intersection(union(u,u),v),universal_class)** -> member(omega,union(null_class,u)).
% 299.74/300.44 90746[4:SpL:42086.0,3481.0] || subclass(u,union(v,v))* -> equal(u,null_class) member(regular(u),v).
% 299.74/300.44 90892[0:Res:57163.1,1057.1] || subclass(u,v)* equal(intersection(w,u),universal_class)** -> member(null_class,v).
% 299.74/300.44 90893[0:Res:57163.1,455.1] || subclass(u,v)* equal(intersection(w,u),universal_class)** -> member(x__dfg,v).
% 299.74/300.44 90894[0:Res:57163.1,443.1] || subclass(u,v)* equal(intersection(w,u),universal_class)** -> member(omega,v).
% 299.74/300.44 91105[4:Res:90947.1,381.1] function(u) || equal(complement(u),null_class)** -> equal(cross_product(universal_class,universal_class),u)*.
% 299.74/300.44 91801[4:Res:13341.2,58102.0] || subclass(universal_class,union(u,u))* -> equal(v,null_class) member(regular(v),u)*.
% 299.74/300.44 91932[0:Res:58323.0,1057.1] || equal(intersection(u,symmetric_difference(v,w)),universal_class)** -> member(null_class,union(v,w)).
% 299.74/300.44 91933[0:Res:58323.0,455.1] || equal(intersection(u,symmetric_difference(v,w)),universal_class)** -> member(x__dfg,union(v,w)).
% 299.74/300.44 91934[0:Res:58323.0,443.1] || equal(intersection(u,symmetric_difference(v,w)),universal_class)** -> member(omega,union(v,w)).
% 299.74/300.44 92190[0:SpR:569.0,58588.1] || subclass(union(u,v),w) -> subclass(symmetric_difference(complement(u),complement(v)),w)*.
% 299.74/300.44 92191[0:SpR:9395.0,58588.1] || subclass(successor(u),v) -> subclass(symmetric_difference(complement(u),complement(singleton(u))),v)*.
% 299.74/300.44 92209[0:Res:58588.1,1057.1] || subclass(u,v)* equal(intersection(u,w),universal_class)** -> member(null_class,v).
% 299.74/300.44 92210[0:Res:58588.1,455.1] || subclass(u,v)* equal(intersection(u,w),universal_class)** -> member(x__dfg,v).
% 299.74/300.44 92211[0:Res:58588.1,443.1] || subclass(u,v)* equal(intersection(u,w),universal_class)** -> member(omega,v).
% 299.74/300.44 92264[4:Res:92205.1,389.1] inductive(successor(null_class)) || subclass(singleton(null_class),omega)* -> equal(successor(null_class),omega).
% 299.74/300.44 92322[6:MRR:92321.2,32172.0] || subclass(singleton(null_class),regular(u))* member(null_class,u) -> equal(u,null_class).
% 299.74/300.44 92325[6:MRR:92324.1,32172.0] || subclass(singleton(null_class),unordered_pair(u,v))* -> equal(null_class,v) equal(null_class,u).
% 299.74/300.44 92574[4:Res:92197.1,1057.1] || subclass(u,v)* equal(union(null_class,u),universal_class)** -> member(null_class,v).
% 299.74/300.44 92575[4:Res:92197.1,455.1] || subclass(u,v)* equal(union(null_class,u),universal_class)** -> member(x__dfg,v).
% 299.74/300.44 92576[4:Res:92197.1,443.1] || subclass(u,v)* equal(union(null_class,u),universal_class)** -> member(omega,v).
% 299.74/300.44 92644[4:Res:92198.1,1057.1] || subclass(u,v)* equal(union(u,null_class),universal_class)** -> member(null_class,v).
% 299.74/300.44 92645[4:Res:92198.1,455.1] || subclass(u,v)* equal(union(u,null_class),universal_class)** -> member(x__dfg,v).
% 299.74/300.44 92646[4:Res:92198.1,443.1] || subclass(u,v)* equal(union(u,null_class),universal_class)** -> member(omega,v).
% 299.74/300.44 92766[0:Res:60748.0,1057.1] || equal(intersection(symmetric_difference(u,v),w),universal_class)** -> member(null_class,union(u,v)).
% 299.74/300.44 92767[0:Res:60748.0,455.1] || equal(intersection(symmetric_difference(u,v),w),universal_class)** -> member(x__dfg,union(u,v)).
% 299.74/300.44 92768[0:Res:60748.0,443.1] || equal(intersection(symmetric_difference(u,v),w),universal_class)** -> member(omega,union(u,v)).
% 299.74/300.44 93049[4:Rew:28759.0,92877.1] || subclass(complement(u),complement(v))* -> equal(union(null_class,u),union(v,u)).
% 299.74/300.44 92878[0:SpR:71286.1,23432.0] || subclass(complement(u),complement(v)) -> subclass(complement(union(v,u)),complement(u))*.
% 299.74/300.44 92957[0:SpR:71286.1,25130.0] || subclass(singleton(u),singleton(v))* -> equal(singleton(u),null_class) equal(v,u).
% 299.74/300.44 94046[4:Res:93346.1,7880.0] || equal(successor(null_class),u) -> subclass(u,v) equal(not_subclass_element(u,v),null_class)**.
% 299.74/300.44 94284[0:Obv:94251.0] || -> subclass(intersection(u,restrict(symmetric_difference(v,w),x,y)),complement(intersection(v,w)))*.
% 299.74/300.44 94667[0:Obv:94630.0] || -> subclass(intersection(restrict(symmetric_difference(u,v),w,x),y),complement(intersection(u,v)))*.
% 299.74/300.44 94896[4:Res:94803.0,1057.1] || equal(intersection(u,complement(compose(element_relation,universal_class))),universal_class)** -> member(null_class,complement(element_relation)).
% 299.74/300.44 94897[4:Res:94803.0,455.1] || equal(intersection(u,complement(compose(element_relation,universal_class))),universal_class)** -> member(x__dfg,complement(element_relation)).
% 299.74/300.44 94898[4:Res:94803.0,443.1] || equal(intersection(u,complement(compose(element_relation,universal_class))),universal_class)** -> member(omega,complement(element_relation)).
% 299.74/300.44 94941[4:Res:94880.0,1057.1] || equal(intersection(complement(compose(element_relation,universal_class)),u),universal_class)** -> member(null_class,complement(element_relation)).
% 299.74/300.44 94942[4:Res:94880.0,455.1] || equal(intersection(complement(compose(element_relation,universal_class)),u),universal_class)** -> member(x__dfg,complement(element_relation)).
% 299.74/300.44 94943[4:Res:94880.0,443.1] || equal(intersection(complement(compose(element_relation,universal_class)),u),universal_class)** -> member(omega,complement(element_relation)).
% 299.74/300.44 95407[4:SpR:47967.0,95322.0] || -> subclass(complement(successor(union(u,complement(power_class(v))))),intersection(complement(u),power_class(v)))*.
% 299.74/300.44 95408[4:SpR:47973.0,95322.0] || -> subclass(complement(successor(union(complement(power_class(u)),v))),intersection(power_class(u),complement(v)))*.
% 299.74/300.44 95434[4:Res:95322.0,10.0] || subclass(u,complement(successor(complement(u))))* -> equal(complement(successor(complement(u))),u).
% 299.74/300.44 95721[4:MRR:95699.1,308.0] || subclass(domain_relation,flip(u)) subclass(domain_relation,regular(u))* -> equal(u,null_class).
% 299.74/300.44 96312[4:SpL:80128.0,95426.0] || equal(successor(complement(symmetric_difference(u,v))),null_class)** -> subclass(universal_class,symmetric_difference(v,u)).
% 299.74/300.44 96317[4:SpL:74143.0,95426.0] || equal(successor(union(null_class,complement(u))),null_class)** -> subclass(universal_class,union(u,null_class)).
% 299.74/300.44 96670[4:Res:95315.0,1057.1] || equal(union(null_class,intersection(union(null_class,u),v)),universal_class)** -> member(null_class,u).
% 299.74/300.44 96671[4:Res:95315.0,455.1] || equal(union(null_class,intersection(union(null_class,u),v)),universal_class)** -> member(x__dfg,u).
% 299.74/300.44 96672[4:Res:95315.0,443.1] || equal(union(null_class,intersection(union(null_class,u),v)),universal_class)** -> member(omega,u).
% 299.74/300.44 97002[4:Res:95358.0,1057.1] || equal(union(null_class,intersection(u,union(null_class,v))),universal_class)** -> member(null_class,v).
% 299.74/300.44 97003[4:Res:95358.0,455.1] || equal(union(null_class,intersection(u,union(null_class,v))),universal_class)** -> member(x__dfg,v).
% 299.74/300.44 97004[4:Res:95358.0,443.1] || equal(union(null_class,intersection(u,union(null_class,v))),universal_class)** -> member(omega,v).
% 299.74/300.44 97543[4:Res:96617.0,1057.1] || equal(union(null_class,intersection(union(u,null_class),v)),universal_class)** -> member(null_class,u).
% 299.74/300.44 97544[4:Res:96617.0,455.1] || equal(union(null_class,intersection(union(u,null_class),v)),universal_class)** -> member(x__dfg,u).
% 299.74/300.44 97545[4:Res:96617.0,443.1] || equal(union(null_class,intersection(union(u,null_class),v)),universal_class)** -> member(omega,u).
% 299.74/300.44 98216[4:Res:96952.0,1057.1] || equal(union(null_class,intersection(u,union(v,null_class))),universal_class)** -> member(null_class,v).
% 299.74/300.44 98217[4:Res:96952.0,455.1] || equal(union(null_class,intersection(u,union(v,null_class))),universal_class)** -> member(x__dfg,v).
% 299.74/300.44 98218[4:Res:96952.0,443.1] || equal(union(null_class,intersection(u,union(v,null_class))),universal_class)** -> member(omega,v).
% 299.74/300.44 98841[4:Res:95309.0,1057.1] || equal(intersection(intersection(union(null_class,u),v),w),universal_class)** -> member(null_class,u).
% 299.74/300.44 98842[4:Res:95309.0,455.1] || equal(intersection(intersection(union(null_class,u),v),w),universal_class)** -> member(x__dfg,u).
% 299.74/300.44 98843[4:Res:95309.0,443.1] || equal(intersection(intersection(union(null_class,u),v),w),universal_class)** -> member(omega,u).
% 299.74/300.44 98973[4:Res:95320.0,1057.1] || equal(intersection(u,intersection(v,union(null_class,w))),universal_class)** -> member(null_class,w).
% 299.74/300.44 98974[4:Res:95320.0,455.1] || equal(intersection(u,intersection(v,union(null_class,w))),universal_class)** -> member(x__dfg,w).
% 299.74/300.44 98975[4:Res:95320.0,443.1] || equal(intersection(u,intersection(v,union(null_class,w))),universal_class)** -> member(omega,w).
% 299.74/300.44 99099[4:Res:95350.0,1057.1] || equal(intersection(u,intersection(union(null_class,v),w)),universal_class)** -> member(null_class,v).
% 299.74/300.44 99100[4:Res:95350.0,455.1] || equal(intersection(u,intersection(union(null_class,v),w)),universal_class)** -> member(x__dfg,v).
% 299.74/300.44 99101[4:Res:95350.0,443.1] || equal(intersection(u,intersection(union(null_class,v),w)),universal_class)** -> member(omega,v).
% 299.74/300.44 99526[4:Res:95356.0,1057.1] || equal(intersection(intersection(u,union(null_class,v)),w),universal_class)** -> member(null_class,v).
% 299.74/300.44 99527[4:Res:95356.0,455.1] || equal(intersection(intersection(u,union(null_class,v)),w),universal_class)** -> member(x__dfg,v).
% 299.74/300.44 99528[4:Res:95356.0,443.1] || equal(intersection(intersection(u,union(null_class,v)),w),universal_class)** -> member(omega,v).
% 299.74/300.44 99683[4:Res:96629.0,1057.1] || equal(union(null_class,intersection(union(u,u),v)),universal_class)** -> member(null_class,u).
% 299.74/300.44 99684[4:Res:96629.0,455.1] || equal(union(null_class,intersection(union(u,u),v)),universal_class)** -> member(x__dfg,u).
% 299.74/300.44 99685[4:Res:96629.0,443.1] || equal(union(null_class,intersection(union(u,u),v)),universal_class)** -> member(omega,u).
% 299.74/300.44 99925[0:Res:47.0,3486.0] || -> equal(successor_relation,null_class) equal(ordered_pair(first(regular(successor_relation)),second(regular(successor_relation))),regular(successor_relation))**.
% 299.74/300.44 99930[0:Res:108.0,3486.0] || -> equal(application_function,null_class) equal(ordered_pair(first(regular(application_function)),second(regular(application_function))),regular(application_function))**.
% 299.74/300.44 100096[7:Rew:50323.0,100094.1] single_valued_class(image(element_relation,null_class)) || equal(complement(power_class(universal_class)),cross_product(universal_class,universal_class))** -> .
% 299.74/300.44 100102[8:Rew:50325.0,100100.1] single_valued_class(image(element_relation,universal_class)) || equal(complement(power_class(null_class)),cross_product(universal_class,universal_class))** -> .
% 299.74/300.44 100105[7:SoR:100058.0,2767.2] single_valued_class(complement(power_class(universal_class))) || equal(complement(power_class(universal_class)),cross_product(universal_class,universal_class))** -> .
% 299.74/300.44 100108[8:SoR:100059.0,2767.2] single_valued_class(complement(power_class(null_class))) || equal(complement(power_class(null_class)),cross_product(universal_class,universal_class))** -> .
% 299.74/300.44 100116[6:EmS:100045.0,100045.1,2767.2,60246.1] single_valued_class(u) || equal(cross_product(universal_class,universal_class),u)* equal(u,universal_class) -> .
% 299.74/300.44 101160[4:Res:96964.0,1057.1] || equal(union(null_class,intersection(u,union(v,v))),universal_class)** -> member(null_class,v).
% 299.74/300.44 101161[4:Res:96964.0,455.1] || equal(union(null_class,intersection(u,union(v,v))),universal_class)** -> member(x__dfg,v).
% 299.74/300.44 101162[4:Res:96964.0,443.1] || equal(union(null_class,intersection(u,union(v,v))),universal_class)** -> member(omega,v).
% 299.74/300.44 101340[4:Res:98337.0,1057.1] || equal(intersection(intersection(union(u,null_class),v),w),universal_class)** -> member(null_class,u).
% 299.74/300.44 101341[4:Res:98337.0,455.1] || equal(intersection(intersection(union(u,null_class),v),w),universal_class)** -> member(x__dfg,u).
% 299.74/300.44 101342[4:Res:98337.0,443.1] || equal(intersection(intersection(union(u,null_class),v),w),universal_class)** -> member(omega,u).
% 299.74/300.44 101494[4:Res:98348.0,1057.1] || equal(intersection(u,intersection(v,union(w,null_class))),universal_class)** -> member(null_class,w).
% 299.74/300.44 101495[4:Res:98348.0,455.1] || equal(intersection(u,intersection(v,union(w,null_class))),universal_class)** -> member(x__dfg,w).
% 299.74/300.44 101496[4:Res:98348.0,443.1] || equal(intersection(u,intersection(v,union(w,null_class))),universal_class)** -> member(omega,w).
% 299.74/300.44 101879[4:Res:98382.0,1057.1] || equal(intersection(u,intersection(union(v,null_class),w)),universal_class)** -> member(null_class,v).
% 299.74/300.44 101880[4:Res:98382.0,455.1] || equal(intersection(u,intersection(union(v,null_class),w)),universal_class)** -> member(x__dfg,v).
% 299.74/300.44 101881[4:Res:98382.0,443.1] || equal(intersection(u,intersection(union(v,null_class),w)),universal_class)** -> member(omega,v).
% 299.74/300.44 102034[4:Res:98390.0,1057.1] || equal(intersection(intersection(u,union(v,null_class)),w),universal_class)** -> member(null_class,v).
% 299.74/300.44 102035[4:Res:98390.0,455.1] || equal(intersection(intersection(u,union(v,null_class)),w),universal_class)** -> member(x__dfg,v).
% 299.74/300.44 102036[4:Res:98390.0,443.1] || equal(intersection(intersection(u,union(v,null_class)),w),universal_class)** -> member(omega,v).
% 299.74/300.44 102150[4:Res:92197.1,71389.0] || subclass(u,not_subclass_element(union(null_class,u),v))* -> subclass(union(null_class,u),v).
% 299.74/300.44 102151[4:Res:92198.1,71389.0] || subclass(u,not_subclass_element(union(u,null_class),v))* -> subclass(union(u,null_class),v).
% 299.74/300.44 102281[0:Rew:31362.0,102265.1] || member(not_subclass_element(complement(u),v),union(u,u))* -> subclass(complement(u),v).
% 299.74/300.44 102284[4:Rew:28748.0,102226.1,75578.0,102226.1,10128.0,102226.1,28748.0,102226.0,75578.0,102226.0] || member(not_subclass_element(complement(u),v),union(u,null_class))* -> subclass(complement(u),v).
% 299.74/300.44 102286[4:Rew:28748.0,102254.1,10128.0,102254.1,28748.0,102254.0] || member(not_subclass_element(complement(u),v),union(null_class,u))* -> subclass(complement(u),v).
% 299.74/300.44 102376[0:Rew:102293.0,88101.0] || -> subclass(complement(union(symmetric_difference(u,v),w)),complement(union(symmetric_difference(v,u),w)))*.
% 299.74/300.44 102388[4:Rew:102293.0,84019.0] || -> subclass(complement(union(apply(null_class,u),v)),complement(union(apply(null_class,w),v)))*.
% 299.74/300.44 102436[4:Rew:102293.0,82625.0] || -> subclass(complement(union(apply(null_class,u),v)),complement(union(sum_class(range_of(null_class)),v)))*.
% 299.74/300.44 102454[4:Rew:102293.0,82692.0] || -> subclass(complement(union(sum_class(range_of(null_class)),u)),complement(union(apply(null_class,v),u)))*.
% 299.74/300.44 102458[0:Rew:102293.0,79690.0] || -> equal(union(intersection(u,v),complement(union(v,u))),complement(symmetric_difference(v,u)))**.
% 299.74/300.44 102465[0:Rew:102293.0,84895.1] || subclass(complement(u),union(v,u))* -> equal(complement(union(v,u)),null_class).
% 299.74/300.44 102471[0:Rew:102293.0,88146.0] || -> subclass(complement(union(u,symmetric_difference(v,w))),complement(union(u,symmetric_difference(w,v))))*.
% 299.74/300.44 102476[4:Rew:102293.0,84063.0] || -> subclass(complement(union(u,apply(null_class,v))),complement(union(u,apply(null_class,w))))*.
% 299.74/300.44 102480[4:Rew:102293.0,82736.0] || -> subclass(complement(union(u,sum_class(range_of(null_class)))),complement(union(u,apply(null_class,v))))*.
% 299.74/300.44 102485[4:Rew:102293.0,82669.0] || -> subclass(complement(union(u,apply(null_class,v))),complement(union(u,sum_class(range_of(null_class)))))*.
% 299.74/300.44 102788[0:Rew:102293.0,79929.0] || member(u,complement(union(v,w)))* member(u,union(w,v)) -> .
% 299.74/300.44 102791[0:Rew:102293.0,8291.0] || -> subclass(symmetric_difference(complement(u),union(v,w)),union(u,complement(union(v,w))))*.
% 299.74/300.44 103113[0:Rew:102293.0,82340.0] || -> subclass(symmetric_difference(complement(u),union(v,w)),union(complement(union(v,w)),u))*.
% 299.74/300.44 103129[0:Rew:102293.0,8301.0] || -> subclass(symmetric_difference(union(u,v),complement(w)),union(complement(union(u,v)),w))*.
% 299.74/300.44 103938[0:Rew:75578.0,103306.0] || -> equal(intersection(power_class(complement(union(u,v))),image(element_relation,union(u,v))),null_class)**.
% 299.74/300.44 103939[4:Rew:80005.0,103307.0] || -> equal(union(power_class(complement(union(u,v))),image(element_relation,union(u,v))),universal_class)**.
% 299.74/300.44 103940[4:Rew:80566.0,103308.0] || -> equal(symmetric_difference(power_class(complement(union(u,v))),image(element_relation,union(u,v))),universal_class)**.
% 299.74/300.44 103331[4:Rew:102293.0,61662.0] || -> subclass(complement(successor(power_class(complement(union(u,v))))),image(element_relation,union(u,v)))*.
% 299.74/300.44 103332[4:Rew:102293.0,59951.0] || -> subclass(complement(successor(image(element_relation,union(u,v)))),power_class(complement(union(u,v))))*.
% 299.74/300.44 103352[4:Rew:102293.0,64662.0] || equal(successor(complement(union(u,v))),null_class)** -> equal(union(u,v),universal_class).
% 299.74/300.44 103378[0:Rew:102293.0,84896.1] || subclass(complement(u),union(u,v))* -> equal(complement(union(u,v)),null_class).
% 299.74/300.44 103408[4:Rew:102293.0,35912.0] || equal(complement(union(u,v)),universal_class) -> equal(complement(symmetric_difference(u,v)),universal_class)**.
% 299.74/300.44 103426[0:Rew:102293.0,35897.0] || -> subclass(symmetric_difference(intersection(u,v),complement(union(u,v))),complement(symmetric_difference(u,v)))*.
% 299.74/300.44 103442[0:Rew:102293.0,82337.0] || -> subclass(symmetric_difference(union(u,v),complement(w)),union(w,complement(union(u,v))))*.
% 299.74/300.44 103574[9:Rew:103496.0,96351.1] function(union(null_class,union(u,null_class))) || -> subclass(successor(union(u,null_class)),u)*.
% 299.74/300.44 103774[9:Rew:103496.0,97379.1] function(union(null_class,union(u,u))) || -> subclass(successor(union(u,u)),u)*.
% 299.74/300.44 103823[9:Rew:103496.0,96093.1] function(union(null_class,union(null_class,u))) || -> subclass(successor(union(null_class,u)),u)*.
% 299.74/300.44 103872[9:Rew:103871.0,74381.1] one_to_one(u) || -> equal(power_class(complement(successor(inverse(u)))),power_class(complement(inverse(u))))**.
% 299.74/300.44 103898[2:Rew:103871.0,45900.1] || subclass(complement(singleton(u)),null_class)* -> equal(power_class(complement(successor(u))),power_class(null_class)).
% 299.74/300.44 103903[4:Rew:103871.0,50115.1] || equal(null_class,u) -> equal(power_class(complement(successor(u))),power_class(complement(singleton(u))))**.
% 299.74/300.44 103905[4:Rew:103871.0,74161.1] || equal(singleton(u),null_class) -> equal(power_class(complement(successor(u))),power_class(complement(u)))**.
% 299.74/300.44 103958[9:Rew:103948.0,74277.1] function(u) || -> equal(union(v,complement(successor(u))),union(v,complement(u)))**.
% 299.74/300.44 104013[0:Rew:102293.0,102464.0] || -> equal(union(complement(union(u,v)),w),union(complement(union(v,u)),w))*.
% 299.74/300.44 104014[0:Rew:102293.0,102535.0] || -> equal(union(u,complement(union(v,w))),union(u,complement(union(w,v))))*.
% 299.74/300.44 104037[0:Rew:46.0,102774.0] || member(not_subclass_element(successor(u),v),complement(successor(u)))* -> subclass(successor(u),v).
% 299.74/300.44 104885[4:SpL:103878.0,72489.0] || equal(power_class(complement(singleton(null_class))),universal_class)** -> equal(singleton(complement(successor(null_class))),null_class).
% 299.74/300.44 104892[4:SpL:103878.0,72138.1] || member(complement(successor(null_class)),universal_class) subclass(universal_class,power_class(complement(singleton(null_class))))* -> .
% 299.74/300.44 105178[9:SpR:103496.0,75747.1] function(union(u,v)) || -> equal(successor(union(u,v)),union(u,v))**.
% 299.74/300.44 105695[9:SpR:105469.0,75747.1] function(complement(successor(u))) || -> equal(successor(complement(successor(u))),complement(successor(u)))**.
% 299.74/300.44 106497[4:Res:104084.0,1057.1] || equal(regular(complement(union(u,v))),universal_class)** -> member(null_class,union(u,v)).
% 299.74/300.44 106498[4:Res:104084.0,455.1] || equal(regular(complement(union(u,v))),universal_class)** -> member(x__dfg,union(u,v)).
% 299.74/300.44 106499[4:Res:104084.0,443.1] || equal(regular(complement(union(u,v))),universal_class)** -> member(omega,union(u,v)).
% 299.74/300.44 106909[4:Res:106883.0,3478.0] || -> equal(regular(complement(successor(null_class))),null_class) equal(regular(regular(complement(successor(null_class)))),null_class)**.
% 299.74/300.44 107181[9:Rew:103958.1,107045.1,103959.0,107045.1] function(u) || -> equal(union(complement(successor(u)),v),union(v,complement(u)))**.
% 299.74/300.44 107413[4:Res:106520.0,3480.0] || member(regular(regular(power_class(u))),power_class(u))* -> equal(regular(power_class(u)),null_class).
% 299.74/300.44 107432[4:Res:106521.0,3480.0] || member(regular(regular(successor(u))),successor(u))* -> equal(regular(successor(u)),null_class).
% 299.74/300.44 107538[0:SpR:103871.0,47963.0] || -> equal(image(element_relation,power_class(complement(successor(u)))),complement(power_class(image(element_relation,successor(u)))))**.
% 299.74/300.44 107539[0:SpR:103871.0,25086.1] || equal(image(element_relation,successor(u)),universal_class)** -> equal(power_class(complement(successor(u))),null_class).
% 299.74/300.44 107542[4:SpR:103871.0,47746.1] || equal(image(element_relation,successor(u)),null_class)** -> equal(power_class(complement(successor(u))),universal_class).
% 299.74/300.44 107566[0:SpR:103871.0,42566.0] || -> equal(intersection(power_class(complement(successor(u))),intersection(image(element_relation,successor(u)),v)),null_class)**.
% 299.74/300.44 107567[0:SpR:103871.0,43164.0] || -> equal(intersection(power_class(complement(successor(u))),intersection(v,image(element_relation,successor(u)))),null_class)**.
% 299.74/300.44 107594[0:SpR:103871.0,13856.1] || -> member(u,image(element_relation,successor(v))) subclass(singleton(u),power_class(complement(successor(v))))*.
% 299.74/300.44 107605[4:SpL:103871.0,61328.0] || equal(power_class(complement(successor(u))),null_class) -> equal(image(element_relation,successor(u)),universal_class)**.
% 299.74/300.44 107611[4:SpL:103871.0,62126.0] || equal(power_class(complement(successor(u))),universal_class) -> equal(image(element_relation,successor(u)),null_class)**.
% 299.74/300.44 107614[0:SpL:103871.0,1075.1] inductive(image(element_relation,successor(u))) || equal(power_class(complement(successor(u))),universal_class)** -> .
% 299.74/300.44 108378[0:Rew:75578.0,108231.0] || -> equal(intersection(union(u,complement(successor(v))),intersection(complement(u),successor(v))),null_class)**.
% 299.74/300.44 108379[4:Rew:80005.0,108232.0] || -> equal(union(union(u,complement(successor(v))),intersection(complement(u),successor(v))),universal_class)**.
% 299.74/300.44 108380[4:Rew:80566.0,108233.0] || -> equal(symmetric_difference(union(u,complement(successor(v))),intersection(complement(u),successor(v))),universal_class)**.
% 299.74/300.44 108251[4:SpR:103948.0,95322.0] || -> subclass(complement(successor(union(u,complement(successor(v))))),intersection(complement(u),successor(v)))*.
% 299.74/300.44 108252[4:SpR:103948.0,59945.0] || -> subclass(complement(successor(intersection(complement(u),successor(v)))),union(u,complement(successor(v))))*.
% 299.74/300.44 108408[4:Rew:28748.0,108291.1] || equal(null_class,u) -> equal(union(u,complement(successor(v))),complement(successor(v)))**.
% 299.74/300.44 108563[4:Rew:80005.0,108516.0] || -> subclass(regular(union(null_class,complement(apply(null_class,u)))),union(null_class,sum_class(range_of(null_class))))*.
% 299.74/300.44 108567[4:Rew:80005.0,108520.0] || -> subclass(regular(union(null_class,complement(apply(null_class,u)))),union(null_class,apply(null_class,v)))*.
% 299.74/300.44 108568[4:Rew:80005.0,108521.0] || -> subclass(regular(union(null_class,complement(sum_class(range_of(null_class))))),union(null_class,apply(null_class,u)))*.
% 299.74/300.44 108536[4:Res:106492.0,1057.1] || equal(regular(union(null_class,complement(u))),universal_class)** -> member(null_class,union(u,null_class)).
% 299.74/300.44 108537[4:Res:106492.0,455.1] || equal(regular(union(null_class,complement(u))),universal_class)** -> member(x__dfg,union(u,null_class)).
% 299.74/300.44 108538[4:Res:106492.0,443.1] || equal(regular(union(null_class,complement(u))),universal_class)** -> member(omega,union(u,null_class)).
% 299.74/300.44 108669[4:Res:106493.0,1057.1] || equal(regular(union(null_class,complement(u))),universal_class)** -> member(null_class,union(null_class,u)).
% 299.74/300.44 108670[4:Res:106493.0,455.1] || equal(regular(union(null_class,complement(u))),universal_class)** -> member(x__dfg,union(null_class,u)).
% 299.74/300.44 108671[4:Res:106493.0,443.1] || equal(regular(union(null_class,complement(u))),universal_class)** -> member(omega,union(null_class,u)).
% 299.74/300.44 108744[4:SpL:80128.0,107302.0] || subclass(complement(symmetric_difference(u,v)),null_class)* -> subclass(regular(null_class),symmetric_difference(v,u)).
% 299.74/300.44 108747[4:SpL:75151.0,107302.0] || subclass(complement(apply(null_class,u)),null_class)* -> subclass(regular(null_class),sum_class(range_of(null_class))).
% 299.74/300.44 108748[4:SpL:36664.0,107302.0] || subclass(union(null_class,complement(u)),null_class)* -> subclass(regular(null_class),union(u,u))*.
% 299.74/300.44 108749[4:SpL:74143.0,107302.0] || subclass(union(null_class,complement(u)),null_class)* -> subclass(regular(null_class),union(u,null_class)).
% 299.74/300.44 108750[4:SpL:29733.0,107302.0] || subclass(union(null_class,complement(u)),null_class)* -> subclass(regular(null_class),union(null_class,u)).
% 299.74/300.44 108751[4:SpL:75150.0,107302.0] || subclass(complement(apply(null_class,u)),null_class)* -> subclass(regular(null_class),apply(null_class,v))*.
% 299.74/300.44 108752[4:SpL:75151.0,107302.0] || subclass(complement(sum_class(range_of(null_class))),null_class)* -> subclass(regular(null_class),apply(null_class,u))*.
% 299.74/300.44 108858[4:Rew:80005.0,108787.0] || -> subclass(regular(union(null_class,sum_class(range_of(null_class)))),union(null_class,complement(apply(null_class,u))))*.
% 299.74/300.44 108862[4:Rew:80005.0,108791.0] || -> subclass(regular(union(null_class,apply(null_class,u))),union(null_class,complement(apply(null_class,v))))*.
% 299.74/300.44 108863[4:Rew:80005.0,108792.0] || -> subclass(regular(union(null_class,apply(null_class,u))),union(null_class,complement(sum_class(range_of(null_class)))))*.
% 299.74/300.44 108827[4:Res:107528.0,1057.1] || equal(regular(union(u,null_class)),universal_class) -> member(null_class,union(null_class,complement(u)))*.
% 299.74/300.44 108828[4:Res:107528.0,455.1] || equal(regular(union(u,null_class)),universal_class) -> member(x__dfg,union(null_class,complement(u)))*.
% 299.74/300.44 108829[4:Res:107528.0,443.1] || equal(regular(union(u,null_class)),universal_class) -> member(omega,union(null_class,complement(u)))*.
% 299.74/300.44 109090[4:Rew:103496.0,109089.0,28759.0,109089.0] || -> equal(union(union(null_class,symmetric_difference(u,v)),w),union(symmetric_difference(u,v),w))**.
% 299.74/300.44 109093[4:Rew:103496.0,109092.0,28759.0,109092.0] || -> equal(union(u,union(null_class,symmetric_difference(v,w))),union(u,symmetric_difference(v,w)))**.
% 299.74/300.44 109221[4:Res:107529.0,1057.1] || equal(regular(union(null_class,u)),universal_class) -> member(null_class,union(null_class,complement(u)))*.
% 299.74/300.44 109222[4:Res:107529.0,455.1] || equal(regular(union(null_class,u)),universal_class) -> member(x__dfg,union(null_class,complement(u)))*.
% 299.74/300.44 109223[4:Res:107529.0,443.1] || equal(regular(union(null_class,u)),universal_class) -> member(omega,union(null_class,complement(u)))*.
% 299.74/300.44 109357[4:Res:106491.0,1057.1] || equal(regular(union(null_class,complement(u))),universal_class)** -> member(null_class,union(u,u))*.
% 299.74/300.44 109358[4:Res:106491.0,455.1] || equal(regular(union(null_class,complement(u))),universal_class)** -> member(x__dfg,union(u,u))*.
% 299.74/300.44 109359[4:Res:106491.0,443.1] || equal(regular(union(null_class,complement(u))),universal_class)** -> member(omega,union(u,u))*.
% 299.74/300.44 109457[9:Res:107477.1,1057.1] function(u) || equal(regular(successor(u)),universal_class) -> member(null_class,complement(u))*.
% 299.74/300.44 109458[9:Res:107477.1,455.1] function(u) || equal(regular(successor(u)),universal_class) -> member(x__dfg,complement(u))*.
% 299.74/300.44 109459[9:Res:107477.1,443.1] function(u) || equal(regular(successor(u)),universal_class) -> member(omega,complement(u))*.
% 299.74/300.44 109533[4:Res:107527.0,1057.1] || equal(regular(union(u,u)),universal_class)** -> member(null_class,union(null_class,complement(u)))*.
% 299.74/300.44 109534[4:Res:107527.0,455.1] || equal(regular(union(u,u)),universal_class)** -> member(x__dfg,union(null_class,complement(u)))*.
% 299.74/300.44 109535[4:Res:107527.0,443.1] || equal(regular(union(u,u)),universal_class)** -> member(omega,union(null_class,complement(u)))*.
% 299.74/300.44 109767[4:SpR:106411.0,63899.1] || equal(successor(union(u,v)),null_class) -> equal(complement(union(v,u)),universal_class)**.
% 299.74/300.44 109769[0:SpR:106411.0,7868.0] || -> subclass(symmetric_difference(complement(union(u,v)),complement(w)),union(union(v,u),w))*.
% 299.74/300.44 109771[0:SpR:106411.0,80315.0] || -> subclass(symmetric_difference(complement(union(u,v)),complement(w)),union(w,union(v,u)))*.
% 299.74/300.44 109775[4:SpR:106411.0,20262.1] || -> member(singleton(null_class),union(u,v)) member(singleton(null_class),complement(union(v,u)))*.
% 299.74/300.44 109809[0:SpR:106411.0,43541.0] || -> equal(intersection(complement(union(u,v)),restrict(union(v,u),w,x)),null_class)**.
% 299.74/300.44 109824[0:SpR:106411.0,7868.0] || -> subclass(symmetric_difference(complement(u),complement(union(v,w))),union(u,union(w,v)))*.
% 299.74/300.44 109826[0:SpR:106411.0,80315.0] || -> subclass(symmetric_difference(complement(u),complement(union(v,w))),union(union(w,v),u))*.
% 299.74/300.44 109976[2:SpL:106411.0,37648.1] || equal(union(u,v),domain_relation) subclass(universal_class,complement(union(v,u)))* -> .
% 299.74/300.44 109977[2:SpL:106411.0,17229.1] || subclass(domain_relation,union(u,v)) subclass(universal_class,complement(union(v,u)))* -> .
% 299.74/300.44 109987[2:SpL:106411.0,37652.1] || equal(union(u,v),domain_relation) subclass(domain_relation,complement(union(v,u)))* -> .
% 299.74/300.44 109988[2:SpL:106411.0,14644.1] || subclass(domain_relation,union(u,v)) subclass(domain_relation,complement(union(v,u)))* -> .
% 299.74/300.44 109989[2:SpL:106411.0,14917.1] || equal(union(u,v),domain_relation) equal(complement(union(v,u)),domain_relation)** -> .
% 299.74/300.44 109996[4:SpL:106411.0,95426.0] || equal(successor(complement(union(u,v))),null_class)** -> subclass(universal_class,union(v,u)).
% 299.74/300.44 109997[4:SpL:106411.0,55718.0] || equal(successor(complement(union(u,v))),null_class)** -> member(x__dfg,union(v,u)).
% 299.74/300.44 109998[4:SpL:106411.0,55572.0] || equal(successor(complement(union(u,v))),null_class)** -> member(omega,union(v,u)).
% 299.74/300.44 109999[6:SpL:106411.0,55384.0] || equal(successor(complement(union(u,v))),null_class)** -> member(null_class,union(v,u)).
% 299.74/300.44 110000[4:SpL:106411.0,107302.0] || subclass(complement(union(u,v)),null_class)* -> subclass(regular(null_class),union(v,u)).
% 299.74/300.44 110001[4:SpL:106411.0,57575.0] || subclass(complement(union(u,v)),null_class)* -> member(singleton(w),union(v,u))*.
% 299.74/300.44 110323[4:Res:107482.0,1057.1] || equal(regular(union(u,v)),universal_class) -> member(null_class,complement(union(u,v)))*.
% 299.74/300.44 110324[4:Res:107482.0,455.1] || equal(regular(union(u,v)),universal_class) -> member(x__dfg,complement(union(u,v)))*.
% 299.74/300.44 110325[4:Res:107482.0,443.1] || equal(regular(union(u,v)),universal_class) -> member(omega,complement(union(u,v)))*.
% 299.74/300.44 110433[4:Res:109034.0,1057.1] || equal(regular(complement(symmetric_difference(u,v))),universal_class)** -> member(null_class,symmetric_difference(v,u)).
% 299.74/300.44 110434[4:Res:109034.0,455.1] || equal(regular(complement(symmetric_difference(u,v))),universal_class)** -> member(x__dfg,symmetric_difference(v,u)).
% 299.74/300.44 110435[4:Res:109034.0,443.1] || equal(regular(complement(symmetric_difference(u,v))),universal_class)** -> member(omega,symmetric_difference(v,u)).
% 299.74/300.44 110564[4:Res:109837.0,1057.1] || equal(regular(complement(union(u,v))),universal_class)** -> member(null_class,union(v,u)).
% 299.74/300.44 110565[4:Res:109837.0,455.1] || equal(regular(complement(union(u,v))),universal_class)** -> member(x__dfg,union(v,u)).
% 299.74/300.44 110566[4:Res:109837.0,443.1] || equal(regular(complement(union(u,v))),universal_class)** -> member(omega,union(v,u)).
% 299.74/300.44 110872[4:SpL:63899.1,109995.0] || equal(successor(union(u,v)),null_class)** equal(union(v,u),universal_class) -> .
% 299.74/300.44 111011[4:Res:110094.0,1057.1] || equal(regular(union(u,v)),universal_class) -> member(null_class,complement(union(v,u)))*.
% 299.74/300.44 111012[4:Res:110094.0,455.1] || equal(regular(union(u,v)),universal_class) -> member(x__dfg,complement(union(v,u)))*.
% 299.74/300.44 111013[4:Res:110094.0,443.1] || equal(regular(union(u,v)),universal_class) -> member(omega,complement(union(v,u)))*.
% 299.74/300.44 111140[4:Res:110385.0,1057.1] || equal(regular(complement(symmetric_difference(u,v))),universal_class)** -> member(null_class,symmetric_difference(u,v)).
% 299.74/300.44 111141[4:Res:110385.0,455.1] || equal(regular(complement(symmetric_difference(u,v))),universal_class)** -> member(x__dfg,symmetric_difference(u,v)).
% 299.74/300.44 111142[4:Res:110385.0,443.1] || equal(regular(complement(symmetric_difference(u,v))),universal_class)** -> member(omega,symmetric_difference(u,v)).
% 299.74/300.44 111257[4:SpR:39356.0,73202.0] || -> subclass(union(null_class,intersection(u,v)),intersection(v,union(null_class,intersection(u,v))))*.
% 299.74/300.44 111266[0:Res:73202.0,1057.1] || equal(intersection(intersection(u,v),w),universal_class)** -> member(null_class,intersection(v,w)).
% 299.74/300.44 111267[0:Res:73202.0,455.1] || equal(intersection(intersection(u,v),w),universal_class)** -> member(x__dfg,intersection(v,w)).
% 299.74/300.44 111268[0:Res:73202.0,443.1] || equal(intersection(intersection(u,v),w),universal_class)** -> member(omega,intersection(v,w)).
% 299.74/300.44 111672[0:SpR:569.0,73203.0] || -> subclass(intersection(symmetric_difference(complement(u),complement(v)),w),intersection(union(u,v),w))*.
% 299.74/300.44 111673[0:SpR:9395.0,73203.0] || -> subclass(intersection(symmetric_difference(complement(u),complement(singleton(u))),v),intersection(successor(u),v))*.
% 299.74/300.44 111700[4:SpR:39356.0,73203.0] || -> subclass(union(null_class,intersection(u,v)),intersection(u,union(null_class,intersection(u,v))))*.
% 299.74/300.44 111709[0:Res:73203.0,1057.1] || equal(intersection(intersection(u,v),w),universal_class)** -> member(null_class,intersection(u,w)).
% 299.74/300.44 111710[0:Res:73203.0,455.1] || equal(intersection(intersection(u,v),w),universal_class)** -> member(x__dfg,intersection(u,w)).
% 299.74/300.44 111711[0:Res:73203.0,443.1] || equal(intersection(intersection(u,v),w),universal_class)** -> member(omega,intersection(u,w)).
% 299.74/300.44 112333[4:Rew:28748.0,112184.0,75578.0,112184.0,10128.0,112184.0] || -> equal(symmetric_difference(successor(null_class),singleton(singleton(null_class))),union(successor(null_class),singleton(singleton(null_class))))**.
% 299.74/300.44 112760[6:Rew:28748.0,112709.0,75578.0,112709.0,80005.0,112709.0,10128.0,112709.0,80566.0,112709.0] || -> equal(symmetric_difference(successor(null_class),cross_product(u,v)),union(successor(null_class),cross_product(u,v)))**.
% 299.74/300.44 113173[6:SpR:112707.0,61.1] || member(ordered_pair(u,v),compose(successor(null_class),w))* -> member(v,range_of(null_class)).
% 299.74/300.44 114013[4:Rew:112653.1,113968.2] || member(not_subclass_element(u,null_class),successor(null_class))* -> member(null_class,u) subclass(u,null_class).
% 299.74/300.44 114669[4:Res:111679.0,1057.1] || equal(intersection(union(null_class,u),v),universal_class)** -> member(null_class,intersection(u,v)).
% 299.74/300.44 114670[4:Res:111679.0,455.1] || equal(intersection(union(null_class,u),v),universal_class)** -> member(x__dfg,intersection(u,v)).
% 299.74/300.44 114671[4:Res:111679.0,443.1] || equal(intersection(union(null_class,u),v),universal_class)** -> member(omega,intersection(u,v)).
% 299.74/300.44 114813[4:Res:111680.0,1057.1] || equal(intersection(union(u,null_class),v),universal_class)** -> member(null_class,intersection(u,v)).
% 299.74/300.44 114814[4:Res:111680.0,455.1] || equal(intersection(union(u,null_class),v),universal_class)** -> member(x__dfg,intersection(u,v)).
% 299.74/300.44 114815[4:Res:111680.0,443.1] || equal(intersection(union(u,null_class),v),universal_class)** -> member(omega,intersection(u,v)).
% 299.74/300.44 114975[4:Res:114571.0,1057.1] || equal(intersection(union(null_class,u),v),universal_class)** -> member(null_class,intersection(v,u)).
% 299.74/300.44 114976[4:Res:114571.0,455.1] || equal(intersection(union(null_class,u),v),universal_class)** -> member(x__dfg,intersection(v,u)).
% 299.74/300.44 114977[4:Res:114571.0,443.1] || equal(intersection(union(null_class,u),v),universal_class)** -> member(omega,intersection(v,u)).
% 299.74/300.44 115935[4:Rew:31362.0,115861.0] || equal(complement(union(u,v)),null_class) -> subclass(complement(union(u,v)),w)*.
% 299.74/300.44 116249[4:SpR:115340.0,71286.1] || subclass(union(null_class,complement(u)),u)* -> equal(union(null_class,complement(u)),null_class).
% 299.74/300.44 116913[4:Res:114646.0,1057.1] || equal(intersection(u,union(null_class,v)),universal_class)** -> member(null_class,intersection(v,u)).
% 299.74/300.44 116914[4:Res:114646.0,455.1] || equal(intersection(u,union(null_class,v)),universal_class)** -> member(x__dfg,intersection(v,u)).
% 299.74/300.44 116915[4:Res:114646.0,443.1] || equal(intersection(u,union(null_class,v)),universal_class)** -> member(omega,intersection(v,u)).
% 299.74/300.44 117263[4:Res:114727.0,1057.1] || equal(intersection(union(u,null_class),v),universal_class)** -> member(null_class,intersection(v,u)).
% 299.74/300.44 117264[4:Res:114727.0,455.1] || equal(intersection(union(u,null_class),v),universal_class)** -> member(x__dfg,intersection(v,u)).
% 299.74/300.44 117265[4:Res:114727.0,443.1] || equal(intersection(union(u,null_class),v),universal_class)** -> member(omega,intersection(v,u)).
% 299.74/300.44 117405[4:SpR:71286.1,114791.0] || subclass(union(u,null_class),v) -> subclass(union(u,null_class),intersection(u,v))*.
% 299.74/300.44 117411[4:Res:114791.0,1057.1] || equal(intersection(u,union(v,null_class)),universal_class)** -> member(null_class,intersection(v,u)).
% 299.74/300.44 117412[4:Res:114791.0,455.1] || equal(intersection(u,union(v,null_class)),universal_class)** -> member(x__dfg,intersection(v,u)).
% 299.74/300.44 117413[4:Res:114791.0,443.1] || equal(intersection(u,union(v,null_class)),universal_class)** -> member(omega,intersection(v,u)).
% 299.74/300.44 117755[4:SpR:71286.1,114952.0] || subclass(union(null_class,u),v) -> subclass(union(null_class,u),intersection(v,u))*.
% 299.74/300.44 117761[4:Res:114952.0,1057.1] || equal(intersection(u,union(null_class,v)),universal_class)** -> member(null_class,intersection(u,v)).
% 299.74/300.44 117762[4:Res:114952.0,455.1] || equal(intersection(u,union(null_class,v)),universal_class)** -> member(x__dfg,intersection(u,v)).
% 299.74/300.44 117763[4:Res:114952.0,443.1] || equal(intersection(u,union(null_class,v)),universal_class)** -> member(omega,intersection(u,v)).
% 299.74/300.44 118627[4:SpR:71286.1,117240.0] || subclass(union(u,null_class),v) -> subclass(union(u,null_class),intersection(v,u))*.
% 299.74/300.44 118633[4:Res:117240.0,1057.1] || equal(intersection(u,union(v,null_class)),universal_class)** -> member(null_class,intersection(u,v)).
% 299.74/300.44 118634[4:Res:117240.0,455.1] || equal(intersection(u,union(v,null_class)),universal_class)** -> member(x__dfg,intersection(u,v)).
% 299.74/300.44 118635[4:Res:117240.0,443.1] || equal(intersection(u,union(v,null_class)),universal_class)** -> member(omega,intersection(u,v)).
% 299.74/300.44 119356[4:Rew:119127.1,48399.1] || equal(intersection(power_class(u),complement(v)),universal_class)** -> equal(union(null_class,v),null_class).
% 299.74/300.44 119362[4:Rew:119128.1,108216.1] || equal(intersection(complement(u),successor(v)),universal_class)** -> equal(union(u,null_class),null_class).
% 299.74/300.44 119366[4:Rew:119128.1,48111.1] || equal(intersection(complement(u),power_class(v)),universal_class)** -> equal(union(u,null_class),null_class).
% 299.74/300.44 120101[4:SpL:9395.0,118097.0] || equal(symmetric_difference(complement(u),complement(singleton(u))),universal_class)** -> subclass(v,successor(u))*.
% 299.74/300.44 120479[0:SpR:569.0,73512.0] || -> subclass(intersection(u,symmetric_difference(complement(v),complement(w))),intersection(union(v,w),u))*.
% 299.74/300.44 120480[0:SpR:9395.0,73512.0] || -> subclass(intersection(u,symmetric_difference(complement(v),complement(singleton(v)))),intersection(successor(v),u))*.
% 299.74/300.44 120520[0:Res:73512.0,1057.1] || equal(intersection(u,intersection(v,w)),universal_class)** -> member(null_class,intersection(v,u)).
% 299.74/300.44 120521[0:Res:73512.0,455.1] || equal(intersection(u,intersection(v,w)),universal_class)** -> member(x__dfg,intersection(v,u)).
% 299.74/300.44 120522[0:Res:73512.0,443.1] || equal(intersection(u,intersection(v,w)),universal_class)** -> member(omega,intersection(v,u)).
% 299.74/300.44 120692[0:Res:73515.0,1057.1] || equal(intersection(u,intersection(v,w)),universal_class)** -> member(null_class,intersection(w,u)).
% 299.74/300.44 120693[0:Res:73515.0,455.1] || equal(intersection(u,intersection(v,w)),universal_class)** -> member(x__dfg,intersection(w,u)).
% 299.74/300.44 120694[0:Res:73515.0,443.1] || equal(intersection(u,intersection(v,w)),universal_class)** -> member(omega,intersection(w,u)).
% 299.74/300.44 120843[4:SpR:90326.0,111679.0] || -> subclass(intersection(union(null_class,u),v),intersection(u,intersection(union(null_class,u),v)))*.
% 299.74/300.44 120854[4:SpR:90326.0,111680.0] || -> subclass(intersection(union(u,null_class),v),intersection(u,intersection(union(u,null_class),v)))*.
% 299.74/300.44 121350[4:SpR:90468.0,111679.0] || -> subclass(intersection(u,union(null_class,v)),intersection(v,intersection(u,union(null_class,v))))*.
% 299.74/300.44 121361[4:SpR:90468.0,111680.0] || -> subclass(intersection(u,union(v,null_class)),intersection(v,intersection(u,union(v,null_class))))*.
% 299.74/300.44 121885[0:Res:91863.0,1057.1] || equal(intersection(u,symmetric_difference(v,w)),universal_class)** -> member(null_class,union(w,v)).
% 299.74/300.44 121886[0:Res:91863.0,455.1] || equal(intersection(u,symmetric_difference(v,w)),universal_class)** -> member(x__dfg,union(w,v)).
% 299.74/300.44 121887[0:Res:91863.0,443.1] || equal(intersection(u,symmetric_difference(v,w)),universal_class)** -> member(omega,union(w,v)).
% 299.74/300.44 121974[4:Res:92199.1,1057.1] || subclass(u,v)* equal(union(u,u),universal_class)** -> member(null_class,v).
% 299.74/300.44 121975[4:Res:92199.1,455.1] || subclass(u,v)* equal(union(u,u),universal_class)** -> member(x__dfg,v).
% 299.74/300.44 121976[4:Res:92199.1,443.1] || subclass(u,v)* equal(union(u,u),universal_class)** -> member(omega,v).
% 299.74/300.44 122012[4:Res:92199.1,71389.0] || subclass(u,not_subclass_element(union(u,u),v))* -> subclass(union(u,u),v).
% 299.74/300.44 122123[0:Res:92692.0,1057.1] || equal(intersection(symmetric_difference(u,v),w),universal_class)** -> member(null_class,union(v,u)).
% 299.74/300.44 122124[0:Res:92692.0,455.1] || equal(intersection(symmetric_difference(u,v),w),universal_class)** -> member(x__dfg,union(v,u)).
% 299.74/300.44 122125[0:Res:92692.0,443.1] || equal(intersection(symmetric_difference(u,v),w),universal_class)** -> member(omega,union(v,u)).
% 299.74/300.44 122235[4:SpR:92837.1,119503.0] || subclass(u,singleton(u)) -> equal(intersection(successor(u),complement(u)),successor(u))**.
% 299.74/300.44 122884[4:Rew:122883.1,64403.1] || equal(union(null_class,regular(ordered_pair(u,v))),null_class)** -> equal(singleton(u),null_class).
% 299.74/300.44 123437[0:SpL:569.0,92873.0] || subclass(u,symmetric_difference(complement(v),complement(w)))* -> subclass(u,union(v,w)).
% 299.74/300.44 123438[0:SpL:9395.0,92873.0] || subclass(u,symmetric_difference(complement(v),complement(singleton(v))))* -> subclass(u,successor(v)).
% 299.74/300.44 123498[9:Res:79114.1,92873.0] function(intersection(u,v)) || -> subclass(intersection(successor(intersection(u,v)),w),u)*.
% 299.74/300.44 123509[9:Res:79218.1,92873.0] function(intersection(u,v)) || -> subclass(intersection(w,successor(intersection(u,v))),u)*.
% 299.74/300.44 124297[4:Res:123484.0,1057.1] || equal(regular(union(null_class,complement(intersection(u,v)))),universal_class)** -> member(null_class,u).
% 299.74/300.44 124298[4:Res:123484.0,455.1] || equal(regular(union(null_class,complement(intersection(u,v)))),universal_class)** -> member(x__dfg,u).
% 299.74/300.44 124299[4:Res:123484.0,443.1] || equal(regular(union(null_class,complement(intersection(u,v)))),universal_class)** -> member(omega,u).
% 299.74/300.44 124387[4:Rew:108911.0,124252.0] || -> subclass(regular(complement(symmetric_difference(complement(u),power_class(v)))),union(u,complement(power_class(v))))*.
% 299.74/300.44 124477[4:Res:124223.0,1057.1] || equal(regular(union(null_class,complement(intersection(u,v)))),universal_class)** -> member(null_class,v).
% 299.74/300.44 124478[4:Res:124223.0,455.1] || equal(regular(union(null_class,complement(intersection(u,v)))),universal_class)** -> member(x__dfg,v).
% 299.74/300.44 124479[4:Res:124223.0,443.1] || equal(regular(union(null_class,complement(intersection(u,v)))),universal_class)** -> member(omega,v).
% 299.74/300.44 124560[4:Rew:108911.0,124428.0] || -> subclass(regular(complement(symmetric_difference(cross_product(u,v),w))),complement(restrict(w,u,v)))*.
% 299.74/300.44 124561[4:Rew:108911.0,124429.0] || -> subclass(regular(complement(symmetric_difference(u,cross_product(v,w)))),complement(restrict(u,v,w)))*.
% 299.74/300.44 124564[4:Rew:108911.0,124441.0] || -> subclass(regular(complement(symmetric_difference(power_class(u),complement(v)))),union(complement(power_class(u)),v))*.
% 299.74/300.44 124937[4:SpR:80128.0,124374.0] || -> subclass(regular(union(symmetric_difference(u,v),complement(power_class(w)))),complement(symmetric_difference(v,u)))*.
% 299.74/300.44 124940[4:SpR:75151.0,124374.0] || -> subclass(regular(union(sum_class(range_of(null_class)),complement(power_class(u)))),complement(apply(null_class,v)))*.
% 299.74/300.44 124941[4:SpR:106411.0,124374.0] || -> subclass(regular(union(union(u,v),complement(power_class(w)))),complement(union(v,u)))*.
% 299.74/300.44 124942[4:SpR:36664.0,124374.0] || -> subclass(regular(union(union(u,u),complement(power_class(v)))),union(null_class,complement(u)))*.
% 299.74/300.44 124943[4:SpR:74143.0,124374.0] || -> subclass(regular(union(union(u,null_class),complement(power_class(v)))),union(null_class,complement(u)))*.
% 299.74/300.44 124944[4:SpR:29733.0,124374.0] || -> subclass(regular(union(union(null_class,u),complement(power_class(v)))),union(null_class,complement(u)))*.
% 299.74/300.44 124946[4:SpR:75150.0,124374.0] || -> subclass(regular(union(apply(null_class,u),complement(power_class(v)))),complement(apply(null_class,w)))*.
% 299.74/300.44 124947[4:SpR:75151.0,124374.0] || -> subclass(regular(union(apply(null_class,u),complement(power_class(v)))),complement(sum_class(range_of(null_class))))*.
% 299.74/300.44 124983[4:Res:124374.0,1057.1] || equal(regular(union(u,complement(power_class(v)))),universal_class)** -> member(null_class,complement(u)).
% 299.74/300.44 124984[4:Res:124374.0,455.1] || equal(regular(union(u,complement(power_class(v)))),universal_class)** -> member(x__dfg,complement(u)).
% 299.74/300.44 124985[4:Res:124374.0,443.1] || equal(regular(union(u,complement(power_class(v)))),universal_class)** -> member(omega,complement(u)).
% 299.74/300.44 125032[4:SpR:80128.0,124375.0] || -> subclass(regular(union(symmetric_difference(u,v),complement(successor(w)))),complement(symmetric_difference(v,u)))*.
% 299.74/300.44 125035[4:SpR:75151.0,124375.0] || -> subclass(regular(union(sum_class(range_of(null_class)),complement(successor(u)))),complement(apply(null_class,v)))*.
% 299.74/300.44 125036[4:SpR:106411.0,124375.0] || -> subclass(regular(union(union(u,v),complement(successor(w)))),complement(union(v,u)))*.
% 299.74/300.44 125037[4:SpR:36664.0,124375.0] || -> subclass(regular(union(union(u,u),complement(successor(v)))),union(null_class,complement(u)))*.
% 299.74/300.44 125038[4:SpR:74143.0,124375.0] || -> subclass(regular(union(union(u,null_class),complement(successor(v)))),union(null_class,complement(u)))*.
% 299.74/300.44 125039[4:SpR:29733.0,124375.0] || -> subclass(regular(union(union(null_class,u),complement(successor(v)))),union(null_class,complement(u)))*.
% 299.74/300.44 125041[4:SpR:75150.0,124375.0] || -> subclass(regular(union(apply(null_class,u),complement(successor(v)))),complement(apply(null_class,w)))*.
% 299.74/300.44 125042[4:SpR:75151.0,124375.0] || -> subclass(regular(union(apply(null_class,u),complement(successor(v)))),complement(sum_class(range_of(null_class))))*.
% 299.74/300.44 125069[4:Res:124375.0,1057.1] || equal(regular(union(u,complement(successor(v)))),universal_class)** -> member(null_class,complement(u)).
% 299.74/300.44 125070[4:Res:124375.0,455.1] || equal(regular(union(u,complement(successor(v)))),universal_class)** -> member(x__dfg,complement(u)).
% 299.74/300.44 125071[4:Res:124375.0,443.1] || equal(regular(union(u,complement(successor(v)))),universal_class)** -> member(omega,complement(u)).
% 299.74/300.44 125145[4:Res:124376.0,1057.1] || equal(regular(union(complement(power_class(u)),v)),universal_class)** -> member(null_class,power_class(u)).
% 299.74/300.44 125146[4:Res:124376.0,455.1] || equal(regular(union(complement(power_class(u)),v)),universal_class)** -> member(x__dfg,power_class(u)).
% 299.74/300.44 125147[4:Res:124376.0,443.1] || equal(regular(union(complement(power_class(u)),v)),universal_class)** -> member(omega,power_class(u)).
% 299.74/300.44 125256[4:Res:124549.0,1057.1] || equal(regular(union(u,complement(power_class(v)))),universal_class)** -> member(null_class,power_class(v)).
% 299.74/300.44 125257[4:Res:124549.0,455.1] || equal(regular(union(u,complement(power_class(v)))),universal_class)** -> member(x__dfg,power_class(v)).
% 299.74/300.44 125258[4:Res:124549.0,443.1] || equal(regular(union(u,complement(power_class(v)))),universal_class)** -> member(omega,power_class(v)).
% 299.74/300.44 125297[4:Res:124550.0,1057.1] || equal(regular(union(u,complement(successor(v)))),universal_class)** -> member(null_class,successor(v)).
% 299.74/300.44 125298[4:Res:124550.0,455.1] || equal(regular(union(u,complement(successor(v)))),universal_class)** -> member(x__dfg,successor(v)).
% 299.74/300.44 125299[4:Res:124550.0,443.1] || equal(regular(union(u,complement(successor(v)))),universal_class)** -> member(omega,successor(v)).
% 299.74/300.44 125629[4:SpR:80128.0,124551.0] || -> subclass(regular(union(complement(power_class(u)),symmetric_difference(v,w))),complement(symmetric_difference(w,v)))*.
% 299.74/300.44 125633[4:SpR:106411.0,124551.0] || -> subclass(regular(union(complement(power_class(u)),union(v,w))),complement(union(w,v)))*.
% 299.74/300.44 125634[4:SpR:36664.0,124551.0] || -> subclass(regular(union(complement(power_class(u)),union(v,v))),union(null_class,complement(v)))*.
% 299.74/300.44 125635[4:SpR:74143.0,124551.0] || -> subclass(regular(union(complement(power_class(u)),union(v,null_class))),union(null_class,complement(v)))*.
% 299.74/300.44 125636[4:SpR:29733.0,124551.0] || -> subclass(regular(union(complement(power_class(u)),union(null_class,v))),union(null_class,complement(v)))*.
% 299.74/300.44 125681[4:Res:124551.0,1057.1] || equal(regular(union(complement(power_class(u)),v)),universal_class)** -> member(null_class,complement(v)).
% 299.74/300.44 125682[4:Res:124551.0,455.1] || equal(regular(union(complement(power_class(u)),v)),universal_class)** -> member(x__dfg,complement(v)).
% 299.74/300.44 125683[4:Res:124551.0,443.1] || equal(regular(union(complement(power_class(u)),v)),universal_class)** -> member(omega,complement(v)).
% 299.74/300.44 125739[4:SpR:80128.0,125049.0] || -> subclass(regular(union(complement(successor(u)),symmetric_difference(v,w))),complement(symmetric_difference(w,v)))*.
% 299.74/300.44 125743[4:SpR:106411.0,125049.0] || -> subclass(regular(union(complement(successor(u)),union(v,w))),complement(union(w,v)))*.
% 299.74/300.44 125744[4:SpR:36664.0,125049.0] || -> subclass(regular(union(complement(successor(u)),union(v,v))),union(null_class,complement(v)))*.
% 299.74/300.44 125745[4:SpR:74143.0,125049.0] || -> subclass(regular(union(complement(successor(u)),union(v,null_class))),union(null_class,complement(v)))*.
% 299.74/300.44 125746[4:SpR:29733.0,125049.0] || -> subclass(regular(union(complement(successor(u)),union(null_class,v))),union(null_class,complement(v)))*.
% 299.74/300.44 125748[4:SpR:75150.0,125049.0] || -> subclass(regular(union(complement(successor(u)),apply(null_class,v))),complement(apply(null_class,w)))*.
% 299.74/300.44 125749[4:SpR:75151.0,125049.0] || -> subclass(regular(union(complement(successor(u)),apply(null_class,v))),complement(sum_class(range_of(null_class))))*.
% 299.74/300.44 125781[4:Res:125049.0,1057.1] || equal(regular(union(complement(successor(u)),v)),universal_class)** -> member(null_class,complement(v)).
% 299.74/300.44 125782[4:Res:125049.0,455.1] || equal(regular(union(complement(successor(u)),v)),universal_class)** -> member(x__dfg,complement(v)).
% 299.74/300.44 125783[4:Res:125049.0,443.1] || equal(regular(union(complement(successor(u)),v)),universal_class)** -> member(omega,complement(v)).
% 299.74/300.44 125845[4:Res:125277.0,1057.1] || equal(regular(union(complement(successor(u)),v)),universal_class)** -> member(null_class,successor(u)).
% 299.74/300.44 125846[4:Res:125277.0,455.1] || equal(regular(union(complement(successor(u)),v)),universal_class)** -> member(x__dfg,successor(u)).
% 299.74/300.44 125847[4:Res:125277.0,443.1] || equal(regular(union(complement(successor(u)),v)),universal_class)** -> member(omega,successor(u)).
% 299.74/300.44 126074[4:SpR:569.0,123479.0] || -> subclass(union(null_class,intersection(symmetric_difference(complement(u),complement(v)),w)),union(u,v))*.
% 299.74/300.44 126075[4:SpR:9395.0,123479.0] || -> subclass(union(null_class,intersection(symmetric_difference(complement(u),complement(singleton(u))),v)),successor(u))*.
% 299.74/300.44 126127[4:Res:123479.0,1057.1] || equal(union(null_class,intersection(intersection(u,v),w)),universal_class)** -> member(null_class,u).
% 299.74/300.44 126128[4:Res:123479.0,455.1] || equal(union(null_class,intersection(intersection(u,v),w)),universal_class)** -> member(x__dfg,u).
% 299.74/300.44 126129[4:Res:123479.0,443.1] || equal(union(null_class,intersection(intersection(u,v),w)),universal_class)** -> member(omega,u).
% 299.74/300.44 126247[4:SpR:569.0,123491.0] || -> subclass(intersection(union(null_class,symmetric_difference(complement(u),complement(v))),w),union(u,v))*.
% 299.74/300.44 126248[4:SpR:9395.0,123491.0] || -> subclass(intersection(union(null_class,symmetric_difference(complement(u),complement(singleton(u)))),v),successor(u))*.
% 299.74/300.44 126302[4:Res:123491.0,1057.1] || equal(intersection(union(null_class,intersection(u,v)),w),universal_class)** -> member(null_class,u).
% 299.74/300.44 126303[4:Res:123491.0,455.1] || equal(intersection(union(null_class,intersection(u,v)),w),universal_class)** -> member(x__dfg,u).
% 299.74/300.44 126304[4:Res:123491.0,443.1] || equal(intersection(union(null_class,intersection(u,v)),w),universal_class)** -> member(omega,u).
% 299.74/300.44 126422[4:SpR:569.0,123520.0] || -> subclass(intersection(u,union(null_class,symmetric_difference(complement(v),complement(w)))),union(v,w))*.
% 299.74/300.44 126423[4:SpR:9395.0,123520.0] || -> subclass(intersection(u,union(null_class,symmetric_difference(complement(v),complement(singleton(v))))),successor(v))*.
% 299.74/300.44 126469[4:Res:123520.0,1057.1] || equal(intersection(u,union(null_class,intersection(v,w))),universal_class)** -> member(null_class,v).
% 299.74/300.44 126470[4:Res:123520.0,455.1] || equal(intersection(u,union(null_class,intersection(v,w))),universal_class)** -> member(x__dfg,v).
% 299.74/300.44 126471[4:Res:123520.0,443.1] || equal(intersection(u,union(null_class,intersection(v,w))),universal_class)** -> member(omega,v).
% 299.74/300.44 126584[4:SpR:569.0,123529.0] || -> subclass(union(null_class,intersection(u,symmetric_difference(complement(v),complement(w)))),union(v,w))*.
% 299.74/300.44 126585[4:SpR:9395.0,123529.0] || -> subclass(union(null_class,intersection(u,symmetric_difference(complement(v),complement(singleton(v))))),successor(v))*.
% 299.74/300.44 126633[4:Res:123529.0,1057.1] || equal(union(null_class,intersection(u,intersection(v,w))),universal_class)** -> member(null_class,v).
% 299.74/300.44 126634[4:Res:123529.0,455.1] || equal(union(null_class,intersection(u,intersection(v,w))),universal_class)** -> member(x__dfg,v).
% 299.74/300.44 126635[4:Res:123529.0,443.1] || equal(union(null_class,intersection(u,intersection(v,w))),universal_class)** -> member(omega,v).
% 299.74/300.44 126769[4:SpR:63899.1,123909.0] || equal(successor(successor(complement(restrict(u,v,w)))),null_class)** -> subclass(universal_class,u).
% 299.74/300.44 126774[4:Res:123909.0,1057.1] || equal(complement(successor(complement(restrict(u,v,w)))),universal_class)** -> member(null_class,u).
% 299.74/300.44 126775[4:Res:123909.0,455.1] || equal(complement(successor(complement(restrict(u,v,w)))),universal_class)** -> member(x__dfg,u).
% 299.74/300.44 126776[4:Res:123909.0,443.1] || equal(complement(successor(complement(restrict(u,v,w)))),universal_class)** -> member(omega,u).
% 299.74/300.44 126912[4:Res:124367.0,1057.1] || equal(regular(complement(symmetric_difference(u,v))),universal_class)** -> member(null_class,union(u,v)).
% 299.74/300.44 126913[4:Res:124367.0,455.1] || equal(regular(complement(symmetric_difference(u,v))),universal_class)** -> member(x__dfg,union(u,v)).
% 299.74/300.44 126914[4:Res:124367.0,443.1] || equal(regular(complement(symmetric_difference(u,v))),universal_class)** -> member(omega,union(u,v)).
% 299.74/300.44 127053[4:Res:126047.0,1057.1] || equal(union(null_class,intersection(intersection(u,v),w)),universal_class)** -> member(null_class,v).
% 299.74/300.44 127054[4:Res:126047.0,455.1] || equal(union(null_class,intersection(intersection(u,v),w)),universal_class)** -> member(x__dfg,v).
% 299.74/300.44 127055[4:Res:126047.0,443.1] || equal(union(null_class,intersection(intersection(u,v),w)),universal_class)** -> member(omega,v).
% 299.74/300.44 127196[9:SpR:75747.1,126220.0] function(intersection(u,v)) || -> subclass(intersection(successor(intersection(u,v)),w),v)*.
% 299.74/300.44 127228[4:Res:126220.0,1057.1] || equal(intersection(union(null_class,intersection(u,v)),w),universal_class)** -> member(null_class,v).
% 299.74/300.44 127229[4:Res:126220.0,455.1] || equal(intersection(union(null_class,intersection(u,v)),w),universal_class)** -> member(x__dfg,v).
% 299.74/300.44 127230[4:Res:126220.0,443.1] || equal(intersection(union(null_class,intersection(u,v)),w),universal_class)** -> member(omega,v).
% 299.74/300.44 127425[9:SpR:75747.1,126395.0] function(intersection(u,v)) || -> subclass(intersection(w,successor(intersection(u,v))),v)*.
% 299.74/300.44 127449[4:Res:126395.0,1057.1] || equal(intersection(u,union(null_class,intersection(v,w))),universal_class)** -> member(null_class,w).
% 299.74/300.44 127450[4:Res:126395.0,455.1] || equal(intersection(u,union(null_class,intersection(v,w))),universal_class)** -> member(x__dfg,w).
% 299.74/300.44 127451[4:Res:126395.0,443.1] || equal(intersection(u,union(null_class,intersection(v,w))),universal_class)** -> member(omega,w).
% 299.74/300.44 127616[4:Res:126557.0,1057.1] || equal(union(null_class,intersection(u,intersection(v,w))),universal_class)** -> member(null_class,w).
% 299.74/300.44 127617[4:Res:126557.0,455.1] || equal(union(null_class,intersection(u,intersection(v,w))),universal_class)** -> member(x__dfg,w).
% 299.74/300.44 127618[4:Res:126557.0,443.1] || equal(union(null_class,intersection(u,intersection(v,w))),universal_class)** -> member(omega,w).
% 299.74/300.44 127779[4:Res:126836.0,1057.1] || equal(regular(complement(symmetric_difference(u,v))),universal_class)** -> member(null_class,union(v,u)).
% 299.74/300.44 127780[4:Res:126836.0,455.1] || equal(regular(complement(symmetric_difference(u,v))),universal_class)** -> member(x__dfg,union(v,u)).
% 299.74/300.44 127781[4:Res:126836.0,443.1] || equal(regular(complement(symmetric_difference(u,v))),universal_class)** -> member(omega,union(v,u)).
% 299.74/300.44 128093[4:Rew:29733.0,128061.1] || member(u,universal_class) -> member(u,union(null_class,complement(v)))* member(u,v).
% 299.74/300.44 128546[4:Res:98788.0,1057.1] || equal(intersection(intersection(union(u,u),v),w),universal_class)** -> member(null_class,u).
% 299.74/300.44 128547[4:Res:98788.0,455.1] || equal(intersection(intersection(union(u,u),v),w),universal_class)** -> member(x__dfg,u).
% 299.74/300.44 128548[4:Res:98788.0,443.1] || equal(intersection(intersection(union(u,u),v),w),universal_class)** -> member(omega,u).
% 299.74/300.44 128729[4:Res:98926.0,1057.1] || equal(intersection(u,intersection(v,union(w,w))),universal_class)** -> member(null_class,w).
% 299.74/300.44 128730[4:Res:98926.0,455.1] || equal(intersection(u,intersection(v,union(w,w))),universal_class)** -> member(x__dfg,w).
% 299.74/300.44 128731[4:Res:98926.0,443.1] || equal(intersection(u,intersection(v,union(w,w))),universal_class)** -> member(omega,w).
% 299.74/300.44 128907[4:Res:99049.0,1057.1] || equal(intersection(u,intersection(union(v,v),w)),universal_class)** -> member(null_class,v).
% 299.74/300.44 128908[4:Res:99049.0,455.1] || equal(intersection(u,intersection(union(v,v),w)),universal_class)** -> member(x__dfg,v).
% 299.74/300.44 128909[4:Res:99049.0,443.1] || equal(intersection(u,intersection(union(v,v),w)),universal_class)** -> member(omega,v).
% 299.74/300.44 129092[4:Res:99476.0,1057.1] || equal(intersection(intersection(u,union(v,v)),w),universal_class)** -> member(null_class,v).
% 299.74/300.44 129093[4:Res:99476.0,455.1] || equal(intersection(intersection(u,union(v,v)),w),universal_class)** -> member(x__dfg,v).
% 299.74/300.44 129094[4:Res:99476.0,443.1] || equal(intersection(intersection(u,union(v,v)),w),universal_class)** -> member(omega,v).
% 299.74/300.44 129662[0:Res:111166.0,1057.1] || equal(intersection(intersection(u,v),w),universal_class)** -> member(null_class,intersection(w,v)).
% 299.74/300.44 129663[0:Res:111166.0,455.1] || equal(intersection(intersection(u,v),w),universal_class)** -> member(x__dfg,intersection(w,v)).
% 299.74/300.44 129664[0:Res:111166.0,443.1] || equal(intersection(intersection(u,v),w),universal_class)** -> member(omega,intersection(w,v)).
% 299.74/300.44 130167[2:SpR:47972.0,129832.0] || -> equal(intersection(image(element_relation,power_class(u)),intersection(v,power_class(complement(power_class(u))))),null_class)**.
% 299.74/300.44 130169[2:SpR:103871.0,129832.0] || -> equal(intersection(image(element_relation,successor(u)),intersection(v,power_class(complement(successor(u))))),null_class)**.
% 299.74/300.44 130392[4:Rew:28748.0,129997.0,75578.0,129997.0,10128.0,129997.0] || -> equal(symmetric_difference(u,intersection(v,complement(u))),union(u,intersection(v,complement(u))))**.
% 299.74/300.44 130622[2:SpR:47972.0,129959.0] || -> equal(intersection(image(element_relation,power_class(u)),intersection(power_class(complement(power_class(u))),v)),null_class)**.
% 299.74/300.44 130624[2:SpR:103871.0,129959.0] || -> equal(intersection(image(element_relation,successor(u)),intersection(power_class(complement(successor(u))),v)),null_class)**.
% 299.74/300.44 130849[4:Rew:28748.0,130450.0,75578.0,130450.0,10128.0,130450.0] || -> equal(symmetric_difference(u,intersection(complement(u),v)),union(u,intersection(complement(u),v)))**.
% 299.74/300.44 130865[4:MRR:130864.2,715.0] || equal(intersection(complement(compose(element_relation,universal_class)),u),universal_class)** member(null_class,element_relation) -> .
% 299.74/300.44 132793[4:Rew:28748.0,132518.0,75578.0,132518.0,10128.0,132518.0] || -> equal(symmetric_difference(singleton(u),union(null_class,u)),union(singleton(u),union(null_class,u)))**.
% 299.74/300.44 133080[4:Rew:28748.0,132831.0,75578.0,132831.0,10128.0,132831.0] || -> equal(symmetric_difference(singleton(u),union(u,null_class)),union(singleton(u),union(u,null_class)))**.
% 299.74/300.44 133399[4:SpR:132488.0,71286.1] || subclass(union(null_class,singleton(u)),u)* -> equal(union(null_class,singleton(u)),null_class).
% 299.74/300.44 133567[4:Rew:28748.0,133252.0,75578.0,133252.0,10128.0,133252.0] || -> equal(symmetric_difference(u,union(null_class,singleton(u))),union(u,union(null_class,singleton(u))))**.
% 299.74/300.44 134231[4:Rew:28748.0,133982.0,75578.0,133982.0,10128.0,133982.0] || -> equal(symmetric_difference(singleton(u),union(u,u)),union(singleton(u),union(u,u)))**.
% 299.74/300.44 134590[4:Rew:28748.0,134287.0,75578.0,134287.0,10128.0,134287.0] || -> equal(symmetric_difference(singleton(u),intersection(v,u)),union(singleton(u),intersection(v,u)))**.
% 299.74/300.44 134926[4:Rew:28748.0,134630.0,75578.0,134630.0,10128.0,134630.0] || -> equal(symmetric_difference(singleton(u),intersection(u,v)),union(singleton(u),intersection(u,v)))**.
% 299.74/300.44 135486[4:Rew:28748.0,135146.0,75578.0,135146.0,10128.0,135146.0] || -> equal(symmetric_difference(u,intersection(v,singleton(u))),union(u,intersection(v,singleton(u))))**.
% 299.74/300.44 135982[4:Rew:28748.0,135621.0,75578.0,135621.0,10128.0,135621.0] || -> equal(symmetric_difference(u,intersection(singleton(u),v)),union(u,intersection(singleton(u),v)))**.
% 299.74/300.44 136215[2:SpR:80128.0,130204.0] || -> equal(intersection(symmetric_difference(u,v),restrict(complement(symmetric_difference(v,u)),w,x)),null_class)**.
% 299.74/300.44 136218[4:SpR:75151.0,130204.0] || -> equal(intersection(sum_class(range_of(null_class)),restrict(complement(apply(null_class,u)),v,w)),null_class)**.
% 299.74/300.44 136219[2:SpR:106411.0,130204.0] || -> equal(intersection(union(u,v),restrict(complement(union(v,u)),w,x)),null_class)**.
% 299.74/300.44 136220[4:SpR:36664.0,130204.0] || -> equal(intersection(union(u,u),restrict(union(null_class,complement(u)),v,w)),null_class)**.
% 299.74/300.44 136221[4:SpR:74143.0,130204.0] || -> equal(intersection(union(u,null_class),restrict(union(null_class,complement(u)),v,w)),null_class)**.
% 299.74/300.44 136222[4:SpR:29733.0,130204.0] || -> equal(intersection(union(null_class,u),restrict(union(null_class,complement(u)),v,w)),null_class)**.
% 299.74/300.44 136224[4:SpR:75150.0,130204.0] || -> equal(intersection(apply(null_class,u),restrict(complement(apply(null_class,v)),w,x)),null_class)**.
% 299.74/300.44 136225[4:SpR:75151.0,130204.0] || -> equal(intersection(apply(null_class,u),restrict(complement(sum_class(range_of(null_class))),v,w)),null_class)**.
% 299.74/300.44 136452[2:SpR:130340.0,92837.1] || subclass(symmetric_difference(u,v),intersection(u,v))* -> equal(symmetric_difference(u,v),null_class).
% 299.74/300.44 136507[2:SpR:130340.0,71286.1] || subclass(intersection(u,v),symmetric_difference(u,v))* -> equal(intersection(u,v),null_class).
% 299.74/300.44 136739[4:Rew:136733.1,121617.1] || equal(symmetric_difference(complement(u),complement(v)),universal_class)** -> equal(union(u,v),universal_class).
% 299.74/300.44 136979[4:Res:415.2,136895.0] || subclass(u,cantor(singleton(cross_product(singleton(regular(u)),universal_class))))* -> equal(u,null_class).
% 299.74/300.44 136995[4:Res:13341.2,136895.0] || subclass(universal_class,cantor(singleton(cross_product(singleton(regular(u)),universal_class))))* -> equal(u,null_class).
% 299.74/300.44 137055[4:Res:415.2,132175.0] || subclass(u,singleton(v))* member(regular(u),v) -> equal(u,null_class).
% 299.74/300.44 137158[4:Res:17598.1,137098.0] || member(cantor(u),universal_class) -> equal(apply(u,cantor(u)),sum_class(range_of(null_class)))**.
% 299.74/300.44 137176[4:Res:61.1,137098.0] || member(ordered_pair(u,image(v,image(w,singleton(u)))),compose(v,w))* -> .
% 299.74/300.44 137919[2:SpR:136520.0,92837.1] || subclass(symmetric_difference(u,v),intersection(v,u))* -> equal(symmetric_difference(u,v),null_class).
% 299.74/300.44 137974[2:SpR:136520.0,71286.1] || subclass(intersection(u,v),symmetric_difference(v,u))* -> equal(intersection(u,v),null_class).
% 299.74/300.44 139143[4:SpL:63899.1,138256.0] || equal(successor(intersection(u,v)),null_class) member(universal_class,symmetric_difference(v,u))* -> .
% 299.74/300.44 139363[0:SpR:569.0,111609.0] || -> subclass(intersection(symmetric_difference(complement(u),complement(v)),w),intersection(w,union(u,v)))*.
% 299.74/300.44 139364[0:SpR:9395.0,111609.0] || -> subclass(intersection(symmetric_difference(complement(u),complement(singleton(u))),v),intersection(v,successor(u)))*.
% 299.74/300.44 139427[0:Res:111609.0,1057.1] || equal(intersection(intersection(u,v),w),universal_class)** -> member(null_class,intersection(w,u)).
% 299.74/300.44 139428[0:Res:111609.0,455.1] || equal(intersection(intersection(u,v),w),universal_class)** -> member(x__dfg,intersection(w,u)).
% 299.74/300.44 139429[0:Res:111609.0,443.1] || equal(intersection(intersection(u,v),w),universal_class)** -> member(omega,intersection(w,u)).
% 299.74/300.44 139870[4:SpR:92837.1,111681.0] || subclass(union(u,u),v) -> subclass(union(u,u),intersection(u,v))*.
% 299.74/300.44 139879[4:SpR:90468.0,111681.0] || -> subclass(intersection(u,union(v,v)),intersection(v,intersection(u,union(v,v))))*.
% 299.74/300.44 139882[4:SpR:90326.0,111681.0] || -> subclass(intersection(union(u,u),v),intersection(u,intersection(union(u,u),v)))*.
% 299.74/300.44 139908[4:Res:111681.0,1057.1] || equal(intersection(union(u,u),v),universal_class)** -> member(null_class,intersection(u,v)).
% 299.74/300.44 139909[4:Res:111681.0,455.1] || equal(intersection(union(u,u),v),universal_class)** -> member(x__dfg,intersection(u,v)).
% 299.74/300.44 139910[4:Res:111681.0,443.1] || equal(intersection(union(u,u),v),universal_class)** -> member(omega,intersection(u,v)).
% 299.74/300.44 140079[4:SpR:92837.1,114935.0] || subclass(union(u,u),v) -> subclass(union(u,u),intersection(v,u))*.
% 299.74/300.44 140117[4:Res:114935.0,1057.1] || equal(intersection(union(u,u),v),universal_class)** -> member(null_class,intersection(v,u)).
% 299.74/300.44 140118[4:Res:114935.0,455.1] || equal(intersection(union(u,u),v),universal_class)** -> member(x__dfg,intersection(v,u)).
% 299.74/300.44 140119[4:Res:114935.0,443.1] || equal(intersection(union(u,u),v),universal_class)** -> member(omega,intersection(v,u)).
% 299.74/300.44 140322[4:Res:116875.0,1057.1] || equal(intersection(u,union(v,v)),universal_class)** -> member(null_class,intersection(v,u)).
% 299.74/300.44 140323[4:Res:116875.0,455.1] || equal(intersection(u,union(v,v)),universal_class)** -> member(x__dfg,intersection(v,u)).
% 299.74/300.44 140324[4:Res:116875.0,443.1] || equal(intersection(u,union(v,v)),universal_class)** -> member(omega,intersection(v,u)).
% 299.74/300.44 140517[4:Res:117723.0,1057.1] || equal(intersection(u,union(v,v)),universal_class)** -> member(null_class,intersection(u,v)).
% 299.74/300.44 140518[4:Res:117723.0,455.1] || equal(intersection(u,union(v,v)),universal_class)** -> member(x__dfg,intersection(u,v)).
% 299.74/300.44 140519[4:Res:117723.0,443.1] || equal(intersection(u,union(v,v)),universal_class)** -> member(omega,intersection(u,v)).
% 299.74/300.44 140730[0:SpR:569.0,120407.0] || -> subclass(intersection(u,symmetric_difference(complement(v),complement(w))),intersection(u,union(v,w)))*.
% 299.74/300.44 140731[0:SpR:9395.0,120407.0] || -> subclass(intersection(u,symmetric_difference(complement(v),complement(singleton(v)))),intersection(u,successor(v)))*.
% 299.74/300.44 140790[0:Res:120407.0,1057.1] || equal(intersection(u,intersection(v,w)),universal_class)** -> member(null_class,intersection(u,v)).
% 299.74/300.44 140791[0:Res:120407.0,455.1] || equal(intersection(u,intersection(v,w)),universal_class)** -> member(x__dfg,intersection(u,v)).
% 299.74/300.44 140792[0:Res:120407.0,443.1] || equal(intersection(u,intersection(v,w)),universal_class)** -> member(omega,intersection(u,v)).
% 299.74/300.44 141023[0:Res:120579.0,1057.1] || equal(intersection(u,intersection(v,w)),universal_class)** -> member(null_class,intersection(u,w)).
% 299.74/300.44 141024[0:Res:120579.0,455.1] || equal(intersection(u,intersection(v,w)),universal_class)** -> member(x__dfg,intersection(u,w)).
% 299.74/300.44 141025[0:Res:120579.0,443.1] || equal(intersection(u,intersection(v,w)),universal_class)** -> member(omega,intersection(u,w)).
% 299.74/300.44 141132[0:SpL:569.0,123465.0] || equal(symmetric_difference(complement(u),complement(v)),w)* -> subclass(w,union(u,v))*.
% 299.74/300.44 141133[0:SpL:9395.0,123465.0] || equal(symmetric_difference(complement(u),complement(singleton(u))),v)* -> subclass(v,successor(u))*.
% 299.74/300.44 141202[0:SpR:569.0,123475.0] || -> subclass(intersection(intersection(symmetric_difference(complement(u),complement(v)),w),x),union(u,v))*.
% 299.74/300.44 141203[0:SpR:9395.0,123475.0] || -> subclass(intersection(intersection(symmetric_difference(complement(u),complement(singleton(u))),v),w),successor(u))*.
% 299.74/300.44 141298[0:Res:123475.0,1057.1] || equal(intersection(intersection(intersection(u,v),w),x),universal_class)** -> member(null_class,u).
% 299.74/300.44 141299[0:Res:123475.0,455.1] || equal(intersection(intersection(intersection(u,v),w),x),universal_class)** -> member(x__dfg,u).
% 299.74/300.44 141300[0:Res:123475.0,443.1] || equal(intersection(intersection(intersection(u,v),w),x),universal_class)** -> member(omega,u).
% 299.74/300.44 141573[0:SpR:569.0,123485.0] || -> subclass(intersection(u,intersection(v,symmetric_difference(complement(w),complement(x)))),union(w,x))*.
% 299.74/300.44 141574[0:SpR:9395.0,123485.0] || -> subclass(intersection(u,intersection(v,symmetric_difference(complement(w),complement(singleton(w))))),successor(w))*.
% 299.74/300.44 141659[0:Res:123485.0,1057.1] || equal(intersection(u,intersection(v,intersection(w,x))),universal_class)** -> member(null_class,w).
% 299.74/300.44 141660[0:Res:123485.0,455.1] || equal(intersection(u,intersection(v,intersection(w,x))),universal_class)** -> member(x__dfg,w).
% 299.74/300.44 141661[0:Res:123485.0,443.1] || equal(intersection(u,intersection(v,intersection(w,x))),universal_class)** -> member(omega,w).
% 299.74/300.44 141811[0:SpR:569.0,123517.0] || -> subclass(intersection(u,intersection(symmetric_difference(complement(v),complement(w)),x)),union(v,w))*.
% 299.74/300.44 141812[0:SpR:9395.0,123517.0] || -> subclass(intersection(u,intersection(symmetric_difference(complement(v),complement(singleton(v))),w)),successor(v))*.
% 299.74/300.44 141901[0:Res:123517.0,1057.1] || equal(intersection(u,intersection(intersection(v,w),x)),universal_class)** -> member(null_class,v).
% 299.74/300.44 141902[0:Res:123517.0,455.1] || equal(intersection(u,intersection(intersection(v,w),x)),universal_class)** -> member(x__dfg,v).
% 299.74/300.44 141903[0:Res:123517.0,443.1] || equal(intersection(u,intersection(intersection(v,w),x)),universal_class)** -> member(omega,v).
% 299.74/300.44 142056[0:SpR:569.0,123525.0] || -> subclass(intersection(intersection(u,symmetric_difference(complement(v),complement(w))),x),union(v,w))*.
% 299.74/300.44 142057[0:SpR:9395.0,123525.0] || -> subclass(intersection(intersection(u,symmetric_difference(complement(v),complement(singleton(v)))),w),successor(v))*.
% 299.74/300.44 142148[0:Res:123525.0,1057.1] || equal(intersection(intersection(u,intersection(v,w)),x),universal_class)** -> member(null_class,v).
% 299.74/300.44 142149[0:Res:123525.0,455.1] || equal(intersection(intersection(u,intersection(v,w)),x),universal_class)** -> member(x__dfg,v).
% 299.74/300.44 142150[0:Res:123525.0,443.1] || equal(intersection(intersection(u,intersection(v,w)),x),universal_class)** -> member(omega,v).
% 299.74/300.44 142796[0:Res:127908.0,1057.1] || equal(intersection(intersection(intersection(u,v),w),x),universal_class)** -> member(null_class,v).
% 299.74/300.44 142797[0:Res:127908.0,455.1] || equal(intersection(intersection(intersection(u,v),w),x),universal_class)** -> member(x__dfg,v).
% 299.74/300.44 142798[0:Res:127908.0,443.1] || equal(intersection(intersection(intersection(u,v),w),x),universal_class)** -> member(omega,v).
% 299.74/300.44 143039[0:Res:127918.0,1057.1] || equal(intersection(u,intersection(v,intersection(w,x))),universal_class)** -> member(null_class,x).
% 299.74/300.44 143040[0:Res:127918.0,455.1] || equal(intersection(u,intersection(v,intersection(w,x))),universal_class)** -> member(x__dfg,x).
% 299.74/300.44 143041[0:Res:127918.0,443.1] || equal(intersection(u,intersection(v,intersection(w,x))),universal_class)** -> member(omega,x).
% 299.74/300.44 143281[0:Res:127954.0,1057.1] || equal(intersection(u,intersection(intersection(v,w),x)),universal_class)** -> member(null_class,w).
% 299.74/300.44 143282[0:Res:127954.0,455.1] || equal(intersection(u,intersection(intersection(v,w),x)),universal_class)** -> member(x__dfg,w).
% 299.74/300.44 143283[0:Res:127954.0,443.1] || equal(intersection(u,intersection(intersection(v,w),x)),universal_class)** -> member(omega,w).
% 299.74/300.44 143528[0:Res:127963.0,1057.1] || equal(intersection(intersection(u,intersection(v,w)),x),universal_class)** -> member(null_class,w).
% 299.74/300.44 143529[0:Res:127963.0,455.1] || equal(intersection(intersection(u,intersection(v,w)),x),universal_class)** -> member(x__dfg,w).
% 299.74/300.44 143530[0:Res:127963.0,443.1] || equal(intersection(intersection(u,intersection(v,w)),x),universal_class)** -> member(omega,w).
% 299.74/300.44 144264[4:Rew:144254.1,144118.1] || equal(cantor(xf),successor(null_class)) equal(complement(successor(x__dfg)),cantor(xf))** -> .
% 299.74/300.44 144375[6:MRR:144331.2,49704.0] || subclass(omega,u)* subclass(u,v)* -> member(apply(choice,omega),v)*.
% 299.74/300.44 144391[0:SpR:50817.0,47963.0] || -> equal(image(element_relation,image(element_relation,power_class(universal_class))),complement(power_class(power_class(complement(power_class(universal_class))))))**.
% 299.74/300.44 144464[0:SpR:50817.0,13856.1] || -> member(u,power_class(complement(power_class(universal_class)))) subclass(singleton(u),image(element_relation,power_class(universal_class)))*.
% 299.74/300.44 144518[0:SpL:50817.0,1075.1] inductive(power_class(complement(power_class(universal_class)))) || equal(image(element_relation,power_class(universal_class)),universal_class)** -> .
% 299.74/300.44 144679[4:SpR:50818.0,47963.0] || -> equal(image(element_relation,image(element_relation,power_class(null_class))),complement(power_class(power_class(complement(power_class(null_class))))))**.
% 299.74/300.44 144752[4:SpR:50818.0,13856.1] || -> member(u,power_class(complement(power_class(null_class)))) subclass(singleton(u),image(element_relation,power_class(null_class)))*.
% 299.74/300.44 144790[4:SpR:47746.1,50818.0] || equal(power_class(null_class),null_class) -> equal(image(element_relation,power_class(null_class)),complement(power_class(universal_class)))**.
% 299.74/300.44 144805[4:SpL:50818.0,1075.1] inductive(power_class(complement(power_class(null_class)))) || equal(image(element_relation,power_class(null_class)),universal_class)** -> .
% 299.74/300.44 144982[4:SpR:47746.1,69354.0] || equal(cross_product(null_class,universal_class),null_class)** -> equal(sum_class(range_of(null_class)),apply(universal_class,universal_class)).
% 299.74/300.44 144988[4:SpL:47746.1,69395.0] || equal(cross_product(singleton(x__dfg),universal_class),null_class)** equal(complement(cantor(universal_class)),null_class) -> .
% 299.74/300.44 144998[4:SpL:47746.1,69397.0] || equal(cross_product(singleton(x__dfg),universal_class),null_class)** equal(cantor(universal_class),cantor(xf)) -> .
% 299.74/300.44 145004[4:SpL:47746.1,69402.0] || equal(cross_product(singleton(omega),universal_class),null_class)** equal(complement(cantor(universal_class)),null_class) -> .
% 299.74/300.44 145227[6:SpL:47746.1,69409.0] || equal(cross_product(singleton(null_class),universal_class),null_class)** equal(complement(cantor(universal_class)),null_class) -> .
% 299.74/300.44 145237[6:SpL:47746.1,69410.0] || equal(cross_product(singleton(null_class),universal_class),null_class)** equal(cantor(universal_class),successor(null_class)) -> .
% 299.74/300.44 145243[6:SpL:47746.1,69411.0] || equal(cross_product(singleton(null_class),universal_class),null_class)** equal(cantor(universal_class),singleton(null_class)) -> .
% 299.74/300.44 145298[2:SpL:100001.0,48.0] || member(regular(domain_relation),successor_relation) -> equal(successor(first(regular(domain_relation))),second(regular(domain_relation)))**.
% 299.74/300.44 145336[4:SpL:100001.0,17301.0] || member(regular(domain_relation),domain_relation) -> equal(cantor(first(regular(domain_relation))),second(regular(domain_relation)))**.
% 299.74/300.44 145352[4:SpL:100001.0,17307.0] || member(ordered_pair(u,regular(domain_relation)),application_function)* -> member(first(regular(domain_relation)),cantor(u)).
% 299.74/300.44 145394[2:Res:145277.0,6373.0] || subclass(universal_class,u)* subclass(u,v)* -> member(power_class(regular(domain_relation)),v)*.
% 299.74/300.44 145395[2:Res:145277.0,6314.0] || subclass(universal_class,u)* subclass(u,v)* -> member(sum_class(regular(domain_relation)),v)*.
% 299.74/300.44 148054[2:Res:145290.1,6547.1] || subclass(universal_class,intersection(u,v)) member(regular(domain_relation),symmetric_difference(u,v))* -> .
% 299.74/300.44 148063[2:Res:145290.1,270.0] || subclass(universal_class,restrict(u,v,w))* -> member(regular(domain_relation),cross_product(v,w)).
% 299.74/300.44 148132[4:Res:145278.0,4.0] || subclass(complement(singleton(regular(domain_relation))),u)* -> member(singleton(first(regular(domain_relation))),u).
% 299.74/300.44 148148[0:MRR:148147.0,147.0] || member(xf,universal_class) -> member(ordered_pair(xf,ordered_pair(x__dfg,apply(xf,x__dfg))),application_function)*.
% 299.74/300.44 148343[4:SpL:100002.0,48.0] || member(regular(composition_function),successor_relation) -> equal(successor(first(regular(composition_function))),second(regular(composition_function)))**.
% 299.74/300.44 148381[4:SpL:100002.0,17301.0] || member(regular(composition_function),domain_relation) -> equal(cantor(first(regular(composition_function))),second(regular(composition_function)))**.
% 299.74/300.44 148397[4:SpL:100002.0,17307.0] || member(ordered_pair(u,regular(composition_function)),application_function)* -> member(first(regular(composition_function)),cantor(u)).
% 299.74/300.44 148439[4:Res:148322.0,6373.0] || subclass(universal_class,u)* subclass(u,v)* -> member(power_class(regular(composition_function)),v)*.
% 299.74/300.44 148440[4:Res:148322.0,6314.0] || subclass(universal_class,u)* subclass(u,v)* -> member(sum_class(regular(composition_function)),v)*.
% 299.74/300.44 149618[2:MRR:149613.0,101.0] || subclass(composition_function,cross_product(u,v))* -> member(ordered_pair(null_class,compose(null_class,null_class)),v)*.
% 299.74/300.44 150236[4:Res:148335.1,6547.1] || subclass(universal_class,intersection(u,v)) member(regular(composition_function),symmetric_difference(u,v))* -> .
% 299.74/300.44 150247[4:Res:148335.1,270.0] || subclass(universal_class,restrict(u,v,w))* -> member(regular(composition_function),cross_product(v,w)).
% 299.74/300.44 150316[4:Res:148323.0,4.0] || subclass(complement(singleton(regular(composition_function))),u)* -> member(singleton(first(regular(composition_function))),u).
% 299.74/300.44 150886[4:MRR:150872.2,6869.0] || member(u,complement(compose(element_relation,universal_class)))* member(u,union(element_relation,element_relation)) -> .
% 299.74/300.44 151074[4:MRR:151059.2,6869.0] || member(u,union(null_class,complement(compose(element_relation,universal_class))))* member(u,element_relation) -> .
% 299.74/300.44 151117[4:MRR:151109.2,6869.0] || member(u,union(null_class,singleton(singleton(null_class))))* member(u,successor(null_class)) -> .
% 299.74/300.44 152341[4:MRR:152176.2,6869.0] || member(u,singleton(complement(singleton(null_class))))* member(u,complement(successor(null_class))) -> .
% 299.74/300.44 153801[4:Res:144482.0,414.1] inductive(regular(image(element_relation,power_class(universal_class)))) || -> member(null_class,power_class(complement(power_class(universal_class))))*.
% 299.74/300.44 153822[4:Res:144770.0,414.1] inductive(regular(image(element_relation,power_class(null_class)))) || -> member(null_class,power_class(complement(power_class(null_class))))*.
% 299.74/300.44 154118[4:SpL:47746.1,147990.0] || equal(cross_product(singleton(regular(domain_relation)),universal_class),null_class)** equal(cantor(universal_class),universal_class) -> .
% 299.74/300.44 154587[4:SpL:47746.1,148095.0] || equal(cross_product(singleton(regular(domain_relation)),universal_class),null_class)** subclass(universal_class,cantor(universal_class)) -> .
% 299.74/300.44 155047[4:SpL:47746.1,149954.0] || equal(cross_product(singleton(regular(composition_function)),universal_class),null_class)** equal(cantor(universal_class),universal_class) -> .
% 299.74/300.44 155497[4:SpL:47746.1,150279.0] || equal(cross_product(singleton(regular(composition_function)),universal_class),null_class)** subclass(universal_class,cantor(universal_class)) -> .
% 299.74/300.44 156364[9:Rew:80005.0,156325.1] function(complement(element_relation)) || -> equal(union(successor(complement(element_relation)),compose(element_relation,universal_class)),universal_class)**.
% 299.74/300.44 158628[4:SpL:47746.1,69400.0] || equal(cross_product(singleton(singleton(u)),universal_class),null_class)** equal(cantor(universal_class),universal_class) -> .
% 299.74/300.44 158659[4:SpL:47746.1,69401.0] || equal(cross_product(singleton(singleton(u)),universal_class),null_class)** subclass(universal_class,cantor(universal_class)) -> .
% 299.74/300.44 158672[4:SpL:63899.1,158654.0] || equal(successor(cross_product(singleton(null_class),universal_class)),null_class)** subclass(universal_class,cantor(universal_class)) -> .
% 299.74/300.44 159571[4:Res:82661.0,414.1] inductive(complement(successor(apply(null_class,u)))) || -> member(null_class,complement(sum_class(range_of(null_class))))*.
% 299.74/300.44 160161[4:Res:82728.0,414.1] inductive(complement(successor(sum_class(range_of(null_class))))) || -> member(null_class,complement(apply(null_class,u)))*.
% 299.74/300.44 160455[4:MRR:160266.2,6869.0] || member(u,complement(compose(element_relation,universal_class)))* member(u,intersection(v,element_relation))* -> .
% 299.74/300.44 160812[4:MRR:160602.2,6869.0] || member(u,complement(compose(element_relation,universal_class)))* member(u,intersection(element_relation,v))* -> .
% 299.74/300.44 161565[4:Res:95417.0,414.1] inductive(complement(successor(complement(apply(null_class,u))))) || -> member(null_class,sum_class(range_of(null_class)))*.
% 299.74/300.44 161700[4:Res:95422.0,414.1] inductive(complement(successor(complement(sum_class(range_of(null_class)))))) || -> member(null_class,apply(null_class,u))*.
% 299.74/300.44 162171[6:SpL:161913.0,48.0] || member(regular(element_relation),successor_relation) -> equal(successor(first(regular(element_relation))),second(regular(element_relation)))**.
% 299.74/300.44 162210[6:SpL:161913.0,17301.0] || member(regular(element_relation),domain_relation) -> equal(cantor(first(regular(element_relation))),second(regular(element_relation)))**.
% 299.74/300.44 162226[6:SpL:161913.0,17307.0] || member(ordered_pair(u,regular(element_relation)),application_function)* -> member(first(regular(element_relation)),cantor(u)).
% 299.74/300.44 162290[6:Res:162150.0,6373.0] || subclass(universal_class,u)* subclass(u,v)* -> member(power_class(regular(element_relation)),v)*.
% 299.74/300.44 162291[6:Res:162150.0,6314.0] || subclass(universal_class,u)* subclass(u,v)* -> member(sum_class(regular(element_relation)),v)*.
% 299.74/300.44 162393[6:MRR:162392.1,162392.2,1042.0,32173.0] || equal(range_of(null_class),successor(null_class)) -> member(null_class,cantor(successor_relation))* inductive(singleton(null_class)).
% 299.74/300.44 164432[6:Res:162163.1,6547.1] || subclass(universal_class,intersection(u,v)) member(regular(element_relation),symmetric_difference(u,v))* -> .
% 299.74/300.44 164447[6:Res:162163.1,270.0] || subclass(universal_class,restrict(u,v,w))* -> member(regular(element_relation),cross_product(v,w)).
% 299.74/300.44 164543[6:Res:162151.0,4.0] || subclass(complement(singleton(regular(element_relation))),u)* -> member(singleton(first(regular(element_relation))),u).
% 299.74/300.44 164694[6:SpL:47746.1,164366.0] || equal(cross_product(singleton(regular(element_relation)),universal_class),null_class)** equal(cantor(universal_class),universal_class) -> .
% 299.74/300.44 164912[6:SpL:47746.1,164478.0] || equal(cross_product(singleton(regular(element_relation)),universal_class),null_class)** subclass(universal_class,cantor(universal_class)) -> .
% 299.74/300.44 164989[4:MRR:164972.2,6869.0] || member(u,intersection(v,successor(null_class)))* member(u,complement(singleton(null_class))) -> .
% 299.74/300.44 165829[4:MRR:165807.2,6869.0] || member(u,intersection(successor(null_class),v))* member(u,complement(singleton(null_class))) -> .
% 299.74/300.44 165898[4:MRR:165881.2,6869.0] || member(u,intersection(v,successor(null_class)))* member(u,singleton(singleton(null_class))) -> .
% 299.74/300.44 166959[4:MRR:166958.2,6869.0] || subclass(universal_class,complement(u)) member(unordered_pair(v,w),union(u,u))* -> .
% 299.74/300.44 167671[4:MRR:167649.2,6869.0] || member(u,intersection(successor(null_class),v))* member(u,singleton(singleton(null_class))) -> .
% 299.74/300.44 168065[4:MRR:168049.2,6869.0] || member(u,intersection(v,singleton(null_class)))* member(u,complement(successor(null_class))) -> .
% 299.74/300.44 169620[4:MRR:169599.2,6869.0] || member(u,intersection(singleton(null_class),v))* member(u,complement(successor(null_class))) -> .
% 299.74/300.44 170114[4:MRR:170098.2,6869.0] || member(u,intersection(v,complement(singleton(null_class))))* member(u,successor(null_class)) -> .
% 299.74/300.44 170668[0:Obv:170647.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class))* subclass(composition_function,complement(composition_function)) -> .
% 299.74/300.44 171055[6:Res:170509.0,4.0] || subclass(union(singleton(null_class),image(element_relation,power_class(u))),v)* -> member(null_class,v).
% 299.74/300.44 7425[2:SpR:7118.0,61.1] || member(ordered_pair(u,v),compose(w,null_class))* -> member(v,image(w,range_of(null_class))).
% 299.74/300.44 7844[0:Res:429.1,270.0] || subclass(universal_class,restrict(u,v,w))* -> member(ordered_pair(x,y),cross_product(v,w))*.
% 299.74/300.44 8053[2:Res:7349.1,270.0] || subclass(domain_relation,restrict(u,v,w))* -> member(ordered_pair(null_class,null_class),cross_product(v,w))*.
% 299.74/300.44 8063[2:Res:7349.1,6873.0] || subclass(domain_relation,regular(u)) member(ordered_pair(null_class,null_class),u)* -> equal(u,null_class).
% 299.74/300.44 8200[2:Res:7923.2,76.1] single_valued_class(inverse(u)) function(u) || equal(inverse(u),null_class)** -> one_to_one(u).
% 299.74/300.44 9402[0:SpL:569.0,470.0] || subclass(universal_class,symmetric_difference(complement(u),complement(v)))* -> member(singleton(w),union(u,v))*.
% 299.74/300.44 11242[4:Res:11057.1,20.0] || equal(cross_product(u,v),cantor(xf))** -> equal(ordered_pair(first(x__dfg),second(x__dfg)),x__dfg)**.
% 299.74/300.44 13344[0:Obv:13336.0] || -> equal(regular(unordered_pair(u,v)),v)** equal(unordered_pair(u,v),null_class) member(u,universal_class).
% 299.74/300.44 13345[0:Obv:13337.0] || -> equal(regular(unordered_pair(u,v)),u)** equal(unordered_pair(u,v),null_class) member(v,universal_class).
% 299.74/300.44 13703[4:SpL:569.0,11235.0] || equal(symmetric_difference(complement(u),complement(v)),cantor(xf))** -> member(x__dfg,union(u,v)).
% 299.74/300.44 13829[0:Res:11931.0,4.0] || subclass(u,v) -> subclass(w,complement(u)) member(not_subclass_element(w,complement(u)),v)*.
% 299.74/300.44 13833[0:Res:11931.0,24.0] || -> subclass(u,complement(intersection(v,w))) member(not_subclass_element(u,complement(intersection(v,w))),v)*.
% 299.74/300.44 13834[0:Res:11931.0,25.0] || -> subclass(u,complement(intersection(v,w))) member(not_subclass_element(u,complement(intersection(v,w))),w)*.
% 299.74/300.44 13895[0:Res:13856.1,10.0] || subclass(complement(u),singleton(v))* -> member(v,u) equal(complement(u),singleton(v)).
% 299.74/300.44 14568[0:Rew:634.1,14567.1] || member(u,v) member(u,w) -> subclass(singleton(u),intersection(w,v))*.
% 299.74/300.44 14984[0:Res:429.1,1001.0] || subclass(universal_class,compose(u,v)) -> subclass(w,image(u,image(v,singleton(x))))*.
% 299.74/300.44 15118[0:SpL:826.1,977.0] || equal(complement(not_subclass_element(cross_product(u,v),w)),universal_class)** -> subclass(cross_product(u,v),w).
% 299.74/300.44 16286[2:SpL:116.0,8051.0] || subclass(domain_relation,symmetric_difference(u,v)) -> member(ordered_pair(null_class,null_class),complement(intersection(u,v)))*.
% 299.74/300.44 16413[4:Res:5.1,12471.0] || -> subclass(sum_class(range_of(null_class)),u) member(not_subclass_element(sum_class(range_of(null_class)),u),apply(null_class,v))*.
% 299.74/300.44 16471[4:Res:5.1,12473.0] || -> subclass(apply(null_class,u),v) member(not_subclass_element(apply(null_class,u),v),sum_class(range_of(null_class)))*.
% 299.74/300.44 16752[2:SpL:32.0,16318.0] || equal(restrict(u,v,w),domain_relation)** -> member(ordered_pair(null_class,null_class),cross_product(v,w))*.
% 299.74/300.44 16753[2:SpL:116.0,16318.0] || equal(symmetric_difference(u,v),domain_relation) -> member(ordered_pair(null_class,null_class),complement(intersection(u,v)))*.
% 299.74/300.44 16818[0:SpL:826.1,16802.0] || subclass(universal_class,complement(not_subclass_element(cross_product(u,v),w)))* -> subclass(cross_product(u,v),w).
% 299.74/300.44 16845[0:SpL:823.1,16825.0] || subclass(universal_class,complement(singleton(regular(cross_product(u,v)))))* -> equal(cross_product(u,v),null_class).
% 299.74/300.44 16853[0:SpL:823.1,16849.0] || equal(complement(singleton(regular(cross_product(u,v)))),universal_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.44 16987[0:SpL:116.0,672.0] || subclass(universal_class,symmetric_difference(u,v)) -> member(unordered_pair(w,x),complement(intersection(u,v)))*.
% 299.74/300.44 19676[4:Res:415.2,17917.0] || subclass(u,cantor(regular(u)))* subclass(universal_class,complement(element_relation)) -> equal(u,null_class).
% 299.74/300.44 20249[4:SpL:20208.0,11.0] || member(u,ordered_pair(universal_class,universal_class))* -> equal(u,unordered_pair(universal_class,null_class)) equal(u,null_class).
% 299.74/300.44 20300[4:Res:19302.1,4.0] || equal(u,singleton(singleton(null_class)))* subclass(u,v)* -> member(singleton(null_class),v)*.
% 299.74/300.44 20303[4:Res:19302.1,10130.1] || equal(complement(compose(element_relation,universal_class)),singleton(singleton(null_class)))** member(singleton(null_class),element_relation) -> .
% 299.74/300.44 20314[4:Res:19302.1,574.0] || equal(symmetric_difference(u,v),singleton(singleton(null_class))) -> member(singleton(null_class),union(u,v))*.
% 299.74/300.44 20320[4:Res:19302.1,12471.0] || equal(sum_class(range_of(null_class)),singleton(singleton(null_class))) -> member(singleton(null_class),apply(null_class,u))*.
% 299.74/300.44 20321[4:Res:19302.1,12473.0] || equal(apply(null_class,u),singleton(singleton(null_class)))** -> member(singleton(null_class),sum_class(range_of(null_class)))*.
% 299.74/300.44 21240[5:MRR:16476.0,21239.0] || -> equal(apply(null_class,u),null_class) member(apply(choice,apply(null_class,u)),sum_class(range_of(null_class)))*.
% 299.74/300.44 21249[5:MRR:16418.0,21244.0] || -> equal(sum_class(range_of(null_class)),null_class) member(apply(choice,sum_class(range_of(null_class))),apply(null_class,u))*.
% 299.74/300.44 21269[5:Res:21256.1,270.0] || subclass(universal_class,restrict(u,v,w))* -> member(sum_class(range_of(null_class)),cross_product(v,w))*.
% 299.74/300.44 21301[5:Res:21248.1,270.0] || subclass(universal_class,restrict(u,v,w))* -> member(apply(null_class,x),cross_product(v,w))*.
% 299.74/300.44 21609[5:SpL:116.0,21266.0] || subclass(universal_class,symmetric_difference(u,v)) -> member(sum_class(range_of(null_class)),complement(intersection(u,v)))*.
% 299.74/300.44 23511[0:Res:431.1,27.1] || subclass(ordered_pair(u,v),complement(w))* member(unordered_pair(u,singleton(v)),w) -> .
% 299.74/300.44 23514[0:Res:431.1,24.0] || subclass(ordered_pair(u,v),intersection(w,x))* -> member(unordered_pair(u,singleton(v)),w).
% 299.74/300.44 23515[0:Res:431.1,25.0] || subclass(ordered_pair(u,v),intersection(w,x))* -> member(unordered_pair(u,singleton(v)),x).
% 299.74/300.44 23717[0:Res:69.1,6547.1] || member(regular(intersection(u,v)),symmetric_difference(u,v))* -> equal(intersection(u,v),null_class).
% 299.74/300.44 23732[5:Res:21248.1,6547.1] || subclass(universal_class,intersection(u,v)) member(apply(null_class,w),symmetric_difference(u,v))* -> .
% 299.74/300.44 23733[0:Res:405.1,6547.1] || subclass(universal_class,intersection(u,v)) member(unordered_pair(w,x),symmetric_difference(u,v))* -> .
% 299.74/300.44 23737[5:Res:21256.1,6547.1] || subclass(universal_class,intersection(u,v)) member(sum_class(range_of(null_class)),symmetric_difference(u,v))* -> .
% 299.74/300.44 23738[0:Res:26.2,6547.1] || member(u,v) member(u,w) member(u,symmetric_difference(w,v))* -> .
% 299.74/300.44 23751[0:Res:429.1,6547.1] || subclass(universal_class,intersection(u,v)) member(ordered_pair(w,x),symmetric_difference(u,v))* -> .
% 299.74/300.44 23753[2:Res:7349.1,6547.1] || subclass(domain_relation,intersection(u,v)) member(ordered_pair(null_class,null_class),symmetric_difference(u,v))* -> .
% 299.74/300.44 24297[4:Res:24280.1,4.0] || equal(cantor(xf),power_class(null_class)) subclass(power_class(null_class),u)* -> member(x__dfg,u).
% 299.74/300.44 24324[0:Res:23428.0,414.1] inductive(complement(power_class(image(element_relation,complement(u))))) || -> member(null_class,image(element_relation,power_class(u)))*.
% 299.74/300.44 24955[4:Res:5.1,12472.0] || -> subclass(apply(null_class,u),v) member(not_subclass_element(apply(null_class,u),v),apply(null_class,w))*.
% 299.74/300.44 24987[4:Res:19302.1,12472.0] || equal(apply(null_class,u),singleton(singleton(null_class)))** -> member(singleton(null_class),apply(null_class,v))*.
% 299.74/300.44 24994[5:MRR:24962.0,21239.0] || -> equal(apply(null_class,u),null_class) member(apply(choice,apply(null_class,u)),apply(null_class,v))*.
% 299.74/300.44 25017[0:Res:13341.2,271.0] || subclass(universal_class,restrict(u,v,w))* -> equal(x,null_class) member(regular(x),u)*.
% 299.74/300.44 25039[4:Res:13341.2,17917.0] || subclass(universal_class,cantor(regular(u)))* subclass(universal_class,complement(element_relation)) -> equal(u,null_class).
% 299.74/300.44 25853[0:Res:7792.0,3480.0] || member(regular(symmetric_difference(u,v)),intersection(u,v))* -> equal(symmetric_difference(u,v),null_class).
% 299.74/300.44 26904[0:Res:23432.0,3481.0] || -> equal(complement(union(u,v)),null_class) member(regular(complement(union(u,v))),complement(u))*.
% 299.74/300.44 27061[0:Res:23432.0,3482.0] || -> equal(complement(union(u,v)),null_class) member(regular(complement(union(u,v))),complement(v))*.
% 299.74/300.44 27813[4:Res:27755.1,414.1] inductive(singleton(x__dfg)) || equal(power_class(u),cantor(xf)) -> member(null_class,power_class(u))*.
% 299.74/300.44 27827[0:Res:27749.0,414.1] inductive(singleton(regular(power_class(u)))) || -> equal(power_class(u),null_class) member(null_class,power_class(u))*.
% 299.74/300.44 28233[0:Res:28182.1,4.0] || equal(complement(successor(u)),universal_class) subclass(complement(u),v)* -> member(x__dfg,v).
% 299.74/300.44 28353[0:Res:28303.1,4.0] || equal(complement(successor(u)),universal_class) subclass(complement(u),v)* -> member(omega,v).
% 299.74/300.44 28464[0:Res:28414.1,4.0] || equal(complement(successor(u)),universal_class) subclass(complement(u),v)* -> member(null_class,v).
% 299.74/300.44 28677[0:MRR:28618.0,12502.1] || -> member(not_subclass_element(u,intersection(complement(v),u)),v)* subclass(u,intersection(complement(v),u)).
% 299.74/300.44 28999[4:Rew:28748.0,10458.0] || member(not_subclass_element(union(null_class,u),v),complement(u))* -> subclass(union(null_class,u),v).
% 299.74/300.44 29041[4:Rew:28748.0,26792.1] || -> equal(u,v) equal(symmetric_difference(singleton(u),singleton(v)),union(singleton(u),singleton(v)))**.
% 299.74/300.44 30641[4:Rew:29733.0,29138.1] inductive(symmetric_difference(null_class,intersection(universal_class,complement(u)))) || -> member(null_class,union(null_class,complement(u)))*.
% 299.74/300.44 29357[5:Rew:28759.0,21754.0] || equal(union(null_class,cantor(apply(null_class,u))),universal_class)** subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.44 29358[5:Rew:28759.0,21562.0] || equal(union(null_class,cantor(sum_class(range_of(null_class)))),universal_class)** subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.44 29359[4:Rew:28759.0,19682.0] || equal(union(null_class,cantor(ordered_pair(null_class,null_class))),domain_relation)** subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.44 29360[4:Rew:28759.0,27357.0] || equal(union(null_class,cantor(ordered_pair(null_class,null_class))),universal_class)** subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.44 29469[4:Rew:28759.0,5907.0] || equal(union(null_class,symmetric_difference(u,v)),universal_class) -> member(singleton(w),union(u,v))*.
% 299.74/300.44 29474[4:Rew:28759.0,27335.0] || equal(union(null_class,restrict(u,v,w)),universal_class)** -> member(ordered_pair(null_class,null_class),u).
% 299.74/300.44 29476[5:Rew:28759.0,21740.0] || equal(union(null_class,restrict(u,v,w)),universal_class)** -> member(apply(null_class,x),u)*.
% 299.74/300.44 29478[5:Rew:28759.0,21548.0] || equal(union(null_class,restrict(u,v,w)),universal_class)** -> member(sum_class(range_of(null_class)),u).
% 299.74/300.44 29482[4:Rew:28759.0,16108.0] || equal(union(null_class,restrict(u,v,w)),domain_relation)** -> member(ordered_pair(null_class,null_class),u).
% 299.74/300.44 29501[4:Rew:28759.0,6545.1] || member(null_class,symmetric_difference(u,v)) equal(union(null_class,intersection(u,v)),universal_class)** -> .
% 299.74/300.44 29502[4:Rew:28759.0,6544.1] || member(omega,symmetric_difference(u,v)) equal(union(null_class,intersection(u,v)),universal_class)** -> .
% 299.74/300.44 29503[4:Rew:28759.0,6540.1] || member(x__dfg,symmetric_difference(u,v)) equal(union(null_class,intersection(u,v)),universal_class)** -> .
% 299.74/300.44 30662[4:Rew:28759.0,29532.1] || member(regular(union(null_class,complement(u))),u)* -> equal(union(null_class,complement(u)),null_class).
% 299.74/300.44 30663[4:Rew:28759.0,29540.1] || -> subclass(union(null_class,singleton(u)),v) equal(not_subclass_element(union(null_class,singleton(u)),v),u)**.
% 299.74/300.44 29541[4:Rew:28759.0,28522.1] || equal(complement(successor(u)),universal_class) equal(union(null_class,singleton(u)),cantor(xf))** -> .
% 299.74/300.44 29550[4:Rew:28759.0,1006.0] || equal(union(null_class,u),universal_class)** subclass(u,v)* -> member(singleton(w),v)*.
% 299.74/300.44 32669[6:Res:32575.1,6535.0] || equal(symmetric_difference(complement(u),complement(v)),singleton(null_class))** -> member(null_class,union(u,v)).
% 299.74/300.44 32825[6:Res:32644.1,6535.0] || equal(symmetric_difference(complement(u),complement(v)),successor(null_class))** -> member(null_class,union(u,v)).
% 299.74/300.44 32994[0:Res:9.1,6315.1] || equal(complement(u),universal_class) member(v,universal_class) member(sum_class(v),u)* -> .
% 299.74/300.44 32995[4:SpR:31200.0,17284.2] || member(u,universal_class) -> member(u,cantor(universal_class)) equal(cross_product(singleton(u),universal_class),null_class)**.
% 299.74/300.44 33027[4:SpL:32996.0,19663.0] || member(inverse(cross_product(u,universal_class)),image(universal_class,u))* subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.44 33112[0:Res:9.1,6374.1] || equal(complement(u),universal_class) member(v,universal_class) member(power_class(v),u)* -> .
% 299.74/300.44 33268[2:Rew:631.1,33267.1] || member(apply(choice,u),singleton(u))* -> equal(u,null_class) equal(singleton(u),null_class).
% 299.74/300.44 34135[0:Res:9.1,6316.1] || equal(intersection(u,v),universal_class)** member(w,universal_class) -> member(sum_class(w),u)*.
% 299.74/300.44 34328[0:Res:9.1,6317.1] || equal(intersection(u,v),universal_class)** member(w,universal_class) -> member(sum_class(w),v)*.
% 299.74/300.44 34545[0:Res:9.1,6375.1] || equal(intersection(u,v),universal_class)** member(w,universal_class) -> member(power_class(w),u)*.
% 299.74/300.44 34753[0:Res:9.1,6376.1] || equal(intersection(u,v),universal_class)** member(w,universal_class) -> member(power_class(w),v)*.
% 299.74/300.44 35006[2:SpL:826.1,34988.0] || subclass(universal_class,regular(not_subclass_element(cross_product(u,v),w)))* -> subclass(cross_product(u,v),w).
% 299.74/300.44 35021[2:SpL:826.1,35011.0] || equal(regular(not_subclass_element(cross_product(u,v),w)),universal_class)** -> subclass(cross_product(u,v),w).
% 299.74/300.44 35101[4:Res:9.1,17818.1] || equal(cross_product(u,v),domain_relation)** member(w,universal_class) -> member(cantor(w),v)*.
% 299.74/300.44 35627[2:Rew:631.1,35626.1] || member(not_subclass_element(u,v),singleton(u))* -> subclass(u,v) equal(singleton(u),null_class).
% 299.74/300.44 36015[4:Rew:28759.0,35996.0] || equal(union(null_class,symmetric_difference(u,v)),universal_class) -> member(null_class,complement(intersection(u,v)))*.
% 299.74/300.44 36016[4:Rew:28759.0,35997.0] || equal(union(null_class,symmetric_difference(u,v)),universal_class) -> member(omega,complement(intersection(u,v)))*.
% 299.74/300.44 36017[4:Rew:28759.0,35998.0] || equal(union(null_class,symmetric_difference(u,v)),universal_class) -> member(x__dfg,complement(intersection(u,v)))*.
% 299.74/300.44 36352[2:Res:35620.0,10.0] || subclass(complement(u),regular(u))* -> equal(u,null_class) equal(complement(u),regular(u)).
% 299.74/300.44 36372[0:Res:9.1,3483.0] || equal(restrict(u,v,w),x)* -> equal(x,null_class) member(regular(x),u)*.
% 299.74/300.44 36597[4:SpR:29733.0,23432.0] || -> subclass(complement(union(union(null_class,u),v)),intersection(union(null_class,complement(u)),complement(v)))*.
% 299.74/300.44 36616[4:SpR:29733.0,28182.1] || equal(complement(successor(union(null_class,u))),universal_class) -> member(x__dfg,union(null_class,complement(u)))*.
% 299.74/300.44 36617[4:SpR:29733.0,28303.1] || equal(complement(successor(union(null_class,u))),universal_class) -> member(omega,union(null_class,complement(u)))*.
% 299.74/300.44 36619[4:SpR:29733.0,28414.1] || equal(complement(successor(union(null_class,u))),universal_class) -> member(null_class,union(null_class,complement(u)))*.
% 299.74/300.44 36644[4:SpR:29733.0,23432.0] || -> subclass(complement(union(u,union(null_class,v))),intersection(complement(u),union(null_class,complement(v))))*.
% 299.74/300.44 36677[4:SpL:29733.0,469.0] || subclass(universal_class,union(null_class,complement(u)))* member(singleton(v),union(null_class,u))* -> .
% 299.74/300.44 36923[4:MRR:36922.0,12502.1] || subclass(u,union(null_class,v))* -> member(not_subclass_element(u,w),v)* subclass(u,w).
% 299.74/300.44 37306[4:Rew:28750.0,37252.1,28750.0,37252.0] || -> subclass(union(null_class,u),v) member(not_subclass_element(union(null_class,u),v),union(u,u))*.
% 299.74/300.44 37330[0:Obv:37302.1] || subclass(symmetric_difference(u,v),complement(union(u,v)))* -> subclass(symmetric_difference(u,v),w)*.
% 299.74/300.44 37424[0:Res:9.1,7884.0] || equal(intersection(u,v),w)* -> subclass(w,x) member(not_subclass_element(w,x),u)*.
% 299.74/300.44 37586[0:Res:9.1,7885.0] || equal(intersection(u,v),w)* -> subclass(w,x) member(not_subclass_element(w,x),v)*.
% 299.74/300.44 37597[0:Res:24029.0,7885.0] || -> subclass(complement(successor(u)),v) member(not_subclass_element(complement(successor(u)),v),complement(singleton(u)))*.
% 299.74/300.44 37611[2:Res:31230.1,6547.1] || equal(intersection(u,v),domain_relation) member(ordered_pair(null_class,null_class),symmetric_difference(u,v))* -> .
% 299.74/300.44 37630[2:Res:31230.1,6873.0] || equal(regular(u),domain_relation) member(ordered_pair(null_class,null_class),u)* -> equal(u,null_class).
% 299.74/300.44 38515[4:Res:50.1,17395.0] inductive(cantor(regular(cross_product(singleton(null_class),universal_class)))) || -> equal(cross_product(singleton(null_class),universal_class),null_class)**.
% 299.74/300.44 38846[0:Res:50.1,343.1] inductive(power_class(image(element_relation,complement(u)))) || member(null_class,image(element_relation,power_class(u)))* -> .
% 299.74/300.44 39894[9:SpR:39752.1,431.1] function(u) || subclass(ordered_pair(v,u),w)* -> member(unordered_pair(v,null_class),w).
% 299.74/300.44 39935[9:SpL:39752.1,452.0] function(u) || member(singleton(singleton(null_class)),cross_product(v,w))* -> member(u,w)*.
% 299.74/300.44 39989[9:SpL:39752.1,167.0] function(u) || member(image(v,null_class),universal_class)* -> member(apply(v,u),universal_class)*.
% 299.74/300.44 40136[9:SoR:39766.0,2767.2] single_valued_class(regular(u)) || equal(cross_product(universal_class,universal_class),regular(u))* -> equal(u,null_class).
% 299.74/300.44 40219[9:Rew:19298.1,40218.2] function(u) || member(ordered_pair(v,singleton(singleton(null_class))),application_function)* -> equal(universal_class,u)*.
% 299.74/300.44 40271[4:SpL:40206.0,7884.0] || subclass(u,successor(null_class)) -> subclass(u,v) member(not_subclass_element(u,v),singleton(null_class))*.
% 299.74/300.44 40408[9:SpR:40368.1,19189.0] one_to_one(u) || -> equal(unordered_pair(null_class,unordered_pair(inverse(u),null_class)),ordered_pair(inverse(u),universal_class))**.
% 299.74/300.44 40696[9:SoR:39758.1,7923.2] function(u) single_valued_class(apply(u,v)) || equal(apply(u,v),null_class)** -> .
% 299.74/300.44 40845[9:SoR:39762.0,7923.2] single_valued_class(not_subclass_element(u,v)) || equal(not_subclass_element(u,v),null_class)** -> subclass(u,v).
% 299.74/300.44 40938[9:SoR:39761.0,7923.2] single_valued_class(range_of(u)) || member(inverse(u),universal_class)* equal(range_of(u),null_class) -> .
% 299.74/300.44 41055[4:Res:431.1,40266.0] || subclass(ordered_pair(u,v),successor(null_class)) -> member(unordered_pair(u,singleton(v)),singleton(null_class))*.
% 299.74/300.44 41296[4:MRR:41262.0,147.0] || equal(complement(cantor(u)),cantor(xf))** -> equal(sum_class(range_of(null_class)),apply(u,x__dfg)).
% 299.74/300.44 41297[4:MRR:41266.0,138.0] || equal(complement(cantor(u)),universal_class) -> equal(apply(u,singleton(v)),sum_class(range_of(null_class)))**.
% 299.74/300.44 41300[4:MRR:41283.0,12502.1] || -> equal(apply(u,not_subclass_element(v,cantor(u))),sum_class(range_of(null_class)))** subclass(v,cantor(u)).
% 299.74/300.44 41521[4:SpR:36664.0,23432.0] || -> subclass(complement(union(union(u,u),v)),intersection(union(null_class,complement(u)),complement(v)))*.
% 299.74/300.44 41541[4:SpR:36664.0,28182.1] || equal(complement(successor(union(u,u))),universal_class)** -> member(x__dfg,union(null_class,complement(u)))*.
% 299.74/300.44 41542[4:SpR:36664.0,28303.1] || equal(complement(successor(union(u,u))),universal_class)** -> member(omega,union(null_class,complement(u)))*.
% 299.74/300.44 41544[4:SpR:36664.0,28414.1] || equal(complement(successor(union(u,u))),universal_class)** -> member(null_class,union(null_class,complement(u)))*.
% 299.74/300.44 41568[4:SpR:36664.0,23432.0] || -> subclass(complement(union(u,union(v,v))),intersection(complement(u),union(null_class,complement(v))))*.
% 299.74/300.44 41604[4:SpL:36664.0,469.0] || subclass(universal_class,union(null_class,complement(u)))* member(singleton(v),union(u,u))* -> .
% 299.74/300.44 41774[4:Res:17398.1,48.0] || subclass(domain_relation,rotate(successor_relation)) -> equal(successor(ordered_pair(u,cantor(ordered_pair(v,u)))),v)**.
% 299.74/300.44 41795[4:Res:17398.1,17301.0] || subclass(domain_relation,rotate(domain_relation)) -> equal(cantor(ordered_pair(u,cantor(ordered_pair(v,u)))),v)**.
% 299.74/300.44 41892[4:Res:17399.1,48.0] || subclass(domain_relation,flip(successor_relation)) -> equal(cantor(ordered_pair(u,v)),successor(ordered_pair(v,u)))**.
% 299.74/300.44 41906[4:Res:17399.1,17301.0] || subclass(domain_relation,flip(domain_relation)) -> equal(cantor(ordered_pair(u,v)),cantor(ordered_pair(v,u)))*.
% 299.74/300.44 42070[4:SpR:39356.0,32.0] || -> equal(restrict(union(null_class,cross_product(u,v)),u,v),union(null_class,cross_product(u,v)))**.
% 299.74/300.44 42125[4:SpL:39356.0,6375.1] || member(u,universal_class) subclass(universal_class,union(null_class,v))* -> member(power_class(u),v)*.
% 299.74/300.44 42127[4:SpL:39356.0,6316.1] || member(u,universal_class) subclass(universal_class,union(null_class,v))* -> member(sum_class(u),v)*.
% 299.74/300.44 43671[0:Rew:42566.0,43648.1] || member(not_subclass_element(intersection(u,v),null_class),complement(u))* -> subclass(intersection(u,v),null_class).
% 299.74/300.44 43836[0:Rew:43164.0,43811.1] || member(not_subclass_element(intersection(u,v),null_class),complement(v))* -> subclass(intersection(u,v),null_class).
% 299.74/300.44 44367[4:Rew:28759.0,44289.0] || -> equal(intersection(symmetric_difference(u,cross_product(v,w)),union(null_class,restrict(u,v,w))),null_class)**.
% 299.74/300.44 44368[4:Rew:28759.0,44290.0] || -> equal(intersection(symmetric_difference(cross_product(u,v),w),union(null_class,restrict(w,u,v))),null_class)**.
% 299.74/300.44 45717[4:SpR:41644.0,27752.1] || equal(power_class(union(null_class,u)),universal_class) -> subclass(singleton(x__dfg),power_class(union(u,u)))*.
% 299.74/300.44 45718[4:SpR:41644.0,27753.1] || equal(power_class(union(null_class,u)),universal_class) -> subclass(singleton(omega),power_class(union(u,u)))*.
% 299.74/300.44 45719[4:SpR:41644.0,27754.1] || equal(power_class(union(null_class,u)),universal_class) -> subclass(singleton(null_class),power_class(union(u,u)))*.
% 299.74/300.44 45740[4:SpR:41644.0,27752.1] || equal(power_class(union(u,u)),universal_class)** -> subclass(singleton(x__dfg),power_class(union(null_class,u)))*.
% 299.74/300.44 45741[4:SpR:41644.0,27753.1] || equal(power_class(union(u,u)),universal_class)** -> subclass(singleton(omega),power_class(union(null_class,u)))*.
% 299.74/300.44 45742[4:SpR:41644.0,27754.1] || equal(power_class(union(u,u)),universal_class)** -> subclass(singleton(null_class),power_class(union(null_class,u)))*.
% 299.74/300.44 46811[0:Obv:46786.1] || equal(u,v) -> equal(unordered_pair(v,u),null_class) member(v,unordered_pair(v,u))*.
% 299.74/300.44 46821[4:MRR:46820.1,23545.0] || equal(unordered_pair(u,null_class),singleton(u)) -> equal(regular(ordered_pair(u,universal_class)),singleton(u))**.
% 299.74/300.44 46912[0:Res:50.1,6525.0] inductive(symmetric_difference(u,cross_product(v,w))) || -> member(null_class,complement(restrict(u,v,w)))*.
% 299.74/300.44 47094[0:Res:50.1,6526.0] inductive(symmetric_difference(cross_product(u,v),w)) || -> member(null_class,complement(restrict(w,u,v)))*.
% 299.74/300.44 47478[4:SpL:826.1,46998.0] || subclass(singleton(not_subclass_element(cross_product(u,v),w)),null_class)* -> subclass(cross_product(u,v),w).
% 299.74/300.44 48060[0:Rew:47963.0,8287.0] || -> subclass(symmetric_difference(complement(u),power_class(complement(power_class(v)))),union(u,image(element_relation,power_class(v))))*.
% 299.74/300.44 48156[6:Rew:47963.0,32620.1] || -> member(null_class,intersection(complement(u),power_class(v)))* member(null_class,union(u,complement(power_class(v)))).
% 299.74/300.44 48158[4:Rew:47963.0,29064.0] || -> equal(union(null_class,intersection(complement(u),power_class(v))),complement(union(u,complement(power_class(v)))))**.
% 299.74/300.44 48222[4:Rew:47963.0,29000.0] || -> equal(complement(intersection(union(null_class,u),power_class(v))),union(complement(u),complement(power_class(v))))**.
% 299.74/300.44 48266[2:Rew:47963.0,39164.1] || equal(image(element_relation,power_class(u)),domain_relation) subclass(universal_class,power_class(complement(power_class(u))))* -> .
% 299.74/300.44 48273[2:Rew:47963.0,18829.1] || subclass(domain_relation,image(element_relation,power_class(u)))* subclass(universal_class,power_class(complement(power_class(u)))) -> .
% 299.74/300.44 48276[0:Rew:47963.0,8297.0] || -> subclass(symmetric_difference(power_class(complement(power_class(u))),complement(v)),union(image(element_relation,power_class(u)),v))*.
% 299.74/300.44 48285[2:Rew:47963.0,39199.1] || equal(image(element_relation,power_class(u)),domain_relation) subclass(domain_relation,power_class(complement(power_class(u))))* -> .
% 299.74/300.44 48287[2:Rew:47963.0,14704.1] || subclass(domain_relation,image(element_relation,power_class(u)))* subclass(domain_relation,power_class(complement(power_class(u)))) -> .
% 299.74/300.44 48289[2:Rew:47963.0,14941.1] || equal(image(element_relation,power_class(u)),domain_relation)** equal(power_class(complement(power_class(u))),domain_relation) -> .
% 299.74/300.44 48294[4:Rew:47963.0,20266.1] || -> member(singleton(null_class),image(element_relation,power_class(u)))* member(singleton(null_class),power_class(complement(power_class(u)))).
% 299.74/300.44 48375[0:Rew:47963.0,27742.0] || subclass(complement(power_class(u)),v)* -> subclass(singleton(w),power_class(u))* member(w,v)*.
% 299.74/300.44 48444[6:Rew:47963.0,32622.1] || -> member(null_class,intersection(power_class(u),complement(v)))* member(null_class,union(complement(power_class(u)),v)).
% 299.74/300.44 48446[4:Rew:47963.0,29053.0] || -> equal(union(null_class,intersection(power_class(u),complement(v))),complement(union(complement(power_class(u)),v)))**.
% 299.74/300.44 48479[0:Rew:47963.0,24064.0] || -> subclass(complement(successor(complement(power_class(u)))),intersection(power_class(u),complement(singleton(complement(power_class(u))))))*.
% 299.74/300.44 48512[4:Rew:47963.0,28970.0] || -> equal(complement(intersection(power_class(u),union(null_class,v))),union(complement(power_class(u)),complement(v)))**.
% 299.74/300.44 48810[0:Rew:47963.0,48091.0] || -> subclass(singleton(not_subclass_element(u,complement(power_class(v)))),power_class(v))* subclass(u,complement(power_class(v))).
% 299.74/300.44 50377[4:Rew:50323.0,20769.1] inductive(symmetric_difference(image(element_relation,power_class(universal_class)),universal_class)) || -> member(null_class,power_class(complement(power_class(universal_class))))*.
% 299.74/300.44 50496[0:Rew:50323.0,25686.1] || equal(u,universal_class) -> member(v,complement(power_class(universal_class))) subclass(singleton(v),power_class(u))*.
% 299.74/300.44 50505[4:Rew:50323.0,49847.2] || equal(power_class(u),null_class)** equal(u,universal_class) -> subclass(universal_class,complement(power_class(universal_class)))*.
% 299.74/300.44 50507[0:Rew:50323.0,26949.1] || equal(u,universal_class) subclass(universal_class,complement(power_class(universal_class)))* -> equal(power_class(u),null_class)**.
% 299.74/300.44 50510[0:Rew:50323.0,27070.1] || equal(u,universal_class) equal(complement(power_class(universal_class)),universal_class)** -> equal(power_class(u),null_class)**.
% 299.74/300.44 50643[4:Rew:50325.0,20771.1] inductive(symmetric_difference(image(element_relation,power_class(null_class)),universal_class)) || -> member(null_class,power_class(complement(power_class(null_class))))*.
% 299.74/300.44 51019[8:Rew:50325.0,50792.1] || -> member(regular(regular(complement(power_class(null_class)))),power_class(null_class))* equal(regular(complement(power_class(null_class))),null_class).
% 299.74/300.44 51020[4:Rew:28759.0,50821.0] || -> member(u,complement(power_class(union(null_class,v)))) subclass(singleton(u),power_class(union(v,v)))*.
% 299.74/300.44 51022[4:Rew:28759.0,50830.0] || subclass(universal_class,complement(power_class(union(null_class,u))))* -> equal(power_class(union(u,u)),null_class)**.
% 299.74/300.44 51024[4:Rew:28759.0,50832.0] || equal(complement(power_class(union(null_class,u))),universal_class)** -> equal(power_class(union(u,u)),null_class)**.
% 299.74/300.44 51441[0:SpR:49204.0,6601.0] || -> subclass(symmetric_difference(complement(power_class(complement(power_class(u)))),v),union(image(element_relation,power_class(u)),v))*.
% 299.74/300.44 51626[0:SpR:49205.0,6601.0] || -> subclass(symmetric_difference(u,complement(power_class(complement(power_class(v))))),union(u,image(element_relation,power_class(v))))*.
% 299.74/300.44 51877[0:Res:50.1,47999.0] inductive(symmetric_difference(complement(u),power_class(v))) || -> member(null_class,union(u,complement(power_class(v))))*.
% 299.74/300.44 51992[0:Res:50.1,48188.0] inductive(symmetric_difference(power_class(u),complement(v))) || -> member(null_class,union(complement(power_class(u)),v))*.
% 299.74/300.44 52127[0:SpL:9395.0,470.0] || subclass(universal_class,symmetric_difference(complement(u),complement(singleton(u))))* -> member(singleton(v),successor(u))*.
% 299.74/300.44 52133[0:SpL:9395.0,1188.0] || equal(symmetric_difference(complement(u),complement(singleton(u))),universal_class)** -> member(singleton(v),successor(u))*.
% 299.74/300.44 52139[4:SpL:9395.0,11235.0] || equal(symmetric_difference(complement(u),complement(singleton(u))),cantor(xf))** -> member(x__dfg,successor(u)).
% 299.74/300.44 52213[0:SoR:51617.0,2767.2] single_valued_class(element_relation) || equal(cross_product(universal_class,universal_class),element_relation) -> member(complement(power_class(universal_class)),universal_class)*.
% 299.74/300.44 52248[6:Res:49515.1,6535.0] || equal(complement(symmetric_difference(complement(u),complement(v))),null_class)** -> member(null_class,union(u,v)).
% 299.74/300.44 52499[4:SpL:823.1,47005.0] || subclass(unordered_pair(u,regular(cross_product(v,w))),null_class)* -> equal(cross_product(v,w),null_class).
% 299.74/300.44 52565[4:MRR:52520.0,308.0] || member(u,universal_class) subclass(domain_relation,complement(unordered_pair(ordered_pair(u,cantor(u)),v)))* -> .
% 299.74/300.44 52566[4:MRR:52519.0,308.0] || member(u,universal_class) subclass(domain_relation,complement(unordered_pair(v,ordered_pair(u,cantor(u)))))* -> .
% 299.74/300.44 52581[4:SpL:823.1,47010.0] || subclass(unordered_pair(regular(cross_product(u,v)),w),null_class)* -> equal(cross_product(u,v),null_class).
% 299.74/300.44 52648[4:Res:26.2,50055.1] || member(u,v)* member(u,w)* equal(intersection(w,v),null_class)** -> .
% 299.74/300.44 52653[4:Res:9919.1,50055.1] || member(u,universal_class) equal(union(v,w),null_class)** -> member(u,complement(w))*.
% 299.74/300.44 52654[4:Res:9918.1,50055.1] || member(u,universal_class) equal(union(v,w),null_class)** -> member(u,complement(v))*.
% 299.74/300.44 52670[4:Res:18350.2,50055.1] || member(u,universal_class)* equal(cantor(u),successor(u)) equal(successor_relation,null_class) -> .
% 299.74/300.44 52671[4:Res:19.2,50055.1] || member(u,v)* member(w,x)* equal(cross_product(x,v),null_class)** -> .
% 299.74/300.44 52695[4:Res:12962.2,50055.1] || member(u,universal_class) equal(successor(singleton(u)),u)** equal(successor_relation,null_class) -> .
% 299.74/300.44 52882[4:SpL:823.1,50057.0] || equal(unordered_pair(u,regular(cross_product(v,w))),null_class)** -> equal(cross_product(v,w),null_class).
% 299.74/300.44 53037[4:SpL:823.1,50070.0] || equal(unordered_pair(regular(cross_product(u,v)),w),null_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.44 54390[0:Res:14.0,6314.0] || subclass(universal_class,u)* subclass(u,v)* -> member(sum_class(unordered_pair(w,x)),v)*.
% 299.74/300.44 54393[0:Res:308.0,6314.0] || subclass(universal_class,u)* subclass(u,v)* -> member(sum_class(ordered_pair(w,x)),v)*.
% 299.74/300.44 54397[5:Res:21244.0,6314.0] || subclass(universal_class,u)* subclass(u,v)* -> member(sum_class(sum_class(range_of(null_class))),v)*.
% 299.74/300.44 54402[5:Res:21239.0,6314.0] || subclass(universal_class,u)* subclass(u,v)* -> member(sum_class(apply(null_class,w)),v)*.
% 299.74/300.44 54554[0:Res:14.0,6373.0] || subclass(universal_class,u)* subclass(u,v)* -> member(power_class(unordered_pair(w,x)),v)*.
% 299.74/300.44 54557[0:Res:308.0,6373.0] || subclass(universal_class,u)* subclass(u,v)* -> member(power_class(ordered_pair(w,x)),v)*.
% 299.74/300.44 54561[5:Res:21244.0,6373.0] || subclass(universal_class,u)* subclass(u,v)* -> member(power_class(sum_class(range_of(null_class))),v)*.
% 299.74/300.44 54566[5:Res:21239.0,6373.0] || subclass(universal_class,u)* subclass(u,v)* -> member(power_class(apply(null_class,w)),v)*.
% 299.74/300.44 56114[4:Res:68.2,52644.0] function(u) || member(v,universal_class) equal(singleton(image(u,v)),null_class)** -> .
% 299.74/300.44 56144[4:MRR:56093.1,7.0] || member(u,universal_class) equal(singleton(apply(choice,u)),null_class)** -> equal(u,null_class).
% 299.74/300.44 56170[4:SpL:23551.0,47004.0] || subclass(regular(ordered_pair(u,v)),null_class)* -> equal(regular(ordered_pair(u,v)),singleton(u)).
% 299.74/300.44 56171[4:SpL:23551.0,47513.0] || equal(regular(ordered_pair(u,v)),null_class)** -> equal(regular(ordered_pair(u,v)),singleton(u)).
% 299.74/300.44 56234[2:MRR:56158.0,138.0] || -> equal(regular(ordered_pair(u,v)),singleton(u)) member(singleton(v),regular(ordered_pair(u,v)))*.
% 299.74/300.44 56722[6:SpL:47972.0,55384.0] || equal(successor(power_class(complement(power_class(u)))),null_class) -> member(null_class,image(element_relation,power_class(u)))*.
% 299.74/300.44 56773[4:SpL:47972.0,55572.0] || equal(successor(power_class(complement(power_class(u)))),null_class) -> member(omega,image(element_relation,power_class(u)))*.
% 299.74/300.44 56791[4:SpL:47972.0,55718.0] || equal(successor(power_class(complement(power_class(u)))),null_class) -> member(x__dfg,image(element_relation,power_class(u)))*.
% 299.74/300.44 56822[4:Obv:56812.2] || equal(u,v) equal(singleton(v),null_class) -> equal(unordered_pair(v,u),null_class)**.
% 299.74/300.44 57563[4:Res:12962.2,46994.1] || member(u,universal_class) equal(successor(singleton(u)),u)** subclass(successor_relation,null_class) -> .
% 299.74/300.44 57581[4:MRR:57555.0,138.0] || subclass(image(element_relation,power_class(u)),null_class) -> member(singleton(v),power_class(complement(power_class(u))))*.
% 299.74/300.44 57849[0:Res:57711.0,389.1] inductive(intersection(u,intersection(omega,v))) || -> equal(intersection(u,intersection(omega,v)),omega)**.
% 299.74/300.44 57932[4:Res:57826.0,7880.0] || -> subclass(intersection(u,successor(null_class)),v) equal(not_subclass_element(intersection(u,successor(null_class)),v),null_class)**.
% 299.74/300.44 57982[4:Res:57812.0,389.1] inductive(intersection(u,union(null_class,omega))) || -> equal(intersection(u,union(null_class,omega)),omega)**.
% 299.74/300.44 58103[4:Rew:31446.0,58064.1] inductive(intersection(u,union(omega,omega))) || -> equal(intersection(u,union(null_class,omega)),omega)**.
% 299.74/300.44 58384[0:Res:58246.0,389.1] inductive(intersection(u,intersection(v,omega))) || -> equal(intersection(u,intersection(v,omega)),omega)**.
% 299.74/300.44 58454[4:SpL:823.1,57561.0] || subclass(complement(singleton(regular(cross_product(u,v)))),null_class)* -> equal(cross_product(u,v),null_class).
% 299.74/300.44 58861[0:SpR:565.0,57833.0] || -> subclass(restrict(symmetric_difference(u,cross_product(v,w)),x,y),complement(restrict(u,v,w)))*.
% 299.74/300.44 58862[0:SpR:566.0,57833.0] || -> subclass(restrict(symmetric_difference(cross_product(u,v),w),x,y),complement(restrict(w,u,v)))*.
% 299.74/300.44 59221[0:Res:59078.0,389.1] inductive(intersection(intersection(omega,u),v)) || -> equal(intersection(intersection(omega,u),v),omega)**.
% 299.74/300.44 59306[4:Res:59196.0,7880.0] || -> subclass(intersection(successor(null_class),u),v) equal(not_subclass_element(intersection(successor(null_class),u),v),null_class)**.
% 299.74/300.44 59578[4:Res:59182.0,389.1] inductive(intersection(union(null_class,omega),u)) || -> equal(intersection(union(null_class,omega),u),omega)**.
% 299.74/300.44 59744[0:Res:101.0,7881.0] || subclass(cross_product(universal_class,universal_class),u)* -> subclass(domain_relation,v) member(not_subclass_element(domain_relation,v),u)*.
% 299.74/300.44 59745[0:Res:47.0,7881.0] || subclass(cross_product(universal_class,universal_class),u)* -> subclass(successor_relation,v) member(not_subclass_element(successor_relation,v),u)*.
% 299.74/300.44 59746[0:Res:21.0,7881.0] || subclass(cross_product(universal_class,universal_class),u)* -> subclass(element_relation,v) member(not_subclass_element(element_relation,v),u)*.
% 299.74/300.44 59886[4:Res:59213.0,389.1] inductive(union(null_class,intersection(omega,u))) || -> equal(union(null_class,intersection(omega,u)),omega)**.
% 299.74/300.44 60060[4:Res:59276.1,391.1] inductive(u) || equal(image(successor_relation,u),universal_class)** -> equal(image(successor_relation,u),u).
% 299.74/300.44 60065[4:Res:59276.1,7885.0] || equal(intersection(u,v),universal_class)** -> subclass(w,x) member(not_subclass_element(w,x),v)*.
% 299.74/300.44 60066[4:Res:59276.1,7884.0] || equal(intersection(u,v),universal_class)** -> subclass(w,x) member(not_subclass_element(w,x),u)*.
% 299.74/300.44 60594[0:Res:13412.1,24.0] || member(u,union(v,w)) -> member(u,symmetric_difference(v,w))* member(u,v).
% 299.74/300.44 60595[0:Res:13412.1,25.0] || member(u,union(v,w)) -> member(u,symmetric_difference(v,w))* member(u,w).
% 299.74/300.44 60812[0:Res:59447.0,389.1] inductive(intersection(intersection(u,omega),v)) || -> equal(intersection(intersection(u,omega),v),omega)**.
% 299.74/300.44 60941[4:Res:60803.0,389.1] inductive(union(null_class,intersection(u,omega))) || -> equal(union(null_class,intersection(u,omega)),omega)**.
% 299.74/300.44 61147[4:Rew:31446.0,61110.1] inductive(intersection(union(omega,omega),u)) || -> equal(intersection(union(null_class,omega),u),omega)**.
% 299.74/300.44 61269[0:Obv:61246.1] || member(u,v) -> subclass(unordered_pair(u,w),v)* member(w,unordered_pair(u,w))*.
% 299.74/300.44 61271[0:Obv:61248.1] || member(u,complement(v)) -> member(w,v) subclass(unordered_pair(u,w),complement(v))*.
% 299.74/300.44 61322[4:Res:59633.1,670.0] || equal(complement(u),null_class) subclass(u,v)* -> member(unordered_pair(w,x),v)*.
% 299.74/300.44 61473[0:Obv:61449.1] || member(u,v) -> subclass(unordered_pair(w,u),v)* member(w,unordered_pair(w,u))*.
% 299.74/300.44 61475[0:Obv:61451.1] || member(u,complement(v)) -> member(w,v) subclass(unordered_pair(w,u),complement(v))*.
% 299.74/300.44 61639[4:Res:59958.0,421.1] || member(u,universal_class) -> member(u,successor(complement(v))) member(u,union(null_class,v))*.
% 299.74/300.44 61677[4:Res:61595.0,421.1] || member(u,universal_class) -> member(u,successor(complement(singleton(null_class))))* member(u,successor(null_class)).
% 299.74/300.44 61704[4:Res:61326.1,6535.0] || equal(complement(symmetric_difference(complement(u),complement(v))),null_class)** -> member(x__dfg,union(u,v)).
% 299.74/300.44 61731[4:Rew:47972.0,61700.0] || equal(power_class(complement(power_class(u))),null_class) member(x__dfg,power_class(complement(power_class(u))))* -> .
% 299.74/300.44 61759[4:Res:61327.1,6535.0] || equal(complement(symmetric_difference(complement(u),complement(v))),null_class)** -> member(omega,union(u,v)).
% 299.74/300.44 61786[4:Rew:47972.0,61755.0] || equal(power_class(complement(power_class(u))),null_class) member(omega,power_class(complement(power_class(u))))* -> .
% 299.74/300.44 61963[4:SpL:823.1,61393.0] || equal(union(null_class,regular(cross_product(u,v))),null_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.44 61975[4:SpL:823.1,61387.0] || equal(complement(regular(regular(cross_product(u,v)))),null_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.44 62164[4:Res:60062.1,419.1] || equal(complement(unordered_pair(u,v)),universal_class)** member(u,universal_class) -> member(u,w)*.
% 299.74/300.44 62165[4:Res:60062.1,418.1] || equal(complement(unordered_pair(u,v)),universal_class)** member(v,universal_class) -> member(v,w)*.
% 299.74/300.44 62534[4:Res:61605.0,421.1] || member(u,universal_class) -> member(u,successor(complement(v))) member(u,union(v,v))*.
% 299.74/300.44 64148[4:SpL:826.1,63903.0] || equal(successor(not_subclass_element(cross_product(u,v),w)),null_class)** -> subclass(cross_product(u,v),w).
% 299.74/300.44 64185[4:SpL:823.1,63906.0] || equal(successor(singleton(regular(cross_product(u,v)))),null_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.44 64265[0:SpL:31362.0,6171.1] || member(u,image(element_relation,union(v,v)))* member(u,power_class(complement(v))) -> .
% 299.74/300.44 64475[2:Obv:64434.1] || member(u,v) -> equal(intersection(regular(v),singleton(u)),null_class)** equal(v,null_class).
% 299.74/300.44 64618[4:SpR:63899.1,47972.0] || equal(successor(image(element_relation,power_class(u))),null_class)** -> equal(power_class(complement(power_class(u))),universal_class).
% 299.74/300.44 65028[4:Rew:28748.0,64607.1] || equal(successor(u),null_class) -> equal(union(u,complement(power_class(v))),complement(power_class(v)))**.
% 299.74/300.44 65031[4:Rew:28748.0,64665.1] || equal(successor(intersection(u,v)),null_class)** -> equal(symmetric_difference(u,v),union(u,v)).
% 299.74/300.44 65042[4:Rew:64951.1,65041.1] || equal(successor(u),null_class) -> equal(complement(symmetric_difference(u,v)),union(null_class,complement(v)))**.
% 299.74/300.44 65155[2:Obv:65115.1] || member(u,v) -> equal(intersection(singleton(u),regular(v)),null_class)** equal(v,null_class).
% 299.74/300.44 66686[4:MRR:66675.1,50059.0] || subclass(universal_class,u) -> equal(regular(unordered_pair(u,unordered_pair(v,w))),unordered_pair(v,w))**.
% 299.74/300.44 66875[0:SpR:31362.0,48025.0] || -> equal(complement(intersection(union(u,u),power_class(v))),union(complement(u),complement(power_class(v))))**.
% 299.74/300.44 66992[4:SpL:823.1,66966.0] || subclass(universal_class,regular(singleton(regular(cross_product(u,v)))))* -> equal(cross_product(u,v),null_class).
% 299.74/300.44 67029[0:SpR:48104.0,43993.0] || -> equal(intersection(symmetric_difference(complement(u),power_class(v)),complement(union(u,complement(power_class(v))))),null_class)**.
% 299.74/300.44 67031[0:SpR:48104.0,57833.0] || -> subclass(restrict(symmetric_difference(complement(u),power_class(v)),w,x),union(u,complement(power_class(v))))*.
% 299.74/300.44 67220[4:SpL:823.1,67002.0] || equal(regular(singleton(regular(cross_product(u,v)))),universal_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.44 67278[0:SpR:48392.0,43993.0] || -> equal(intersection(symmetric_difference(power_class(u),complement(v)),complement(union(complement(power_class(u)),v))),null_class)**.
% 299.74/300.44 67280[0:SpR:48392.0,57833.0] || -> subclass(restrict(symmetric_difference(power_class(u),complement(v)),w,x),union(complement(power_class(u)),v))*.
% 299.74/300.44 67489[4:MRR:67480.1,50067.0] || subclass(universal_class,u) -> equal(regular(unordered_pair(unordered_pair(v,w),u)),unordered_pair(v,w))**.
% 299.74/300.44 67591[0:SpR:31362.0,48473.0] || -> equal(complement(intersection(power_class(u),union(v,v))),union(complement(power_class(u)),complement(v)))**.
% 299.74/300.44 67749[4:Res:50193.1,10.0] || equal(power_class(u),null_class) subclass(v,power_class(u))* -> equal(v,power_class(u)).
% 299.74/300.44 67782[4:SpL:47972.0,57575.0] || subclass(power_class(complement(power_class(u))),null_class) -> member(singleton(v),image(element_relation,power_class(u)))*.
% 299.74/300.44 68402[4:MRR:68376.0,308.0] || member(u,ordered_pair(v,w))* subclass(element_relation,application_function) -> member(v,cantor(u)).
% 299.74/300.44 68407[4:MRR:68380.0,68380.3,35099.1,12451.1] || member(u,cantor(u))* subclass(element_relation,v) subclass(domain_relation,complement(v))* -> .
% 299.74/300.44 68745[4:Res:9418.1,64986.1] || equal(successor(union(u,v)),null_class) -> equal(symmetric_difference(complement(u),complement(v)),null_class)**.
% 299.74/300.44 68747[4:Res:3315.2,64986.1] || subclass(u,v)* equal(successor(v),null_class) -> equal(intersection(u,w),null_class)**.
% 299.74/300.44 68748[4:Res:3143.2,64986.1] || subclass(u,v)* equal(successor(v),null_class) -> equal(intersection(w,u),null_class)**.
% 299.74/300.44 68926[4:MRR:68915.1,50057.0] || subclass(universal_class,u) -> equal(regular(unordered_pair(u,ordered_pair(v,w))),ordered_pair(v,w))**.
% 299.74/300.44 68943[4:MRR:68939.1,50059.0] || equal(u,universal_class) -> equal(regular(unordered_pair(u,unordered_pair(v,w))),unordered_pair(v,w))**.
% 299.74/300.44 69012[4:MRR:69003.1,50070.0] || subclass(universal_class,u) -> equal(regular(unordered_pair(ordered_pair(v,w),u)),ordered_pair(v,w))**.
% 299.74/300.44 69025[4:MRR:69023.1,50067.0] || equal(u,universal_class) -> equal(regular(unordered_pair(unordered_pair(v,w),u)),unordered_pair(v,w))**.
% 299.74/300.44 69143[4:MRR:69139.1,50057.0] || equal(u,universal_class) -> equal(regular(unordered_pair(u,ordered_pair(v,w))),ordered_pair(v,w))**.
% 299.74/300.44 69155[4:MRR:69153.1,50070.0] || equal(u,universal_class) -> equal(regular(unordered_pair(ordered_pair(v,w),u)),ordered_pair(v,w))**.
% 299.74/300.44 69194[0:SpL:31362.0,3106.0] || member(not_subclass_element(union(u,u),v),complement(u))* -> subclass(union(u,u),v).
% 299.74/300.44 69254[4:Rew:28748.0,69209.0,10128.0,69209.0] || member(not_subclass_element(union(u,u),v),complement(u))* -> subclass(union(null_class,u),v).
% 299.74/300.44 69255[4:Rew:31362.0,69227.0] || member(not_subclass_element(union(null_class,u),v),complement(u))* -> subclass(union(u,u),v).
% 299.74/300.44 69350[0:SpR:69304.0,68.2] function(complement(cross_product(u,universal_class))) || member(u,universal_class)* -> member(range_of(null_class),universal_class)*.
% 299.74/300.44 69417[4:Res:417.2,69345.0] || subclass(u,cantor(complement(cross_product(singleton(not_subclass_element(u,v)),universal_class))))* -> subclass(u,v).
% 299.74/300.44 69419[4:Res:408.2,69345.0] || member(u,universal_class) subclass(universal_class,cantor(complement(cross_product(singleton(sum_class(u)),universal_class))))* -> .
% 299.74/300.44 69420[4:Res:407.2,69345.0] || member(u,universal_class) subclass(universal_class,cantor(complement(cross_product(singleton(power_class(u)),universal_class))))* -> .
% 299.74/300.44 69436[4:Res:431.1,69345.0] || subclass(ordered_pair(u,v),cantor(complement(cross_product(singleton(unordered_pair(u,singleton(v))),universal_class))))* -> .
% 299.74/300.44 69960[4:Rew:29733.0,69894.1,29733.0,69894.0] || -> subclass(u,union(null_class,complement(v))) member(not_subclass_element(u,union(null_class,complement(v))),v)*.
% 299.74/300.44 69930[4:Res:431.1,42116.0] || subclass(ordered_pair(u,v),union(null_class,w))* -> member(unordered_pair(u,singleton(v)),w).
% 299.74/300.44 70028[0:SpR:47972.0,43541.0] || -> equal(intersection(power_class(complement(power_class(u))),restrict(image(element_relation,power_class(u)),v,w)),null_class)**.
% 299.74/300.44 70569[0:Rew:44263.0,70543.1] || member(not_subclass_element(complement(u),null_class),restrict(u,v,w))* -> subclass(complement(u),null_class).
% 299.74/300.44 70901[0:Obv:70830.1] || subclass(u,symmetric_difference(v,w)) -> subclass(intersection(u,x),complement(intersection(v,w)))*.
% 299.74/300.44 70902[0:Obv:70828.1] || subclass(u,symmetric_difference(v,w)) -> subclass(intersection(x,u),complement(intersection(v,w)))*.
% 299.74/300.44 71491[4:SpR:71468.1,16.0] || equal(u,universal_class) -> equal(unordered_pair(null_class,unordered_pair(u,singleton(v))),ordered_pair(u,v))**.
% 299.74/300.44 72148[4:MRR:72123.3,47483.0] || member(u,universal_class) member(v,u) subclass(element_relation,ordered_pair(v,u))* -> .
% 299.74/300.44 72438[4:Rew:72435.1,69096.2] || equal(complement(u),null_class) member(u,universal_class)* -> member(singleton(singleton(null_class)),element_relation)*.
% 299.74/300.44 72493[4:Res:68.2,72013.0] function(u) || member(v,universal_class) equal(power_class(image(u,v)),universal_class)** -> .
% 299.74/300.44 72531[4:MRR:72472.1,7.0] || member(u,universal_class) equal(power_class(apply(choice,u)),universal_class)** -> equal(u,null_class).
% 299.74/300.44 72778[4:Res:68.2,72014.0] function(u) || member(v,universal_class) equal(sum_class(image(u,v)),universal_class)** -> .
% 299.74/300.44 72817[4:MRR:72757.1,7.0] || member(u,universal_class) equal(sum_class(apply(choice,u)),universal_class)** -> equal(u,null_class).
% 299.74/300.44 72924[0:Rew:33781.0,72839.2] || subclass(u,v) member(not_subclass_element(u,null_class),complement(v))* -> subclass(u,null_class).
% 299.74/300.44 73908[4:Rew:73795.0,63834.1] || member(u,universal_class) -> member(u,successor(complement(v))) member(u,union(v,null_class))*.
% 299.74/300.44 73912[4:Rew:73795.0,48513.0] || -> equal(complement(intersection(power_class(u),union(v,null_class))),union(complement(power_class(u)),complement(v)))**.
% 299.74/300.44 74229[4:Rew:73795.0,29649.0] || member(not_subclass_element(union(u,null_class),v),complement(u))* -> subclass(union(u,null_class),v).
% 299.74/300.44 74292[4:Rew:73795.0,48223.0] || -> equal(complement(intersection(union(u,null_class),power_class(v))),union(complement(u),complement(power_class(v))))**.
% 299.74/300.44 74298[9:Rew:73795.0,52986.1] function(u) || member(regular(successor(u)),complement(u))* -> equal(successor(u),null_class).
% 299.74/300.44 75481[4:Rew:28759.0,74435.1] single_valued_class(symmetric_difference(universal_class,complement(cross_product(universal_class,universal_class)))) || -> function(union(null_class,cross_product(universal_class,universal_class)))*.
% 299.74/300.44 74811[4:Rew:74517.0,22613.1] || member(x__dfg,complement(inverse(u)))* equal(union(null_class,inverse(u)),cantor(xf)) -> .
% 299.74/300.44 74835[4:Rew:74517.0,21138.1] inductive(symmetric_difference(apply(null_class,u),null_class)) || -> member(null_class,union(null_class,apply(null_class,v)))*.
% 299.74/300.44 74859[4:Rew:74517.0,20902.1] inductive(symmetric_difference(sum_class(range_of(null_class)),null_class)) || -> member(null_class,union(null_class,apply(null_class,u)))*.
% 299.74/300.44 74890[4:Rew:74517.0,20890.1] inductive(symmetric_difference(apply(null_class,u),null_class)) || -> member(null_class,union(null_class,sum_class(range_of(null_class))))*.
% 299.74/300.44 74914[4:Rew:74517.0,22917.1] || member(x__dfg,complement(sum_class(u)))* equal(union(null_class,sum_class(u)),cantor(xf)) -> .
% 299.74/300.44 74932[4:Rew:74517.0,22268.1] || member(x__dfg,complement(range_of(u)))* equal(union(null_class,range_of(u)),cantor(xf)) -> .
% 299.74/300.44 74961[4:Rew:74517.0,22024.1] || member(x__dfg,complement(cantor(u)))* equal(union(null_class,cantor(u)),cantor(xf)) -> .
% 299.74/300.44 75098[4:Rew:74143.0,65045.1] || equal(successor(u),null_class) -> equal(complement(symmetric_difference(v,u)),union(null_class,complement(v)))**.
% 299.74/300.44 75100[4:Rew:74143.0,29288.1] inductive(symmetric_difference(null_class,intersection(complement(u),universal_class))) || -> member(null_class,union(null_class,complement(u)))*.
% 299.74/300.44 75933[4:Rew:75021.0,75076.1] || -> subclass(union(null_class,u),v) member(not_subclass_element(union(null_class,u),v),union(u,null_class))*.
% 299.74/300.44 77934[4:Rew:28751.0,77797.1,28751.0,77797.0] || -> subclass(union(u,null_class),v) member(not_subclass_element(union(u,null_class),v),union(null_class,u))*.
% 299.74/300.44 77959[4:Rew:28748.0,77869.0,10128.0,77869.0] || member(not_subclass_element(union(u,null_class),v),complement(u))* -> subclass(union(null_class,u),v).
% 299.74/300.44 77962[4:Rew:76768.0,77889.0,10128.0,77889.0] || member(not_subclass_element(union(null_class,u),v),complement(u))* -> subclass(union(u,null_class),v).
% 299.74/300.44 78813[4:Rew:28751.0,78574.1,28751.0,78574.0] || -> subclass(union(u,null_class),v) member(not_subclass_element(union(u,null_class),v),union(u,u))*.
% 299.74/300.44 78839[4:Rew:76768.0,78745.0,10128.0,78745.0] || member(not_subclass_element(union(u,u),v),complement(u))* -> subclass(union(u,null_class),v).
% 299.74/300.44 78842[4:Rew:31362.0,78766.0] || member(not_subclass_element(union(u,null_class),v),complement(u))* -> subclass(union(u,u),v).
% 299.74/300.44 79195[4:Rew:74517.0,79151.1] inductive(intersection(union(omega,null_class),u)) || -> equal(intersection(union(null_class,omega),u),omega)**.
% 299.74/300.44 79293[4:Rew:74517.0,79252.1] inductive(intersection(u,union(omega,null_class))) || -> equal(intersection(u,union(null_class,omega)),omega)**.
% 299.74/300.44 79677[0:SpR:75578.0,3413.1] || -> equal(symmetric_difference(u,v),null_class) member(regular(symmetric_difference(u,v)),complement(intersection(v,u)))*.
% 299.74/300.44 79708[0:SpR:75578.0,6562.1] || -> subclass(intersection(u,singleton(v)),w) equal(not_subclass_element(intersection(singleton(v),u),w),v)**.
% 299.74/300.44 79750[0:SpR:75578.0,7754.1] || -> subclass(intersection(singleton(u),v),w) equal(not_subclass_element(intersection(v,singleton(u)),w),u)**.
% 299.74/300.44 79935[0:SpL:75578.0,3316.0] || member(regular(intersection(u,complement(v))),v)* -> equal(intersection(complement(v),u),null_class).
% 299.74/300.44 79939[0:SpL:75578.0,3144.0] || member(regular(intersection(complement(u),v)),u)* -> equal(intersection(v,complement(u)),null_class).
% 299.74/300.44 80324[0:SpR:80005.0,3539.1] || -> subclass(symmetric_difference(u,v),w) member(not_subclass_element(symmetric_difference(u,v),w),union(v,u))*.
% 299.74/300.44 80706[0:SpR:49204.0,80313.0] || -> subclass(symmetric_difference(u,complement(power_class(complement(power_class(v))))),union(image(element_relation,power_class(v)),u))*.
% 299.74/300.44 80719[0:SpR:49205.0,80313.0] || -> subclass(symmetric_difference(complement(power_class(complement(power_class(u)))),v),union(v,image(element_relation,power_class(u))))*.
% 299.74/300.44 81133[0:SpR:80566.0,3413.1] || -> equal(symmetric_difference(u,v),null_class) member(regular(symmetric_difference(v,u)),complement(intersection(u,v)))*.
% 299.74/300.44 81134[0:SpR:80566.0,3539.1] || -> subclass(symmetric_difference(u,v),w) member(not_subclass_element(symmetric_difference(v,u),w),union(u,v))*.
% 299.74/300.44 82369[0:Res:79675.0,3480.0] || member(regular(symmetric_difference(u,v)),intersection(v,u))* -> equal(symmetric_difference(u,v),null_class).
% 299.74/300.44 82524[5:MRR:82516.1,72289.0] || subclass(complement(sum_class(range_of(null_class))),u) -> member(regular(complement(apply(null_class,v))),u)*.
% 299.74/300.44 82579[0:Obv:82527.0] || -> member(u,unordered_pair(u,v))* member(v,w) subclass(unordered_pair(u,v),complement(w))*.
% 299.74/300.44 82621[5:MRR:82613.1,72226.0] || subclass(complement(apply(null_class,u)),v)* -> member(regular(complement(sum_class(range_of(null_class)))),v)*.
% 299.74/300.44 82640[4:SpR:75151.0,28182.1] || equal(complement(successor(apply(null_class,u))),universal_class)** -> member(x__dfg,complement(sum_class(range_of(null_class))))*.
% 299.74/300.44 82641[4:SpR:75151.0,28303.1] || equal(complement(successor(apply(null_class,u))),universal_class)** -> member(omega,complement(sum_class(range_of(null_class))))*.
% 299.74/300.44 82643[4:SpR:75151.0,28414.1] || equal(complement(successor(apply(null_class,u))),universal_class)** -> member(null_class,complement(sum_class(range_of(null_class))))*.
% 299.74/300.44 82653[4:SpR:75151.0,35620.0] || -> subclass(regular(apply(null_class,u)),complement(sum_class(range_of(null_class))))* equal(apply(null_class,u),null_class).
% 299.74/300.44 82707[4:SpR:75151.0,28182.1] || equal(complement(successor(sum_class(range_of(null_class)))),universal_class) -> member(x__dfg,complement(apply(null_class,u)))*.
% 299.74/300.44 82708[4:SpR:75151.0,28303.1] || equal(complement(successor(sum_class(range_of(null_class)))),universal_class) -> member(omega,complement(apply(null_class,u)))*.
% 299.74/300.44 82710[4:SpR:75151.0,28414.1] || equal(complement(successor(sum_class(range_of(null_class)))),universal_class) -> member(null_class,complement(apply(null_class,u)))*.
% 299.74/300.44 82720[4:SpR:75151.0,35620.0] || -> subclass(regular(sum_class(range_of(null_class))),complement(apply(null_class,u)))* equal(sum_class(range_of(null_class)),null_class).
% 299.74/300.44 82767[4:SpL:75151.0,469.0] || subclass(universal_class,complement(sum_class(range_of(null_class))))* member(singleton(u),apply(null_class,v))* -> .
% 299.74/300.44 82816[4:SpL:75151.0,469.0] || subclass(universal_class,complement(apply(null_class,u)))* member(singleton(v),sum_class(range_of(null_class)))* -> .
% 299.74/300.44 83009[4:Rew:82573.1,83004.1] || equal(unordered_pair(u,v),null_class) -> equal(v,u) subclass(unordered_pair(u,v),w)*.
% 299.74/300.44 83011[0:Obv:82955.0] || -> member(u,unordered_pair(v,u))* member(v,w) subclass(unordered_pair(v,u),complement(w))*.
% 299.74/300.44 83294[4:Res:68.2,72023.0] function(u) || member(v,universal_class) equal(cantor(image(u,v)),universal_class)** -> .
% 299.74/300.44 83340[4:MRR:83273.1,7.0] || member(u,universal_class) equal(cantor(apply(choice,u)),universal_class)** -> equal(u,null_class).
% 299.74/300.44 83568[4:Obv:83555.2] || equal(u,v) equal(complement(v),null_class) -> equal(unordered_pair(v,u),null_class)**.
% 299.74/300.44 83657[4:Obv:83647.2] || equal(u,v) equal(power_class(v),universal_class) -> equal(unordered_pair(v,u),null_class)**.
% 299.74/300.44 83681[4:Obv:83672.2] || equal(u,v) equal(sum_class(v),universal_class) -> equal(unordered_pair(v,u),null_class)**.
% 299.74/300.44 83707[5:MRR:83699.1,72289.0] || subclass(complement(apply(null_class,u)),v)* -> member(regular(complement(apply(null_class,w))),v)*.
% 299.74/300.44 83711[4:SpR:74143.0,23432.0] || -> subclass(complement(union(union(u,null_class),v)),intersection(union(null_class,complement(u)),complement(v)))*.
% 299.74/300.44 83726[4:SpR:74143.0,28182.1] || equal(complement(successor(union(u,null_class))),universal_class) -> member(x__dfg,union(null_class,complement(u)))*.
% 299.74/300.44 83727[4:SpR:74143.0,28303.1] || equal(complement(successor(union(u,null_class))),universal_class) -> member(omega,union(null_class,complement(u)))*.
% 299.74/300.44 83729[4:SpR:74143.0,28414.1] || equal(complement(successor(union(u,null_class))),universal_class) -> member(null_class,union(null_class,complement(u)))*.
% 299.74/300.44 83755[4:SpR:74143.0,23432.0] || -> subclass(complement(union(u,union(v,null_class))),intersection(complement(u),union(null_class,complement(v))))*.
% 299.74/300.44 83801[4:SpL:74143.0,469.0] || subclass(universal_class,union(null_class,complement(u)))* member(singleton(v),union(u,null_class))* -> .
% 299.74/300.44 84034[4:SpR:75150.0,28182.1] || equal(complement(successor(apply(null_class,u))),universal_class)** -> member(x__dfg,complement(apply(null_class,v)))*.
% 299.74/300.44 84035[4:SpR:75150.0,28303.1] || equal(complement(successor(apply(null_class,u))),universal_class)** -> member(omega,complement(apply(null_class,v)))*.
% 299.74/300.44 84037[4:SpR:75150.0,28414.1] || equal(complement(successor(apply(null_class,u))),universal_class)** -> member(null_class,complement(apply(null_class,v)))*.
% 299.74/300.44 84047[4:SpR:75150.0,35620.0] || -> subclass(regular(apply(null_class,u)),complement(apply(null_class,v)))* equal(apply(null_class,u),null_class).
% 299.74/300.44 84171[4:SpL:75150.0,469.0] || subclass(universal_class,complement(apply(null_class,u)))* member(singleton(v),apply(null_class,w))* -> .
% 299.74/300.44 84893[9:Rew:28748.0,84788.2,75578.0,84788.2,10128.0,84788.2,28748.0,84788.1,75578.0,84788.1,10128.0,84788.1] function(u) || member(regular(complement(u)),successor(u))* -> equal(complement(u),null_class).
% 299.74/300.44 85016[0:MRR:84985.1,1042.0] function(element_relation) || subclass(universal_class,complement(u)) member(complement(power_class(universal_class)),u)* -> .
% 299.74/300.44 85104[0:MRR:85103.0,138.0] || subclass(singleton(u),complement(v))* member(u,v) -> equal(singleton(u),null_class).
% 299.74/300.44 85517[4:Obv:85501.2] || equal(u,v) equal(cantor(v),universal_class) -> equal(unordered_pair(v,u),null_class)**.
% 299.74/300.44 85627[6:MRR:85580.2,49704.0] inductive(intersection(complement(u),complement(v))) || member(regular(omega),union(u,v))* -> .
% 299.74/300.44 85702[4:SSi:85697.0,72.0] || equal(u,universal_class) -> equal(unordered_pair(u,v),null_class) member(v,unordered_pair(u,v))*.
% 299.74/300.44 85703[4:SSi:85699.0,72.0] || equal(u,universal_class) -> equal(unordered_pair(v,u),null_class) member(v,unordered_pair(v,u))*.
% 299.74/300.44 86346[9:SoR:86204.0,2767.2] single_valued_class(domain_relation) || equal(successor(domain_relation),universal_class) equal(cross_product(universal_class,universal_class),domain_relation)** -> .
% 299.74/300.44 86349[9:SoR:86206.0,2767.2] single_valued_class(successor_relation) || equal(successor(successor_relation),universal_class) equal(cross_product(universal_class,universal_class),successor_relation)** -> .
% 299.74/300.44 86352[9:SoR:86207.0,2767.2] single_valued_class(successor_relation) || equal(successor(successor_relation),domain_relation) equal(cross_product(universal_class,universal_class),successor_relation)** -> .
% 299.74/300.44 86687[4:SpL:77752.0,7884.0] || subclass(u,union(v,null_class))* -> subclass(u,w) member(not_subclass_element(u,w),v)*.
% 299.74/300.44 86691[4:SpL:77752.0,6375.1] || member(u,universal_class) subclass(universal_class,union(v,null_class))* -> member(power_class(u),v)*.
% 299.74/300.44 86693[4:SpL:77752.0,6316.1] || member(u,universal_class) subclass(universal_class,union(v,null_class))* -> member(sum_class(u),v)*.
% 299.74/300.44 87309[4:Res:17768.2,725.1] || member(u,universal_class) member(v,cantor(u))* subclass(universal_class,complement(application_function))* -> .
% 299.74/300.44 87310[4:Res:17768.2,64986.1] || member(u,universal_class) member(v,cantor(u))* equal(successor(application_function),null_class) -> .
% 299.74/300.44 87422[4:Res:55.0,17826.0] || subclass(domain_relation,u)* subclass(u,v)* -> member(ordered_pair(omega,cantor(omega)),v)*.
% 299.74/300.44 87424[4:Res:147.0,17826.0] || subclass(domain_relation,u)* subclass(u,v)* -> member(ordered_pair(x__dfg,cantor(x__dfg)),v)*.
% 299.74/300.44 87617[4:Res:431.1,77882.0] || subclass(ordered_pair(u,v),union(w,null_class))* -> member(unordered_pair(u,singleton(v)),w).
% 299.74/300.44 87961[9:SoR:87893.0,2767.2] single_valued_class(element_relation) || equal(successor(element_relation),domain_relation) equal(cross_product(universal_class,universal_class),element_relation)** -> .
% 299.74/300.44 87964[9:SoR:87894.0,2767.2] single_valued_class(element_relation) || equal(successor(element_relation),universal_class) equal(cross_product(universal_class,universal_class),element_relation)** -> .
% 299.74/300.44 88116[0:SpR:80128.0,28182.1] || equal(complement(successor(symmetric_difference(u,v))),universal_class) -> member(x__dfg,complement(symmetric_difference(v,u)))*.
% 299.74/300.44 88117[0:SpR:80128.0,28303.1] || equal(complement(successor(symmetric_difference(u,v))),universal_class) -> member(omega,complement(symmetric_difference(v,u)))*.
% 299.74/300.44 88119[0:SpR:80128.0,28414.1] || equal(complement(successor(symmetric_difference(u,v))),universal_class) -> member(null_class,complement(symmetric_difference(v,u)))*.
% 299.74/300.44 88129[2:SpR:80128.0,35620.0] || -> subclass(regular(symmetric_difference(u,v)),complement(symmetric_difference(v,u)))* equal(symmetric_difference(u,v),null_class).
% 299.74/300.44 88254[0:SpL:80128.0,469.0] || subclass(universal_class,complement(symmetric_difference(u,v)))* member(singleton(w),symmetric_difference(v,u))* -> .
% 299.74/300.44 88426[4:Rew:640.0,88423.1,19172.0,88423.1,15.0,88423.0,19166.0,88423.0] || -> equal(apply(choice,singleton(singleton(null_class))),singleton(null_class))** equal(apply(choice,null_class),singleton(null_class)).
% 299.74/300.44 88472[0:SpR:47972.0,80315.0] || -> subclass(symmetric_difference(complement(u),power_class(complement(power_class(v)))),union(image(element_relation,power_class(v)),u))*.
% 299.74/300.44 88496[0:SpR:47972.0,80315.0] || -> subclass(symmetric_difference(power_class(complement(power_class(u))),complement(v)),union(v,image(element_relation,power_class(u))))*.
% 299.74/300.44 88668[4:Rew:75751.0,88596.0] || -> subclass(union(null_class,symmetric_difference(power_class(u),power_class(v))),complement(intersection(power_class(v),power_class(u))))*.
% 299.74/300.44 90744[4:SpL:42086.0,7884.0] || subclass(u,union(v,v))* -> subclass(u,w) member(not_subclass_element(u,w),v)*.
% 299.74/300.44 90748[4:SpL:42086.0,6375.1] || member(u,universal_class) subclass(universal_class,union(v,v))* -> member(power_class(u),v)*.
% 299.74/300.44 90750[4:SpL:42086.0,6316.1] || member(u,universal_class) subclass(universal_class,union(v,v))* -> member(sum_class(u),v)*.
% 299.74/300.44 90897[0:Res:57163.1,389.1] inductive(intersection(u,v)) || subclass(v,omega) -> equal(intersection(u,v),omega)**.
% 299.74/300.44 91239[4:Rew:28759.0,90966.0] || equal(union(null_class,u),null_class) member(regular(v),u)* -> equal(v,null_class).
% 299.74/300.44 90974[4:Res:90947.1,3482.0] || equal(complement(intersection(u,v)),null_class)** -> equal(w,null_class) member(regular(w),v)*.
% 299.74/300.44 90975[4:Res:90947.1,3481.0] || equal(complement(intersection(u,v)),null_class)** -> equal(w,null_class) member(regular(w),u)*.
% 299.74/300.44 91106[4:Res:90947.1,380.0] || equal(complement(compose(u,v)),null_class)** -> equal(cross_product(universal_class,universal_class),compose(u,v)).
% 299.74/300.44 91109[4:Res:90947.1,384.0] || equal(complement(flip(u)),null_class)** -> equal(cross_product(cross_product(universal_class,universal_class),universal_class),flip(u))*.
% 299.74/300.44 91110[4:Res:90947.1,385.0] || equal(complement(rotate(u)),null_class)** -> equal(cross_product(cross_product(universal_class,universal_class),universal_class),rotate(u))*.
% 299.74/300.44 91819[4:Res:431.1,58102.0] || subclass(ordered_pair(u,v),union(w,w))* -> member(unordered_pair(u,singleton(v)),w).
% 299.74/300.44 92214[0:Res:58588.1,389.1] inductive(intersection(u,v)) || subclass(u,omega) -> equal(intersection(u,v),omega)**.
% 299.74/300.44 92263[4:Res:92205.1,10.0] || subclass(singleton(null_class),u)* subclass(u,successor(null_class))* -> equal(u,successor(null_class)).
% 299.74/300.44 92579[4:Res:92197.1,389.1] inductive(union(null_class,u)) || subclass(u,omega) -> equal(union(null_class,u),omega)**.
% 299.74/300.44 92649[4:Res:92198.1,389.1] inductive(union(u,null_class)) || subclass(u,omega) -> equal(union(u,null_class),omega)**.
% 299.74/300.44 93051[0:Rew:75578.0,92812.1] || subclass(u,v) -> equal(intersection(complement(u),union(v,u)),symmetric_difference(v,u))**.
% 299.74/300.44 92838[0:SpR:71286.1,31.0] || subclass(cross_product(u,v),w)* -> equal(restrict(w,u,v),cross_product(u,v)).
% 299.74/300.44 92858[0:SpR:71286.1,573.1] || subclass(u,v) member(w,symmetric_difference(v,u))* -> member(w,complement(u)).
% 299.74/300.44 92885[0:SpR:71286.1,43541.0] || subclass(restrict(u,v,w),complement(u))* -> equal(restrict(u,v,w),null_class).
% 299.74/300.44 92993[0:SpL:71286.1,6547.1] || subclass(u,v) member(w,symmetric_difference(v,u))* member(w,u) -> .
% 299.74/300.44 93272[9:Rew:31362.0,93146.2,31362.0,93146.1] function(u) || -> member(not_subclass_element(v,complement(u)),successor(u))* subclass(v,complement(u)).
% 299.74/300.44 93515[9:SpR:75747.1,93362.0] function(intersection(successor(null_class),u)) || -> subclass(successor(intersection(successor(null_class),u)),singleton(null_class))*.
% 299.74/300.44 94015[9:SpR:75747.1,93389.0] function(intersection(u,successor(null_class))) || -> subclass(successor(intersection(u,successor(null_class))),singleton(null_class))*.
% 299.74/300.44 94044[4:Res:93346.1,10.0] || equal(successor(null_class),u) subclass(singleton(null_class),u)* -> equal(singleton(null_class),u).
% 299.74/300.44 94075[4:Res:93346.1,420.1] || equal(successor(null_class),singleton(u)) member(u,universal_class) -> member(u,singleton(null_class))*.
% 299.74/300.44 94721[9:SpL:75747.1,94489.0] function(intersection(successor(null_class),u)) || equal(successor(intersection(successor(null_class),u)),universal_class)** -> .
% 299.74/300.44 94863[9:SpL:75747.1,94516.0] function(intersection(u,successor(null_class))) || equal(successor(intersection(u,successor(null_class))),universal_class)** -> .
% 299.74/300.44 95039[9:SpR:75747.1,94932.0] function(complement(compose(element_relation,universal_class))) || -> subclass(successor(complement(compose(element_relation,universal_class))),complement(element_relation))*.
% 299.74/300.44 95533[4:Res:95463.0,421.1] || member(u,universal_class) -> member(u,successor(complement(successor(null_class))))* member(u,singleton(null_class)).
% 299.74/300.44 95627[4:Res:95412.0,421.1] || member(u,universal_class) -> member(u,successor(union(null_class,v)))* member(u,complement(v)).
% 299.74/300.44 95664[4:Res:95587.0,421.1] || member(u,universal_class) -> member(u,successor(successor(null_class))) member(u,complement(singleton(null_class)))*.
% 299.74/300.44 95738[4:MRR:95676.0,95676.3,308.0,50070.0] || member(u,universal_class) subclass(domain_relation,regular(unordered_pair(ordered_pair(u,cantor(u)),v)))* -> .
% 299.74/300.44 95739[4:MRR:95672.0,95672.3,308.0,50057.0] || member(u,universal_class) subclass(domain_relation,regular(unordered_pair(v,ordered_pair(u,cantor(u)))))* -> .
% 299.74/300.44 95834[4:Res:95477.0,421.1] || member(u,universal_class) -> member(u,successor(union(null_class,complement(v))))* member(u,v).
% 299.74/300.44 95917[4:Res:95588.0,421.1] || member(u,universal_class) -> member(u,successor(union(v,null_class)))* member(u,complement(v)).
% 299.74/300.44 96018[4:Res:95600.0,421.1] || member(u,universal_class) -> member(u,successor(union(v,v)))* member(u,complement(v)).
% 299.74/300.44 96302[4:SpL:47972.0,95426.0] || equal(successor(power_class(complement(power_class(u)))),null_class) -> subclass(universal_class,image(element_relation,power_class(u)))*.
% 299.74/300.44 102865[4:Rew:102293.0,47775.0] || equal(intersection(complement(u),union(v,w)),union(u,complement(union(v,w))))** -> .
% 299.74/300.44 103204[4:Rew:102293.0,47777.0] || equal(intersection(union(u,v),complement(w)),union(complement(union(u,v)),w))** -> .
% 299.74/300.44 103304[6:Rew:102293.0,32617.1] || -> member(null_class,image(element_relation,union(u,v)))* member(null_class,power_class(complement(union(u,v)))).
% 299.74/300.44 103445[4:Rew:102293.0,91602.0] || subclass(complement(union(u,v)),null_class)* member(w,complement(union(u,v)))* -> .
% 299.74/300.44 103481[2:Rew:102293.0,85844.0] || -> member(union(u,v),complement(union(u,v)))* equal(singleton(union(u,v)),null_class).
% 299.74/300.44 103904[4:Rew:103871.0,74160.1] || equal(successor(singleton(u)),null_class) -> equal(power_class(complement(successor(u))),power_class(complement(u)))**.
% 299.74/300.44 103951[4:Rew:103948.0,66167.1] || equal(complement(u),null_class) -> equal(union(v,complement(successor(u))),union(v,null_class))**.
% 299.74/300.44 103952[2:Rew:103948.0,46222.1] || subclass(complement(u),null_class) -> equal(union(v,complement(successor(u))),union(v,null_class))**.
% 299.74/300.44 104088[4:Rew:103496.0,103652.1] inductive(union(null_class,union(null_class,union(omega,omega)))) || -> equal(union(null_class,omega),omega)**.
% 299.74/300.44 104089[4:Rew:103496.0,103653.1] inductive(union(null_class,union(null_class,union(omega,null_class)))) || -> equal(union(null_class,omega),omega)**.
% 299.74/300.44 104090[4:Rew:103496.0,103654.1] inductive(union(null_class,union(null_class,union(null_class,omega)))) || -> equal(union(null_class,omega),omega)**.
% 299.74/300.44 106186[4:Res:105510.1,10.0] || equal(successor(u),null_class) subclass(v,successor(u))* -> equal(v,successor(u)).
% 299.74/300.44 106908[4:Res:106883.0,7880.0] || -> subclass(regular(complement(successor(null_class))),u) equal(not_subclass_element(regular(complement(successor(null_class))),u),null_class)**.
% 299.74/300.44 107316[4:Res:106506.0,389.1] inductive(regular(union(null_class,complement(omega)))) || -> equal(regular(union(null_class,complement(omega))),omega)**.
% 299.74/300.44 107373[4:Rew:103496.0,107278.0] || -> subclass(regular(union(complement(union(u,v)),w)),intersection(union(u,v),complement(w)))*.
% 299.74/300.44 107374[4:Rew:103496.0,107285.0] || -> subclass(regular(union(u,complement(union(v,w)))),intersection(complement(u),union(v,w)))*.
% 299.74/300.44 107375[4:Rew:103496.0,107324.1,28759.0,107324.1,103496.0,107324.0,28759.0,107324.0] || member(regular(regular(union(null_class,u))),u)* -> equal(regular(union(null_class,u)),null_class).
% 299.74/300.44 107541[4:SpR:103871.0,63899.1] || equal(successor(image(element_relation,successor(u))),null_class)** -> equal(power_class(complement(successor(u))),universal_class).
% 299.74/300.44 107543[0:SpR:103871.0,7868.0] || -> subclass(symmetric_difference(power_class(complement(successor(u))),complement(v)),union(image(element_relation,successor(u)),v))*.
% 299.74/300.44 107545[0:SpR:103871.0,80315.0] || -> subclass(symmetric_difference(power_class(complement(successor(u))),complement(v)),union(v,image(element_relation,successor(u))))*.
% 299.74/300.44 107549[4:SpR:103871.0,20262.1] || -> member(singleton(null_class),image(element_relation,successor(u)))* member(singleton(null_class),power_class(complement(successor(u)))).
% 299.74/300.44 107576[0:SpR:103871.0,43541.0] || -> equal(intersection(power_class(complement(successor(u))),restrict(image(element_relation,successor(u)),v,w)),null_class)**.
% 299.74/300.44 107588[0:SpR:103871.0,7868.0] || -> subclass(symmetric_difference(complement(u),power_class(complement(successor(v)))),union(u,image(element_relation,successor(v))))*.
% 299.74/300.44 107590[0:SpR:103871.0,80315.0] || -> subclass(symmetric_difference(complement(u),power_class(complement(successor(v)))),union(image(element_relation,successor(v)),u))*.
% 299.74/300.44 107606[2:SpL:103871.0,37648.1] || equal(image(element_relation,successor(u)),domain_relation) subclass(universal_class,power_class(complement(successor(u))))* -> .
% 299.74/300.44 107607[2:SpL:103871.0,17229.1] || subclass(domain_relation,image(element_relation,successor(u)))* subclass(universal_class,power_class(complement(successor(u)))) -> .
% 299.74/300.44 107617[2:SpL:103871.0,37652.1] || equal(image(element_relation,successor(u)),domain_relation) subclass(domain_relation,power_class(complement(successor(u))))* -> .
% 299.74/300.44 107618[2:SpL:103871.0,14644.1] || subclass(domain_relation,image(element_relation,successor(u)))* subclass(domain_relation,power_class(complement(successor(u)))) -> .
% 299.74/300.44 107619[2:SpL:103871.0,14917.1] || equal(image(element_relation,successor(u)),domain_relation)** equal(power_class(complement(successor(u))),domain_relation) -> .
% 299.74/300.44 107626[4:SpL:103871.0,95426.0] || equal(successor(power_class(complement(successor(u)))),null_class) -> subclass(universal_class,image(element_relation,successor(u)))*.
% 299.74/300.44 107627[4:SpL:103871.0,55718.0] || equal(successor(power_class(complement(successor(u)))),null_class) -> member(x__dfg,image(element_relation,successor(u)))*.
% 299.74/300.44 107628[4:SpL:103871.0,55572.0] || equal(successor(power_class(complement(successor(u)))),null_class) -> member(omega,image(element_relation,successor(u)))*.
% 299.74/300.44 107629[6:SpL:103871.0,55384.0] || equal(successor(power_class(complement(successor(u)))),null_class) -> member(null_class,image(element_relation,successor(u)))*.
% 299.74/300.44 107630[4:SpL:103871.0,57575.0] || subclass(power_class(complement(successor(u))),null_class) -> member(singleton(v),image(element_relation,successor(u)))*.
% 299.74/300.44 107632[0:SpL:103871.0,27.1] || member(u,image(element_relation,successor(v)))* member(u,power_class(complement(successor(v)))) -> .
% 299.74/300.44 107652[4:Rew:107540.0,49451.0] || -> equal(union(u,complement(power_class(complement(successor(v))))),union(u,image(element_relation,successor(v))))**.
% 299.74/300.44 107655[4:Rew:107540.0,49678.0] || -> equal(union(complement(power_class(complement(successor(u)))),v),union(image(element_relation,successor(u)),v))**.
% 299.74/300.44 107767[4:Res:107467.0,3480.0] || member(regular(regular(union(u,null_class))),u)* -> equal(regular(union(u,null_class)),null_class).
% 299.74/300.44 107876[4:Res:107480.0,3480.0] || member(regular(regular(union(u,u))),u)* -> equal(regular(union(u,u)),null_class).
% 299.74/300.44 108217[4:SpR:103948.0,28759.0] || -> equal(union(null_class,intersection(complement(u),successor(v))),complement(union(u,complement(successor(v)))))**.
% 299.74/300.44 108229[6:SpR:103948.0,32578.1] || -> member(null_class,intersection(complement(u),successor(v)))* member(null_class,union(u,complement(successor(v)))).
% 299.74/300.44 108306[4:SpR:28759.0,103948.0] || -> equal(complement(intersection(union(null_class,u),successor(v))),union(complement(u),complement(successor(v))))**.
% 299.74/300.44 108411[4:Rew:28748.0,108290.1] || equal(successor(u),null_class) -> equal(union(u,complement(successor(v))),complement(successor(v)))**.
% 299.74/300.44 108728[4:SpL:47972.0,107302.0] || subclass(power_class(complement(power_class(u))),null_class) -> subclass(regular(null_class),image(element_relation,power_class(u)))*.
% 299.74/300.44 108730[4:SpL:103871.0,107302.0] || subclass(power_class(complement(successor(u))),null_class) -> subclass(regular(null_class),image(element_relation,successor(u)))*.
% 299.74/300.44 109776[0:SpR:106411.0,28182.1] || equal(complement(successor(union(u,v))),universal_class) -> member(x__dfg,complement(union(v,u)))*.
% 299.74/300.44 109777[0:SpR:106411.0,28303.1] || equal(complement(successor(union(u,v))),universal_class) -> member(omega,complement(union(v,u)))*.
% 299.74/300.44 109779[0:SpR:106411.0,28414.1] || equal(complement(successor(union(u,v))),universal_class) -> member(null_class,complement(union(v,u)))*.
% 299.74/300.44 109978[0:SpL:106411.0,469.0] || subclass(universal_class,complement(union(u,v)))* member(singleton(w),union(v,u))* -> .
% 299.74/300.44 110778[4:Rew:103878.0,110685.1,105000.0,110685.1] || member(u,image(element_relation,successor(null_class)))* member(u,power_class(complement(singleton(null_class)))) -> .
% 299.74/300.44 111321[0:Rew:75578.0,111184.0] || -> subclass(intersection(complement(intersection(u,v)),intersection(w,union(u,v))),symmetric_difference(u,v))*.
% 299.74/300.44 111384[0:SpR:46.0,102305.0] || -> equal(union(complement(power_class(u)),complement(successor(v))),complement(intersection(power_class(u),successor(v))))**.
% 299.74/300.44 111764[0:Rew:75578.0,111627.0] || -> subclass(intersection(complement(intersection(u,v)),intersection(union(u,v),w)),symmetric_difference(u,v))*.
% 299.74/300.44 111963[0:SpR:46.0,102316.0] || -> equal(union(complement(successor(u)),complement(power_class(v))),complement(intersection(successor(u),power_class(v))))**.
% 299.74/300.44 115019[4:Rew:75578.0,114897.0] || -> subclass(intersection(union(u,v),union(null_class,complement(intersection(u,v)))),symmetric_difference(u,v))*.
% 299.74/300.44 118112[4:SpR:117109.1,47967.0] || equal(complement(u),universal_class) -> equal(union(u,complement(power_class(v))),complement(power_class(v)))**.
% 299.74/300.44 118114[4:SpR:117109.1,103948.0] || equal(complement(u),universal_class) -> equal(union(u,complement(successor(v))),complement(successor(v)))**.
% 299.74/300.44 118164[4:SpR:117109.1,75599.0] || equal(union(u,v),universal_class) -> equal(complement(intersection(u,v)),symmetric_difference(u,v))**.
% 299.74/300.44 118473[4:Rew:117109.1,118290.2] || equal(complement(u),universal_class) member(not_subclass_element(v,w),u)* -> subclass(v,w).
% 299.74/300.44 119181[4:SpR:117951.1,75599.0] || equal(complement(intersection(u,v)),universal_class)** -> equal(symmetric_difference(u,v),union(u,v)).
% 299.74/300.44 119355[4:Rew:119127.1,103150.1] || equal(intersection(union(u,v),complement(w)),universal_class)** -> equal(union(null_class,w),null_class).
% 299.74/300.44 119363[4:Rew:119128.1,102811.1] || equal(intersection(complement(u),union(v,w)),universal_class)** -> equal(union(u,null_class),null_class).
% 299.74/300.44 120801[0:SpR:90326.0,573.1] || member(u,symmetric_difference(v,intersection(v,w)))* -> member(u,complement(intersection(v,w))).
% 299.74/300.44 120968[0:SpL:90326.0,6547.1] || member(u,symmetric_difference(v,intersection(v,w)))* member(u,intersection(v,w)) -> .
% 299.74/300.44 121019[4:Rew:120884.1,33426.2] || equal(intersection(u,complement(v)),universal_class)** member(null_class,v) -> equal(u,null_class).
% 299.74/300.44 121308[0:SpR:90468.0,573.1] || member(u,symmetric_difference(v,intersection(w,v)))* -> member(u,complement(intersection(w,v))).
% 299.74/300.44 121477[0:SpL:90468.0,6547.1] || member(u,symmetric_difference(v,intersection(w,v)))* member(u,intersection(w,v)) -> .
% 299.74/300.44 121942[0:Rew:75751.0,121833.0] || -> subclass(intersection(u,symmetric_difference(power_class(v),power_class(w))),complement(intersection(power_class(w),power_class(v))))*.
% 299.74/300.44 121979[4:Res:92199.1,389.1] inductive(union(u,u)) || subclass(u,omega) -> equal(union(u,u),omega)**.
% 299.74/300.44 122182[0:Rew:75751.0,122063.0] || -> subclass(intersection(symmetric_difference(power_class(u),power_class(v)),w),complement(intersection(power_class(v),power_class(u))))*.
% 299.74/300.44 122535[0:Rew:75578.0,122192.1] || subclass(u,v) -> equal(intersection(complement(u),union(u,v)),symmetric_difference(u,v))**.
% 299.74/300.44 122267[0:SpR:92837.1,573.1] || subclass(u,v) member(w,symmetric_difference(u,v))* -> member(w,complement(u)).
% 299.74/300.44 122410[4:SpR:92837.1,120251.1] || subclass(u,singleton(u))* member(v,successor(u)) -> member(v,complement(u))*.
% 299.74/300.44 122461[0:SpL:92837.1,6547.1] || subclass(u,v) member(w,symmetric_difference(u,v))* member(w,u) -> .
% 299.74/300.44 122852[0:SpL:80128.0,122349.0] || subclass(symmetric_difference(u,v),complement(symmetric_difference(v,u)))* -> equal(symmetric_difference(u,v),null_class).
% 299.74/300.44 122855[4:SpL:75151.0,122349.0] || subclass(sum_class(range_of(null_class)),complement(apply(null_class,u)))* -> equal(sum_class(range_of(null_class)),null_class).
% 299.74/300.44 122856[0:SpL:106411.0,122349.0] || subclass(union(u,v),complement(union(v,u)))* -> equal(union(u,v),null_class).
% 299.74/300.44 122857[4:SpL:36664.0,122349.0] || subclass(union(u,u),union(null_class,complement(u)))* -> equal(union(u,u),null_class).
% 299.74/300.44 122858[4:SpL:74143.0,122349.0] || subclass(union(u,null_class),union(null_class,complement(u)))* -> equal(union(u,null_class),null_class).
% 299.74/300.44 122859[4:SpL:29733.0,122349.0] || subclass(union(null_class,u),union(null_class,complement(u)))* -> equal(union(null_class,u),null_class).
% 299.74/300.44 122861[4:SpL:75150.0,122349.0] || subclass(apply(null_class,u),complement(apply(null_class,v)))* -> equal(apply(null_class,u),null_class).
% 299.74/300.44 122862[4:SpL:75151.0,122349.0] || subclass(apply(null_class,u),complement(sum_class(range_of(null_class))))* -> equal(apply(null_class,u),null_class).
% 299.74/300.44 123935[4:SpR:48104.0,123487.0] || -> subclass(complement(successor(complement(symmetric_difference(complement(u),power_class(v))))),union(u,complement(power_class(v))))*.
% 299.74/300.44 124016[4:Res:123487.0,421.1] || member(u,universal_class) -> member(u,successor(complement(intersection(v,w))))* member(u,v).
% 299.74/300.44 124091[4:SpR:75586.0,123906.0] || -> subclass(complement(successor(complement(symmetric_difference(cross_product(u,v),w)))),complement(restrict(w,u,v)))*.
% 299.74/300.44 124092[4:SpR:75587.0,123906.0] || -> subclass(complement(successor(complement(symmetric_difference(u,cross_product(v,w))))),complement(restrict(u,v,w)))*.
% 299.74/300.44 124104[4:SpR:75585.0,123906.0] || -> subclass(complement(successor(complement(symmetric_difference(power_class(u),complement(v))))),union(complement(power_class(u)),v))*.
% 299.74/300.44 124176[4:Res:123906.0,421.1] || member(u,universal_class) -> member(u,successor(complement(intersection(v,w))))* member(u,w).
% 299.74/300.44 124290[9:SpR:75747.1,123484.0] function(complement(intersection(u,v))) || -> subclass(regular(successor(complement(intersection(u,v)))),u)*.
% 299.74/300.44 124470[9:SpR:75747.1,124223.0] function(complement(intersection(u,v))) || -> subclass(regular(successor(complement(intersection(u,v)))),v)*.
% 299.74/300.44 124919[4:SpR:103871.0,124374.0] || -> subclass(regular(union(image(element_relation,successor(u)),complement(power_class(v)))),power_class(complement(successor(u))))*.
% 299.74/300.44 125014[4:SpR:103871.0,124375.0] || -> subclass(regular(union(image(element_relation,successor(u)),complement(successor(v)))),power_class(complement(successor(u))))*.
% 299.74/300.44 125611[4:SpR:103871.0,124551.0] || -> subclass(regular(union(complement(power_class(u)),image(element_relation,successor(v)))),power_class(complement(successor(v))))*.
% 299.74/300.44 125721[4:SpR:103871.0,125049.0] || -> subclass(regular(union(complement(successor(u)),image(element_relation,successor(v)))),power_class(complement(successor(v))))*.
% 299.74/300.44 127834[4:Rew:75751.0,127736.0] || -> subclass(regular(complement(symmetric_difference(power_class(u),power_class(v)))),complement(intersection(power_class(v),power_class(u))))*.
% 299.74/300.44 128452[0:Obv:128426.0] || -> equal(intersection(restrict(u,v,w),singleton(x)),null_class)** member(x,cross_product(v,w)).
% 299.74/300.44 129249[0:Obv:129224.0] || -> equal(intersection(singleton(u),restrict(v,w,x)),null_class)** member(u,cross_product(w,x)).
% 299.74/300.44 129735[0:Rew:75578.0,129558.0] || -> subclass(intersection(union(u,v),intersection(w,complement(intersection(u,v)))),symmetric_difference(u,v))*.
% 299.74/300.44 130676[2:SpR:77631.0,129959.0] || -> equal(intersection(symmetric_difference(u,v),symmetric_difference(union(u,v),complement(intersection(u,v)))),null_class)**.
% 299.74/300.44 132809[4:Rew:132350.0,132721.1] || member(not_subclass_element(union(null_class,u),null_class),singleton(u))* -> subclass(union(null_class,u),null_class).
% 299.74/300.44 133096[4:Rew:132427.0,133021.1] || member(not_subclass_element(union(u,null_class),null_class),singleton(u))* -> subclass(union(u,null_class),null_class).
% 299.74/300.44 134254[4:Rew:132645.0,134177.1] || member(not_subclass_element(union(u,u),null_class),singleton(u))* -> subclass(union(u,u),null_class).
% 299.74/300.44 134581[4:Rew:75578.0,134424.0] || -> equal(intersection(symmetric_difference(cross_product(u,v),w),singleton(complement(restrict(w,u,v)))),null_class)**.
% 299.74/300.44 134583[4:Rew:75578.0,134425.0] || -> equal(intersection(symmetric_difference(u,cross_product(v,w)),singleton(complement(restrict(u,v,w)))),null_class)**.
% 299.74/300.44 134587[4:Rew:75578.0,134438.0] || -> equal(intersection(symmetric_difference(power_class(u),complement(v)),singleton(union(complement(power_class(u)),v))),null_class)**.
% 299.74/300.44 134607[4:Rew:133741.0,134513.1] || member(not_subclass_element(intersection(u,v),null_class),singleton(v))* -> subclass(intersection(u,v),null_class).
% 299.74/300.44 134922[4:Rew:75578.0,134773.0] || -> equal(intersection(symmetric_difference(complement(u),power_class(v)),singleton(union(u,complement(power_class(v))))),null_class)**.
% 299.74/300.44 134943[4:Rew:133863.0,134859.1] || member(not_subclass_element(intersection(u,v),null_class),singleton(u))* -> subclass(intersection(u,v),null_class).
% 299.74/300.44 136195[2:SpR:47972.0,130204.0] || -> equal(intersection(image(element_relation,power_class(u)),restrict(power_class(complement(power_class(u))),v,w)),null_class)**.
% 299.74/300.44 136197[2:SpR:103871.0,130204.0] || -> equal(intersection(image(element_relation,successor(u)),restrict(power_class(complement(successor(u))),v,w)),null_class)**.
% 299.74/300.44 136978[4:Res:417.2,136895.0] || subclass(u,cantor(singleton(cross_product(singleton(not_subclass_element(u,v)),universal_class))))* -> subclass(u,v).
% 299.74/300.44 136980[4:Res:408.2,136895.0] || member(u,universal_class) subclass(universal_class,cantor(singleton(cross_product(singleton(sum_class(u)),universal_class))))* -> .
% 299.74/300.44 136981[4:Res:407.2,136895.0] || member(u,universal_class) subclass(universal_class,cantor(singleton(cross_product(singleton(power_class(u)),universal_class))))* -> .
% 299.74/300.44 136999[4:Res:431.1,136895.0] || subclass(ordered_pair(u,v),cantor(singleton(cross_product(singleton(unordered_pair(u,singleton(v))),universal_class))))* -> .
% 299.74/300.44 137053[4:Res:417.2,132175.0] || subclass(u,singleton(v)) member(not_subclass_element(u,w),v)* -> subclass(u,w).
% 299.74/300.44 137086[4:Res:431.1,132175.0] || subclass(ordered_pair(u,v),singleton(w))* member(unordered_pair(u,singleton(v)),w) -> .
% 299.74/300.44 137341[4:SpR:134411.0,71286.1] || subclass(restrict(u,v,w),singleton(u))* -> equal(restrict(u,v,w),null_class).
% 299.74/300.44 138311[4:SpL:75599.0,137147.0] || member(complement(symmetric_difference(u,v)),symmetric_difference(union(u,v),complement(intersection(u,v))))* -> .
% 299.74/300.44 138350[4:SpL:102312.0,137147.0] || member(union(complement(union(u,v)),w),symmetric_difference(union(u,v),complement(w)))* -> .
% 299.74/300.44 138360[4:SpL:102302.0,137147.0] || member(union(u,complement(union(v,w))),symmetric_difference(complement(u),union(v,w)))* -> .
% 299.74/300.44 139149[4:SpL:102312.0,138256.0] || member(union(complement(union(u,v)),w),symmetric_difference(complement(w),union(u,v)))* -> .
% 299.74/300.44 139159[4:SpL:102302.0,138256.0] || member(union(u,complement(union(v,w))),symmetric_difference(union(v,w),complement(u)))* -> .
% 299.74/300.44 139531[0:Rew:75578.0,139295.0] || -> subclass(intersection(union(u,v),intersection(complement(intersection(u,v)),w)),symmetric_difference(u,v))*.
% 299.74/300.44 144267[4:Rew:144254.1,144259.1] || equal(cantor(xf),successor(null_class)) subclass(singleton(x__dfg),u)* -> member(x__dfg,u).
% 299.74/300.44 144265[4:Rew:144254.1,144124.1] || equal(cantor(xf),successor(null_class)) subclass(successor(x__dfg),u)* -> member(x__dfg,u).
% 299.74/300.44 144394[4:SpR:50817.0,63899.1] || equal(successor(power_class(complement(power_class(universal_class)))),null_class)** -> equal(image(element_relation,power_class(universal_class)),universal_class).
% 299.74/300.44 144396[0:SpR:50817.0,7868.0] || -> subclass(symmetric_difference(image(element_relation,power_class(universal_class)),complement(u)),union(power_class(complement(power_class(universal_class))),u))*.
% 299.74/300.44 144398[0:SpR:50817.0,80315.0] || -> subclass(symmetric_difference(image(element_relation,power_class(universal_class)),complement(u)),union(u,power_class(complement(power_class(universal_class)))))*.
% 299.74/300.44 144453[4:SpR:50817.0,124374.0] || -> subclass(regular(union(power_class(complement(power_class(universal_class))),complement(power_class(u)))),image(element_relation,power_class(universal_class)))*.
% 299.74/300.44 144454[4:SpR:50817.0,124375.0] || -> subclass(regular(union(power_class(complement(power_class(universal_class))),complement(successor(u)))),image(element_relation,power_class(universal_class)))*.
% 299.74/300.44 144458[0:SpR:50817.0,7868.0] || -> subclass(symmetric_difference(complement(u),image(element_relation,power_class(universal_class))),union(u,power_class(complement(power_class(universal_class)))))*.
% 299.74/300.44 144460[0:SpR:50817.0,80315.0] || -> subclass(symmetric_difference(complement(u),image(element_relation,power_class(universal_class))),union(power_class(complement(power_class(universal_class))),u))*.
% 299.74/300.44 144468[4:SpR:50817.0,124551.0] || -> subclass(regular(union(complement(power_class(u)),power_class(complement(power_class(universal_class))))),image(element_relation,power_class(universal_class)))*.
% 299.74/300.44 144469[4:SpR:50817.0,125049.0] || -> subclass(regular(union(complement(successor(u)),power_class(complement(power_class(universal_class))))),image(element_relation,power_class(universal_class)))*.
% 299.74/300.44 144501[0:SpR:25457.1,50817.0] || equal(u,universal_class) -> equal(complement(power_class(complement(power_class(u)))),image(element_relation,power_class(u)))**.
% 299.74/300.44 144505[0:SpR:25457.1,50817.0] || equal(complement(power_class(universal_class)),universal_class) -> equal(image(element_relation,power_class(universal_class)),complement(power_class(universal_class)))**.
% 299.74/300.44 144522[2:SpL:50817.0,37652.1] || equal(power_class(complement(power_class(universal_class))),domain_relation) subclass(domain_relation,image(element_relation,power_class(universal_class)))* -> .
% 299.74/300.44 144537[4:SpL:50817.0,107302.0] || subclass(image(element_relation,power_class(universal_class)),null_class) -> subclass(regular(null_class),power_class(complement(power_class(universal_class))))*.
% 299.74/300.44 144682[4:SpR:50818.0,63899.1] || equal(successor(power_class(complement(power_class(null_class)))),null_class)** -> equal(image(element_relation,power_class(null_class)),universal_class).
% 299.74/300.44 144684[4:SpR:50818.0,7868.0] || -> subclass(symmetric_difference(image(element_relation,power_class(null_class)),complement(u)),union(power_class(complement(power_class(null_class))),u))*.
% 299.74/300.44 144686[4:SpR:50818.0,80315.0] || -> subclass(symmetric_difference(image(element_relation,power_class(null_class)),complement(u)),union(u,power_class(complement(power_class(null_class)))))*.
% 299.74/300.44 144741[4:SpR:50818.0,124374.0] || -> subclass(regular(union(power_class(complement(power_class(null_class))),complement(power_class(u)))),image(element_relation,power_class(null_class)))*.
% 299.74/300.44 144742[4:SpR:50818.0,124375.0] || -> subclass(regular(union(power_class(complement(power_class(null_class))),complement(successor(u)))),image(element_relation,power_class(null_class)))*.
% 299.74/300.44 144746[4:SpR:50818.0,7868.0] || -> subclass(symmetric_difference(complement(u),image(element_relation,power_class(null_class))),union(u,power_class(complement(power_class(null_class)))))*.
% 299.74/300.44 144748[4:SpR:50818.0,80315.0] || -> subclass(symmetric_difference(complement(u),image(element_relation,power_class(null_class))),union(power_class(complement(power_class(null_class))),u))*.
% 299.74/300.44 144756[4:SpR:50818.0,124551.0] || -> subclass(regular(union(complement(power_class(u)),power_class(complement(power_class(null_class))))),image(element_relation,power_class(null_class)))*.
% 299.74/300.44 144757[4:SpR:50818.0,125049.0] || -> subclass(regular(union(complement(successor(u)),power_class(complement(power_class(null_class))))),image(element_relation,power_class(null_class)))*.
% 299.74/300.44 144789[4:SpR:63899.1,50818.0] || equal(successor(power_class(null_class)),null_class) -> equal(image(element_relation,power_class(null_class)),complement(power_class(universal_class)))**.
% 299.74/300.44 144792[4:SpR:25457.1,50818.0] || equal(complement(power_class(null_class)),universal_class) -> equal(image(element_relation,power_class(null_class)),complement(power_class(universal_class)))**.
% 299.74/300.44 144809[4:SpL:50818.0,37652.1] || equal(power_class(complement(power_class(null_class))),domain_relation) subclass(domain_relation,image(element_relation,power_class(null_class)))* -> .
% 299.74/300.44 144824[4:SpL:50818.0,107302.0] || subclass(image(element_relation,power_class(null_class)),null_class) -> subclass(regular(null_class),power_class(complement(power_class(null_class))))*.
% 299.74/300.44 144981[4:SpR:63899.1,69354.0] || equal(successor(cross_product(null_class,universal_class)),null_class)** -> equal(sum_class(range_of(null_class)),apply(universal_class,universal_class)).
% 299.74/300.44 144987[4:SpL:63899.1,69395.0] || equal(successor(cross_product(singleton(x__dfg),universal_class)),null_class)** equal(complement(cantor(universal_class)),null_class) -> .
% 299.74/300.44 144997[4:SpL:63899.1,69397.0] || equal(successor(cross_product(singleton(x__dfg),universal_class)),null_class)** equal(cantor(universal_class),cantor(xf)) -> .
% 299.74/300.44 145003[4:SpL:63899.1,69402.0] || equal(successor(cross_product(singleton(omega),universal_class)),null_class)** equal(complement(cantor(universal_class)),null_class) -> .
% 299.74/300.44 145226[6:SpL:63899.1,69409.0] || equal(successor(cross_product(singleton(null_class),universal_class)),null_class)** equal(complement(cantor(universal_class)),null_class) -> .
% 299.74/300.44 145236[6:SpL:63899.1,69410.0] || equal(successor(cross_product(singleton(null_class),universal_class)),null_class)** equal(cantor(universal_class),successor(null_class)) -> .
% 299.74/300.44 145242[6:SpL:63899.1,69411.0] || equal(successor(cross_product(singleton(null_class),universal_class)),null_class)** equal(cantor(universal_class),singleton(null_class)) -> .
% 299.74/300.44 148071[2:Res:145290.1,6535.0] || subclass(universal_class,symmetric_difference(complement(u),complement(v)))* -> member(regular(domain_relation),union(u,v)).
% 299.74/300.44 150255[4:Res:148335.1,6535.0] || subclass(universal_class,symmetric_difference(complement(u),complement(v)))* -> member(regular(composition_function),union(u,v)).
% 299.74/300.44 152364[4:Rew:634.1,152363.0] || member(complement(singleton(null_class)),complement(successor(null_class)))* -> subclass(singleton(complement(singleton(null_class))),null_class).
% 299.74/300.44 153788[4:SpR:25457.1,144482.0] || equal(u,universal_class) -> subclass(regular(image(element_relation,power_class(u))),power_class(complement(power_class(u))))*.
% 299.74/300.44 153798[4:Res:144482.0,1057.1] || equal(regular(image(element_relation,power_class(universal_class))),universal_class) -> member(null_class,power_class(complement(power_class(universal_class))))*.
% 299.74/300.44 153799[4:Res:144482.0,455.1] || equal(regular(image(element_relation,power_class(universal_class))),universal_class) -> member(x__dfg,power_class(complement(power_class(universal_class))))*.
% 299.74/300.44 153800[4:Res:144482.0,443.1] || equal(regular(image(element_relation,power_class(universal_class))),universal_class) -> member(omega,power_class(complement(power_class(universal_class))))*.
% 299.74/300.44 153819[4:Res:144770.0,1057.1] || equal(regular(image(element_relation,power_class(null_class))),universal_class) -> member(null_class,power_class(complement(power_class(null_class))))*.
% 299.74/300.44 153820[4:Res:144770.0,455.1] || equal(regular(image(element_relation,power_class(null_class))),universal_class) -> member(x__dfg,power_class(complement(power_class(null_class))))*.
% 299.74/300.44 153821[4:Res:144770.0,443.1] || equal(regular(image(element_relation,power_class(null_class))),universal_class) -> member(omega,power_class(complement(power_class(null_class))))*.
% 299.74/300.44 153834[4:Res:145279.1,4.0] || equal(first(regular(domain_relation)),universal_class) subclass(regular(domain_relation),u)* -> member(null_class,u).
% 299.74/300.44 154117[4:SpL:63899.1,147990.0] || equal(successor(cross_product(singleton(regular(domain_relation)),universal_class)),null_class)** equal(cantor(universal_class),universal_class) -> .
% 299.74/300.44 154586[4:SpL:63899.1,148095.0] || equal(successor(cross_product(singleton(regular(domain_relation)),universal_class)),null_class)** subclass(universal_class,cantor(universal_class)) -> .
% 299.74/300.44 154604[4:Res:148324.1,4.0] || equal(first(regular(composition_function)),universal_class) subclass(regular(composition_function),u)* -> member(null_class,u).
% 299.74/300.44 155046[4:SpL:63899.1,149954.0] || equal(successor(cross_product(singleton(regular(composition_function)),universal_class)),null_class)** equal(cantor(universal_class),universal_class) -> .
% 299.74/300.44 155496[4:SpL:63899.1,150279.0] || equal(successor(cross_product(singleton(regular(composition_function)),universal_class)),null_class)** subclass(universal_class,cantor(universal_class)) -> .
% 299.74/300.44 155556[4:SpR:150871.0,92837.1] || subclass(union(element_relation,element_relation),complement(compose(element_relation,universal_class)))* -> equal(union(element_relation,element_relation),null_class).
% 299.74/300.44 157524[9:SpL:75747.1,157505.0] function(complement(singleton(singleton(null_class)))) || equal(successor(complement(singleton(singleton(null_class)))),universal_class)** -> .
% 299.74/300.44 158627[4:SpL:63899.1,69400.0] || equal(successor(cross_product(singleton(singleton(u)),universal_class)),null_class)** equal(cantor(universal_class),universal_class) -> .
% 299.74/300.44 158658[4:SpL:63899.1,69401.0] || equal(successor(cross_product(singleton(singleton(u)),universal_class)),null_class)** subclass(universal_class,cantor(universal_class)) -> .
% 299.74/300.44 159563[4:SpR:63899.1,82661.0] || equal(successor(successor(apply(null_class,u))),null_class)** -> subclass(universal_class,complement(sum_class(range_of(null_class))))*.
% 299.74/300.44 160153[4:SpR:63899.1,82728.0] || equal(successor(successor(sum_class(range_of(null_class)))),null_class) -> subclass(universal_class,complement(apply(null_class,u)))*.
% 299.74/300.44 160217[4:SpR:83108.0,92837.1] || subclass(intersection(u,element_relation),complement(compose(element_relation,universal_class)))* -> equal(intersection(u,element_relation),null_class).
% 299.74/300.44 160553[4:SpR:83110.0,92837.1] || subclass(intersection(element_relation,u),complement(compose(element_relation,universal_class)))* -> equal(intersection(element_relation,u),null_class).
% 299.74/300.44 161562[4:Res:95417.0,1057.1] || equal(complement(successor(complement(apply(null_class,u)))),universal_class)** -> member(null_class,sum_class(range_of(null_class))).
% 299.74/300.44 161563[4:Res:95417.0,455.1] || equal(complement(successor(complement(apply(null_class,u)))),universal_class)** -> member(x__dfg,sum_class(range_of(null_class))).
% 299.74/300.44 161564[4:Res:95417.0,443.1] || equal(complement(successor(complement(apply(null_class,u)))),universal_class)** -> member(omega,sum_class(range_of(null_class))).
% 299.74/300.44 161697[4:Res:95422.0,1057.1] || equal(complement(successor(complement(sum_class(range_of(null_class))))),universal_class)** -> member(null_class,apply(null_class,u))*.
% 299.74/300.44 161698[4:Res:95422.0,455.1] || equal(complement(successor(complement(sum_class(range_of(null_class))))),universal_class)** -> member(x__dfg,apply(null_class,u))*.
% 299.74/300.44 161699[4:Res:95422.0,443.1] || equal(complement(successor(complement(sum_class(range_of(null_class))))),universal_class)** -> member(omega,apply(null_class,u))*.
% 299.74/300.44 161919[6:MRR:24697.2,161907.0] || member(regular(regular(compose(element_relation,universal_class))),element_relation)* -> equal(regular(compose(element_relation,universal_class)),null_class).
% 299.74/300.44 162119[9:SpL:75747.1,161915.0] function(complement(compose(element_relation,universal_class))) || subclass(element_relation,successor(complement(compose(element_relation,universal_class))))* -> .
% 299.74/300.44 162134[9:SpL:75747.1,161916.0] function(complement(compose(element_relation,universal_class))) || equal(successor(complement(compose(element_relation,universal_class))),universal_class)** -> .
% 299.74/300.44 162144[9:SpL:75747.1,162128.0] function(complement(compose(element_relation,universal_class))) || equal(successor(complement(compose(element_relation,universal_class))),element_relation)** -> .
% 299.74/300.44 162783[4:Rew:6902.0,162653.1,73795.0,162653.1,10128.0,162653.1] || subclass(image(element_relation,power_class(u)),null_class)* -> equal(complement(power_class(complement(power_class(u)))),null_class).
% 299.74/300.44 164455[6:Res:162163.1,6535.0] || subclass(universal_class,symmetric_difference(complement(u),complement(v)))* -> member(regular(element_relation),union(u,v)).
% 299.74/300.44 164521[2:MRR:164515.0,101.0] || subclass(composition_function,compose_class(u))* -> equal(compose(u,null_class),ordered_pair(null_class,compose(null_class,null_class)))*.
% 299.74/300.44 164585[2:MRR:164579.0,101.0] || subclass(composition_function,singleton(u))* -> equal(ordered_pair(null_class,ordered_pair(null_class,compose(null_class,null_class))),u)*.
% 299.74/300.44 164675[6:Res:162152.1,4.0] || equal(first(regular(element_relation)),universal_class) subclass(regular(element_relation),u)* -> member(null_class,u).
% 299.74/300.44 164693[6:SpL:63899.1,164366.0] || equal(successor(cross_product(singleton(regular(element_relation)),universal_class)),null_class)** equal(cantor(universal_class),universal_class) -> .
% 299.74/300.44 164911[6:SpL:63899.1,164478.0] || equal(successor(cross_product(singleton(regular(element_relation)),universal_class)),null_class)** subclass(universal_class,cantor(universal_class)) -> .
% 299.74/300.44 166817[9:SpL:75747.1,166355.0] function(intersection(successor(null_class),u)) || subclass(universal_class,successor(intersection(successor(null_class),u)))* -> .
% 299.74/300.44 166880[9:SpL:75747.1,166407.0] function(intersection(u,successor(null_class))) || subclass(universal_class,successor(intersection(u,successor(null_class))))* -> .
% 299.74/300.44 168886[9:SpL:75747.1,168721.0] function(intersection(singleton(null_class),u)) || equal(successor(intersection(singleton(null_class),u)),universal_class)** -> .
% 299.74/300.44 169055[9:SpL:75747.1,168771.0] function(intersection(u,singleton(null_class))) || equal(successor(intersection(u,singleton(null_class))),universal_class)** -> .
% 299.74/300.44 1047[0:Res:429.1,23.1] || subclass(universal_class,cross_product(universal_class,universal_class))* member(u,v) -> member(ordered_pair(u,v),element_relation)*.
% 299.74/300.44 1082[0:Res:26.2,1058.1] || member(null_class,u) member(null_class,v) equal(complement(intersection(v,u)),universal_class)** -> .
% 299.74/300.44 888[0:Res:26.2,456.1] || member(x__dfg,u) member(x__dfg,v) equal(complement(intersection(v,u)),universal_class)** -> .
% 299.74/300.44 890[0:Res:26.2,444.1] || member(omega,u) member(omega,v) equal(complement(intersection(v,u)),universal_class)** -> .
% 299.74/300.44 7438[0:Res:6600.0,905.1] single_valued_class(restrict(cross_product(universal_class,universal_class),u,v)) || -> function(restrict(cross_product(universal_class,universal_class),u,v))*.
% 299.74/300.44 7526[0:Res:6601.0,10.0] || subclass(union(u,v),symmetric_difference(u,v))* -> equal(symmetric_difference(u,v),union(u,v)).
% 299.74/300.44 13488[0:SSi:13475.0,72.0] || -> equal(unordered_pair(u,v),null_class) equal(apply(choice,unordered_pair(u,v)),u)** member(v,universal_class).
% 299.74/300.44 13489[0:SSi:13481.0,72.0] || -> equal(unordered_pair(u,v),null_class) equal(apply(choice,unordered_pair(u,v)),v)** member(u,universal_class).
% 299.74/300.44 13566[0:Obv:13558.0] || -> equal(not_subclass_element(unordered_pair(u,v),w),v)** subclass(unordered_pair(u,v),w) member(u,universal_class).
% 299.74/300.44 13567[0:Obv:13552.0] || -> equal(not_subclass_element(unordered_pair(u,v),w),u)** subclass(unordered_pair(u,v),w) member(v,universal_class).
% 299.74/300.44 14637[2:Res:19.2,8049.1] || member(null_class,u) member(null_class,v) subclass(domain_relation,complement(cross_product(v,u)))* -> .
% 299.74/300.44 14985[2:Rew:7118.0,14979.1] || member(ordered_pair(u,not_subclass_element(v,range_of(null_class))),compose(null_class,w))* -> subclass(v,range_of(null_class)).
% 299.74/300.44 16296[2:SpL:569.0,8051.0] || subclass(domain_relation,symmetric_difference(complement(u),complement(v)))* -> member(ordered_pair(null_class,null_class),union(u,v)).
% 299.74/300.44 16427[4:Res:415.2,12471.0] || subclass(u,sum_class(range_of(null_class))) -> equal(u,null_class) member(regular(u),apply(null_class,v))*.
% 299.74/300.44 16485[4:Res:415.2,12473.0] || subclass(u,apply(null_class,v))* -> equal(u,null_class) member(regular(u),sum_class(range_of(null_class)))*.
% 299.74/300.44 16763[2:SpL:569.0,16318.0] || equal(symmetric_difference(complement(u),complement(v)),domain_relation) -> member(ordered_pair(null_class,null_class),union(u,v))*.
% 299.74/300.44 16846[0:SpL:826.1,16825.0] || subclass(universal_class,complement(singleton(not_subclass_element(cross_product(u,v),w))))* -> subclass(cross_product(u,v),w).
% 299.74/300.44 16854[0:SpL:826.1,16849.0] || equal(complement(singleton(not_subclass_element(cross_product(u,v),w))),universal_class)** -> subclass(cross_product(u,v),w).
% 299.74/300.44 16931[0:SpL:823.1,16891.0] || subclass(universal_class,complement(unordered_pair(u,regular(cross_product(v,w)))))* -> equal(cross_product(v,w),null_class).
% 299.74/300.44 16942[0:SpL:823.1,16900.0] || subclass(universal_class,complement(unordered_pair(regular(cross_product(u,v)),w)))* -> equal(cross_product(u,v),null_class).
% 299.74/300.44 16970[0:SpL:823.1,16936.0] || equal(complement(unordered_pair(u,regular(cross_product(v,w)))),universal_class)** -> equal(cross_product(v,w),null_class).
% 299.74/300.44 16975[0:SpL:823.1,16947.0] || equal(complement(unordered_pair(regular(cross_product(u,v)),w)),universal_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.44 16997[0:SpL:569.0,672.0] || subclass(universal_class,symmetric_difference(complement(u),complement(v)))* -> member(unordered_pair(w,x),union(u,v))*.
% 299.74/300.44 17215[0:Res:19.2,725.1] || member(u,v)* member(w,x)* subclass(universal_class,complement(cross_product(x,v)))* -> .
% 299.74/300.44 18319[4:Rew:17265.0,17821.0] || member(u,cantor(u)) subclass(element_relation,v) -> member(ordered_pair(u,cantor(u)),v)*.
% 299.74/300.44 18134[4:Rew:18095.0,14503.1] || member(u,apply(null_class,v))* subclass(sum_class(range_of(null_class)),w)* -> member(u,w)*.
% 299.74/300.44 19173[4:SpR:19166.0,61.1] || member(ordered_pair(universal_class,u),compose(v,w))* -> member(u,image(v,image(w,null_class))).
% 299.74/300.44 19266[4:SpR:19172.0,19.2] || member(universal_class,u) member(null_class,v) -> member(singleton(singleton(null_class)),cross_product(v,u))*.
% 299.74/300.44 19346[4:SpR:19188.0,408.2] || member(image(u,null_class),universal_class)* subclass(universal_class,v) -> member(apply(u,universal_class),v)*.
% 299.74/300.44 19675[4:Res:417.2,17917.0] || subclass(u,cantor(not_subclass_element(u,v)))* subclass(universal_class,complement(element_relation)) -> subclass(u,v).
% 299.74/300.44 19677[4:Res:408.2,17917.0] || member(u,universal_class) subclass(universal_class,cantor(sum_class(u)))* subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.44 19678[4:Res:407.2,17917.0] || member(u,universal_class) subclass(universal_class,cantor(power_class(u)))* subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.44 20220[4:SpL:19169.0,11.0] || member(u,ordered_pair(universal_class,v))* -> equal(u,unordered_pair(universal_class,singleton(v))) equal(u,null_class).
% 299.74/300.44 20307[4:Res:19302.1,270.0] || equal(restrict(u,v,w),singleton(singleton(null_class)))** -> member(singleton(null_class),cross_product(v,w))*.
% 299.74/300.44 20318[4:Res:19302.1,6873.0] || equal(regular(u),singleton(singleton(null_class))) member(singleton(null_class),u)* -> equal(u,null_class).
% 299.74/300.44 20596[4:SpL:19189.0,11.0] || member(u,ordered_pair(v,universal_class))* -> equal(u,unordered_pair(v,null_class)) equal(u,singleton(v)).
% 299.74/300.44 21042[4:SpL:45.0,19663.0] || member(inverse(restrict(u,v,universal_class)),image(u,v))* subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.44 21232[4:Res:21039.1,4.0] || subclass(universal_class,u) -> equal(singleton(image(v,null_class)),null_class) member(apply(v,universal_class),u)*.
% 299.74/300.44 21618[5:SpL:569.0,21266.0] || subclass(universal_class,symmetric_difference(complement(u),complement(v)))* -> member(sum_class(range_of(null_class)),union(u,v)).
% 299.74/300.44 23062[0:Res:6600.0,3478.0] || -> equal(restrict(singleton(u),v,w),null_class) equal(regular(restrict(singleton(u),v,w)),u)**.
% 299.74/300.44 23518[0:Res:431.1,271.0] || subclass(ordered_pair(u,v),restrict(w,x,y))* -> member(unordered_pair(u,singleton(v)),w).
% 299.74/300.44 23538[4:Res:431.1,17917.0] || subclass(ordered_pair(u,v),cantor(unordered_pair(u,singleton(v))))* subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.44 23556[4:MRR:20601.0,23545.0] || -> equal(regular(ordered_pair(u,universal_class)),unordered_pair(u,null_class))** equal(regular(ordered_pair(u,universal_class)),singleton(u)).
% 299.74/300.44 23679[0:SpL:31.0,6547.1] || member(u,symmetric_difference(v,cross_product(w,x)))* member(u,restrict(v,w,x)) -> .
% 299.74/300.44 23682[0:SpL:32.0,6547.1] || member(u,symmetric_difference(cross_product(v,w),x))* member(u,restrict(x,v,w)) -> .
% 299.74/300.44 23722[0:Res:5.1,6547.1] || member(not_subclass_element(intersection(u,v),w),symmetric_difference(u,v))* -> subclass(intersection(u,v),w).
% 299.74/300.44 23755[4:Res:19302.1,6547.1] || equal(intersection(u,v),singleton(singleton(null_class))) member(singleton(null_class),symmetric_difference(u,v))* -> .
% 299.74/300.44 24707[2:MRR:24683.0,12497.1] || -> member(regular(regular(complement(u))),u)* equal(regular(complement(u)),null_class) equal(complement(u),null_class).
% 299.74/300.44 24976[4:Res:415.2,12472.0] || subclass(u,apply(null_class,v))* -> equal(u,null_class) member(regular(u),apply(null_class,w))*.
% 299.74/300.44 25008[0:Res:13341.2,4.0] || subclass(universal_class,u)* subclass(u,v)* -> equal(w,null_class) member(regular(w),v)*.
% 299.74/300.44 25011[4:Res:13341.2,10130.1] || subclass(universal_class,complement(compose(element_relation,universal_class)))* member(regular(u),element_relation)* -> equal(u,null_class).
% 299.74/300.44 25023[0:Res:13341.2,574.0] || subclass(universal_class,symmetric_difference(u,v)) -> equal(w,null_class) member(regular(w),union(u,v))*.
% 299.74/300.44 27241[4:Res:19.2,25885.1] || member(null_class,u) member(null_class,v) equal(complement(cross_product(v,u)),universal_class)** -> .
% 299.74/300.44 27453[5:Res:21248.1,6535.0] || subclass(universal_class,symmetric_difference(complement(u),complement(v)))* -> member(apply(null_class,w),union(u,v))*.
% 299.74/300.44 27472[0:Res:429.1,6535.0] || subclass(universal_class,symmetric_difference(complement(u),complement(v)))* -> member(ordered_pair(w,x),union(u,v))*.
% 299.74/300.44 27807[4:SpR:25457.1,27755.1] || equal(u,universal_class) equal(power_class(u),cantor(xf))* -> subclass(singleton(x__dfg),power_class(universal_class))*.
% 299.74/300.44 27808[4:SpR:25457.1,27755.1] || equal(u,universal_class) equal(cantor(xf),power_class(universal_class)) -> subclass(singleton(x__dfg),power_class(u))*.
% 299.74/300.44 27817[0:SpR:25457.1,27749.0] || equal(u,universal_class) -> subclass(singleton(regular(power_class(universal_class))),power_class(universal_class))* equal(power_class(u),null_class)**.
% 299.74/300.44 27818[0:SpR:25457.1,27749.0] || equal(u,universal_class) -> subclass(singleton(regular(power_class(u))),power_class(u))* equal(power_class(universal_class),null_class).
% 299.74/300.44 28017[0:MRR:27982.0,12502.1] || -> member(not_subclass_element(complement(union(u,v)),w),complement(u))* subclass(complement(union(u,v)),w).
% 299.74/300.44 28293[0:MRR:28258.0,12502.1] || -> member(not_subclass_element(complement(union(u,v)),w),complement(v))* subclass(complement(union(u,v)),w).
% 299.74/300.44 28526[0:Res:28477.1,4.0] || equal(complement(successor(u)),universal_class) subclass(complement(singleton(u)),v)* -> member(x__dfg,v).
% 299.74/300.44 28956[4:Rew:28748.0,27403.1] || member(u,symmetric_difference(complement(v),union(null_class,w)))* -> member(u,union(v,complement(w))).
% 299.74/300.44 28971[4:Rew:28748.0,27426.1] || member(u,symmetric_difference(union(null_class,v),complement(w)))* -> member(u,union(complement(v),w)).
% 299.74/300.44 28975[4:Rew:28748.0,25829.1] || subclass(u,union(null_class,v))* member(regular(u),complement(v)) -> equal(u,null_class).
% 299.74/300.44 29377[4:Rew:28759.0,24984.0] || equal(union(null_class,apply(null_class,u)),domain_relation)** -> member(ordered_pair(null_class,null_class),apply(null_class,v))*.
% 299.74/300.44 29378[4:Rew:28759.0,16493.0] || equal(union(null_class,apply(null_class,u)),domain_relation)** -> member(ordered_pair(null_class,null_class),sum_class(range_of(null_class)))*.
% 299.74/300.44 29387[4:Rew:28759.0,16435.0] || equal(union(null_class,sum_class(range_of(null_class))),domain_relation) -> member(ordered_pair(null_class,null_class),apply(null_class,u))*.
% 299.74/300.44 30781[4:Rew:29733.0,29400.0] || equal(union(null_class,complement(compose(element_relation,universal_class))),domain_relation)** member(ordered_pair(null_class,null_class),element_relation) -> .
% 299.74/300.44 29414[4:Rew:28759.0,7720.0] || equal(union(null_class,regular(u)),universal_class)** member(singleton(v),u)* -> equal(u,null_class).
% 299.74/300.44 29466[4:Rew:28759.0,27341.0] || equal(union(null_class,symmetric_difference(u,v)),universal_class) -> member(ordered_pair(null_class,null_class),union(u,v))*.
% 299.74/300.44 29467[5:Rew:28759.0,21746.0] || equal(union(null_class,symmetric_difference(u,v)),universal_class) -> member(apply(null_class,w),union(u,v))*.
% 299.74/300.44 29468[5:Rew:28759.0,21554.0] || equal(union(null_class,symmetric_difference(u,v)),universal_class) -> member(sum_class(range_of(null_class)),union(u,v))*.
% 299.74/300.44 29470[4:Rew:28759.0,16116.0] || equal(union(null_class,symmetric_difference(u,v)),domain_relation) -> member(ordered_pair(null_class,null_class),union(u,v))*.
% 299.74/300.44 29479[4:Rew:28759.0,7832.0] || equal(union(null_class,restrict(u,v,w)),universal_class)** -> member(singleton(x),cross_product(v,w))*.
% 299.74/300.44 29489[4:Rew:28759.0,6543.1] || member(singleton(u),symmetric_difference(v,w))* equal(union(null_class,intersection(v,w)),universal_class) -> .
% 299.74/300.44 30783[4:Rew:28759.0,29507.0] || -> equal(union(null_class,intersection(u,v)),null_class) member(regular(union(null_class,intersection(u,v))),u)*.
% 299.74/300.44 30784[4:Rew:28759.0,29508.0] || -> equal(union(null_class,intersection(u,v)),null_class) member(regular(union(null_class,intersection(u,v))),v)*.
% 299.74/300.44 29520[4:Rew:28759.0,13518.1] || member(x__dfg,symmetric_difference(u,v)) equal(union(null_class,intersection(u,v)),cantor(xf))** -> .
% 299.74/300.44 30785[4:Rew:28759.0,29533.1] || member(not_subclass_element(union(null_class,complement(u)),v),u)* -> subclass(union(null_class,complement(u)),v).
% 299.74/300.44 30786[4:Rew:28759.0,29542.2] || subclass(u,v) -> equal(union(null_class,u),null_class) member(regular(union(null_class,u)),v)*.
% 299.74/300.44 29546[4:Rew:28759.0,27326.0] || equal(union(null_class,u),universal_class)** subclass(u,v)* -> member(ordered_pair(null_class,null_class),v)*.
% 299.74/300.44 29548[5:Rew:28759.0,21732.0] || equal(union(null_class,u),universal_class)** subclass(u,v)* -> member(apply(null_class,w),v)*.
% 299.74/300.44 29549[5:Rew:28759.0,21540.0] || equal(union(null_class,u),universal_class)** subclass(u,v)* -> member(sum_class(range_of(null_class)),v)*.
% 299.74/300.44 29551[4:Rew:28759.0,16100.0] || equal(union(null_class,u),domain_relation)** subclass(u,v)* -> member(ordered_pair(null_class,null_class),v)*.
% 299.74/300.44 31873[4:Rew:31446.0,31865.1] single_valued_class(union(cross_product(universal_class,universal_class),cross_product(universal_class,universal_class))) || -> function(union(null_class,cross_product(universal_class,universal_class)))*.
% 299.74/300.44 32850[4:SpR:8781.1,19188.0] || -> equal(cross_product(null_class,universal_class),null_class) equal(apply(regular(cross_product(null_class,universal_class)),universal_class),sum_class(range_of(null_class)))**.
% 299.74/300.44 33424[0:Rew:58.0,33395.1,58.0,33395.0] || -> subclass(singleton(regular(intersection(u,power_class(v)))),power_class(v))* equal(intersection(u,power_class(v)),null_class).
% 299.74/300.44 33432[4:MRR:33431.0,12497.1] || -> member(regular(intersection(u,union(null_class,v))),v)* equal(intersection(u,union(null_class,v)),null_class).
% 299.74/300.44 33802[0:Rew:58.0,33769.1,58.0,33769.0] || -> subclass(singleton(regular(intersection(power_class(u),v))),power_class(u))* equal(intersection(power_class(u),v),null_class).
% 299.74/300.44 33811[4:MRR:33810.0,12497.1] || -> member(regular(intersection(union(null_class,u),v)),u)* equal(intersection(union(null_class,u),v),null_class).
% 299.74/300.44 36036[0:Rew:29.0,35909.2] || member(u,universal_class) -> member(u,complement(symmetric_difference(v,w)))* member(u,union(v,w)).
% 299.74/300.44 36515[0:Obv:36487.1] || member(u,v) -> subclass(intersection(w,singleton(u)),intersection(v,intersection(w,singleton(u))))*.
% 299.74/300.44 36578[0:Obv:36548.1] || member(u,v) -> subclass(intersection(singleton(u),w),intersection(v,intersection(singleton(u),w)))*.
% 299.74/300.44 36602[4:SpR:29733.0,8283.0] || -> subclass(symmetric_difference(union(null_class,complement(u)),complement(singleton(union(null_class,u)))),successor(union(null_class,u)))*.
% 299.74/300.44 36642[4:SpR:29733.0,28.2] || member(u,universal_class) -> member(u,union(null_class,v)) member(u,union(null_class,complement(v)))*.
% 299.74/300.44 36751[4:Rew:29733.0,36679.1] || subclass(union(null_class,complement(u)),union(null_class,u))* -> equal(union(null_class,complement(u)),null_class).
% 299.74/300.44 36685[4:SpL:29733.0,13510.1] || equal(union(null_class,u),cantor(xf)) equal(union(null_class,complement(u)),cantor(xf))** -> .
% 299.74/300.44 36920[0:Rew:58.0,36895.0] || subclass(u,power_class(v)) -> subclass(singleton(not_subclass_element(u,w)),power_class(v))* subclass(u,w).
% 299.74/300.44 37913[4:Res:37903.0,10.0] || subclass(complement(element_relation),complement(compose(element_relation,universal_class)))* -> equal(complement(compose(element_relation,universal_class)),complement(element_relation)).
% 299.74/300.44 38238[4:Res:9.1,10202.0] || equal(complement(compose(element_relation,universal_class)),u)* member(regular(u),element_relation)* -> equal(u,null_class).
% 299.74/300.44 39908[9:SpR:39752.1,106.0] function(single_valued1(u)) || -> equal(domain__dfg(u,image(inverse(u),null_class),single_valued2(u)),single_valued3(u))**.
% 299.74/300.44 39975[9:SpL:39752.1,17286.1] function(u) || member(u,cantor(v))* equal(restrict(v,null_class,universal_class),null_class)** -> .
% 299.74/300.44 40298[9:SoR:39631.0,2767.2] single_valued_class(inverse(u)) || equal(cross_product(universal_class,universal_class),inverse(u))* -> equal(range_of(u),universal_class)**.
% 299.74/300.44 40322[9:SpR:40295.1,8226.0] one_to_one(restrict(cross_product(u,universal_class),v,w)) || -> equal(image(cross_product(v,w),u),universal_class)**.
% 299.74/300.44 40351[9:SoR:39753.0,2767.2] single_valued_class(power_class(u)) || member(u,universal_class)* equal(cross_product(universal_class,universal_class),power_class(u))* -> .
% 299.74/300.44 40354[9:SoR:39754.0,2767.2] single_valued_class(sum_class(u)) || member(u,universal_class)* equal(cross_product(universal_class,universal_class),sum_class(u))* -> .
% 299.74/300.44 40363[9:SoR:39765.0,2767.2] single_valued_class(cantor(u)) || member(u,universal_class)* equal(cross_product(universal_class,universal_class),cantor(u))* -> .
% 299.74/300.44 40382[9:SpR:40368.1,16.0] one_to_one(u) || -> equal(unordered_pair(null_class,unordered_pair(inverse(u),singleton(v))),ordered_pair(inverse(u),v))**.
% 299.74/300.44 40436[9:SpL:40368.1,452.0] one_to_one(u) || member(singleton(singleton(null_class)),cross_product(v,w))* -> member(inverse(u),w)*.
% 299.74/300.44 40547[9:Rew:19298.1,40546.2] one_to_one(u) || member(ordered_pair(v,singleton(singleton(null_class))),application_function)* -> equal(inverse(u),universal_class)**.
% 299.74/300.44 41298[4:MRR:41287.0,308.0] || subclass(domain_relation,complement(cantor(u))) -> equal(apply(u,ordered_pair(null_class,null_class)),sum_class(range_of(null_class)))**.
% 299.74/300.44 41299[4:MRR:41286.0,308.0] || subclass(universal_class,complement(cantor(u))) -> equal(apply(u,ordered_pair(v,w)),sum_class(range_of(null_class)))**.
% 299.74/300.44 41301[5:MRR:41276.0,21244.0] || subclass(universal_class,complement(cantor(u))) -> equal(apply(u,sum_class(range_of(null_class))),sum_class(range_of(null_class)))**.
% 299.74/300.44 41302[5:MRR:41275.0,21244.0] || equal(complement(cantor(u)),universal_class) -> equal(apply(u,sum_class(range_of(null_class))),sum_class(range_of(null_class)))**.
% 299.74/300.44 41303[4:MRR:41273.0,14.0] || subclass(universal_class,complement(cantor(u))) -> equal(apply(u,unordered_pair(v,w)),sum_class(range_of(null_class)))**.
% 299.74/300.44 41304[5:MRR:41271.0,21239.0] || subclass(universal_class,complement(cantor(u))) -> equal(apply(u,apply(null_class,v)),sum_class(range_of(null_class)))**.
% 299.74/300.44 41305[5:MRR:41270.0,21239.0] || equal(complement(cantor(u)),universal_class) -> equal(apply(u,apply(null_class,v)),sum_class(range_of(null_class)))**.
% 299.74/300.44 41306[4:MRR:41261.0,12497.1] || -> equal(apply(u,regular(complement(cantor(u)))),sum_class(range_of(null_class)))** equal(complement(cantor(u)),null_class).
% 299.74/300.44 41369[4:Res:9.1,17820.1] || equal(singleton(u),domain_relation)** member(v,universal_class) -> equal(ordered_pair(v,cantor(v)),u)*.
% 299.74/300.44 41381[2:Res:36356.0,10.0] || subclass(complement(singleton(u)),u)* -> equal(singleton(u),null_class) equal(complement(singleton(u)),u).
% 299.74/300.44 41443[4:Res:9.1,17845.1] || equal(compose_class(u),domain_relation) member(v,universal_class) -> equal(compose(u,v),cantor(v))**.
% 299.74/300.44 41526[4:SpR:36664.0,8283.0] || -> subclass(symmetric_difference(union(null_class,complement(u)),complement(singleton(union(u,u)))),successor(union(u,u)))*.
% 299.74/300.44 41566[4:SpR:36664.0,28.2] || member(u,universal_class) -> member(u,union(v,v))* member(u,union(null_class,complement(v)))*.
% 299.74/300.44 41655[4:Rew:36664.0,41606.1] || subclass(union(null_class,complement(u)),union(u,u))* -> equal(union(null_class,complement(u)),null_class).
% 299.74/300.44 41613[4:SpL:36664.0,13510.1] || equal(union(u,u),cantor(xf))** equal(union(null_class,complement(u)),cantor(xf))** -> .
% 299.74/300.44 41730[4:SpR:19172.0,17398.1] || subclass(domain_relation,rotate(u)) -> member(ordered_pair(ordered_pair(universal_class,cantor(singleton(singleton(null_class)))),null_class),u)*.
% 299.74/300.44 41775[4:Res:17398.1,17.0] || subclass(domain_relation,rotate(cross_product(u,v)))* -> member(ordered_pair(w,cantor(ordered_pair(x,w))),u)*.
% 299.74/300.44 41842[4:SpR:19172.0,17399.1] || subclass(domain_relation,flip(u)) -> member(ordered_pair(ordered_pair(universal_class,null_class),cantor(singleton(singleton(null_class)))),u)*.
% 299.74/300.44 41849[4:SpR:19172.0,17399.1] || subclass(domain_relation,flip(u)) -> member(ordered_pair(singleton(singleton(null_class)),cantor(ordered_pair(universal_class,null_class))),u)*.
% 299.74/300.44 45061[0:Res:95.0,3479.0] || subclass(cross_product(universal_class,universal_class),u)* -> equal(compose_class(v),null_class) member(regular(compose_class(v)),u)*.
% 299.74/300.44 45065[0:Res:108.0,3479.0] || subclass(cross_product(universal_class,cross_product(universal_class,universal_class)),u)* -> equal(application_function,null_class) member(regular(application_function),u).
% 299.74/300.44 45071[0:Res:9.1,3479.0] || equal(u,v)* subclass(u,w)* -> equal(v,null_class) member(regular(v),w)*.
% 299.74/300.44 45079[4:Res:31757.0,3479.0] || subclass(u,v) -> equal(union(u,u),null_class) member(regular(union(u,u)),v)*.
% 299.74/300.44 45135[0:Rew:631.1,45081.3] || subclass(complement(u),v)* -> member(w,u)* equal(singleton(w),null_class) member(w,v)*.
% 299.74/300.44 45571[4:Rew:28750.0,45526.0] || subclass(u,union(null_class,v)) -> equal(u,null_class) member(regular(u),union(v,v))*.
% 299.74/300.44 45583[0:Obv:45562.1] || subclass(complement(union(u,v)),symmetric_difference(u,v))* -> equal(complement(union(u,v)),null_class).
% 299.74/300.44 45716[4:SpR:41644.0,27755.1] || equal(power_class(union(null_class,u)),cantor(xf)) -> subclass(singleton(x__dfg),power_class(union(u,u)))*.
% 299.74/300.44 45721[4:SpR:41644.0,27756.1] || equal(power_class(union(null_class,u)),universal_class) -> subclass(singleton(singleton(v)),power_class(union(u,u)))*.
% 299.74/300.44 45739[4:SpR:41644.0,27755.1] || equal(power_class(union(u,u)),cantor(xf))** -> subclass(singleton(x__dfg),power_class(union(null_class,u)))*.
% 299.74/300.44 45744[4:SpR:41644.0,27756.1] || equal(power_class(union(u,u)),universal_class)** -> subclass(singleton(singleton(v)),power_class(union(null_class,u)))*.
% 299.74/300.44 46225[2:SpR:43463.1,565.0] || subclass(complement(restrict(u,v,w)),null_class)* -> equal(symmetric_difference(u,cross_product(v,w)),null_class).
% 299.74/300.44 46226[2:SpR:43463.1,566.0] || subclass(complement(restrict(u,v,w)),null_class)* -> equal(symmetric_difference(cross_product(v,w),u),null_class).
% 299.74/300.44 46492[0:Rew:116.0,46416.1] || member(not_subclass_element(symmetric_difference(u,v),w),intersection(u,v))* -> subclass(symmetric_difference(u,v),w).
% 299.74/300.44 46815[2:Obv:46792.1] || equal(u,v) -> subclass(v,complement(unordered_pair(v,u)))* equal(unordered_pair(v,u),null_class).
% 299.74/300.44 47344[4:Rew:28759.0,47343.0] || subclass(symmetric_difference(u,v),union(null_class,intersection(u,v)))* -> subclass(symmetric_difference(u,v),w)*.
% 299.74/300.44 47404[0:Res:9.1,7887.0] || equal(restrict(u,v,w),x)* -> subclass(x,y) member(not_subclass_element(x,y),u)*.
% 299.74/300.44 47719[0:Res:12962.2,945.1] || member(u,universal_class) equal(successor(singleton(u)),u)** equal(complement(successor_relation),universal_class) -> .
% 299.74/300.44 47883[0:Res:5957.2,18.0] || member(inverse(u),universal_class) subclass(domain_relation,cross_product(v,w))* -> member(range_of(u),w)*.
% 299.74/300.44 48014[0:Rew:47963.0,13885.1] || -> member(u,intersection(complement(v),power_class(w))) subclass(singleton(u),union(v,complement(power_class(w))))*.
% 299.74/300.44 48072[0:Rew:47963.0,23986.0] || -> subclass(complement(union(u,image(element_relation,power_class(v)))),intersection(complement(u),power_class(complement(power_class(v)))))*.
% 299.74/300.44 48103[0:Rew:47963.0,8033.1] inductive(intersection(complement(u),power_class(v))) || equal(union(u,complement(power_class(v))),universal_class)** -> .
% 299.74/300.44 48105[4:Rew:47963.0,46962.1] || subclass(intersection(complement(u),power_class(v)),null_class)* -> subclass(universal_class,union(u,complement(power_class(v)))).
% 299.74/300.44 48155[6:Rew:47963.0,46670.1] || subclass(intersection(complement(u),power_class(v)),null_class)* -> member(null_class,union(u,complement(power_class(v)))).
% 299.74/300.44 48179[0:Rew:47963.0,43599.0] || -> equal(intersection(union(u,complement(power_class(v))),intersection(intersection(complement(u),power_class(v)),w)),null_class)**.
% 299.74/300.44 48180[0:Rew:47963.0,43762.0] || -> equal(intersection(union(u,complement(power_class(v))),intersection(w,intersection(complement(u),power_class(v)))),null_class)**.
% 299.74/300.44 48203[0:Rew:47963.0,13888.1] || -> member(u,intersection(power_class(v),complement(w))) subclass(singleton(u),union(complement(power_class(v)),w))*.
% 299.74/300.44 48219[0:Rew:47963.0,25818.1] || subclass(u,power_class(v)) member(regular(u),complement(power_class(v)))* -> equal(u,null_class).
% 299.74/300.44 48274[0:Rew:47963.0,941.0] || subclass(universal_class,power_class(complement(power_class(u)))) member(singleton(v),image(element_relation,power_class(u)))* -> .
% 299.74/300.44 48283[4:Rew:47963.0,38827.0] || equal(power_class(complement(power_class(u))),cantor(xf)) member(x__dfg,image(element_relation,power_class(u)))* -> .
% 299.74/300.44 48309[0:Rew:47963.0,24008.0] || -> subclass(complement(union(image(element_relation,power_class(u)),v)),intersection(power_class(complement(power_class(u))),complement(v)))*.
% 299.74/300.44 48314[0:Rew:47963.0,28208.1] || equal(complement(successor(image(element_relation,power_class(u)))),universal_class)** -> member(x__dfg,power_class(complement(power_class(u)))).
% 299.74/300.44 48315[0:Rew:47963.0,28329.1] || equal(complement(successor(image(element_relation,power_class(u)))),universal_class)** -> member(omega,power_class(complement(power_class(u)))).
% 299.74/300.44 48318[0:Rew:47963.0,28440.1] || equal(complement(successor(image(element_relation,power_class(u)))),universal_class)** -> member(null_class,power_class(complement(power_class(u)))).
% 299.74/300.44 48342[6:Rew:47963.0,38843.0] || equal(power_class(complement(power_class(u))),successor(null_class)) member(null_class,image(element_relation,power_class(u)))* -> .
% 299.74/300.44 48343[6:Rew:47963.0,38844.0] || equal(power_class(complement(power_class(u))),singleton(null_class)) member(null_class,image(element_relation,power_class(u)))* -> .
% 299.74/300.44 48391[0:Rew:47963.0,8110.1] inductive(intersection(power_class(u),complement(v))) || equal(union(complement(power_class(u)),v),universal_class)** -> .
% 299.74/300.44 48393[4:Rew:47963.0,46964.1] || subclass(intersection(power_class(u),complement(v)),null_class)* -> subclass(universal_class,union(complement(power_class(u)),v)).
% 299.74/300.44 48443[6:Rew:47963.0,46672.1] || subclass(intersection(power_class(u),complement(v)),null_class)* -> member(null_class,union(complement(power_class(u)),v)).
% 299.74/300.44 48467[0:Rew:47963.0,43601.0] || -> equal(intersection(union(complement(power_class(u)),v),intersection(intersection(power_class(u),complement(v)),w)),null_class)**.
% 299.74/300.44 48468[0:Rew:47963.0,43764.0] || -> equal(intersection(union(complement(power_class(u)),v),intersection(w,intersection(power_class(u),complement(v)))),null_class)**.
% 299.74/300.44 49822[4:SpR:47746.1,47967.0] || equal(intersection(complement(u),power_class(v)),null_class)** -> equal(union(u,complement(power_class(v))),universal_class).
% 299.74/300.44 49830[4:SpR:47746.1,47973.0] || equal(intersection(power_class(u),complement(v)),null_class)** -> equal(union(complement(power_class(u)),v),universal_class).
% 299.74/300.44 50129[4:Rew:28748.0,49880.1] || equal(null_class,u) member(v,complement(w)) member(v,union(u,w))* -> .
% 299.74/300.44 50208[4:Res:11057.1,47968.0] || equal(image(element_relation,power_class(u)),cantor(xf)) member(x__dfg,power_class(complement(power_class(u))))* -> .
% 299.74/300.44 50224[6:Res:32644.1,47968.0] || equal(image(element_relation,power_class(u)),successor(null_class)) member(null_class,power_class(complement(power_class(u))))* -> .
% 299.74/300.44 50225[6:Res:32575.1,47968.0] || equal(image(element_relation,power_class(u)),singleton(null_class)) member(null_class,power_class(complement(power_class(u))))* -> .
% 299.74/300.44 50319[0:SpR:47967.0,47963.0] || -> equal(image(element_relation,union(u,complement(power_class(v)))),complement(power_class(intersection(complement(u),power_class(v)))))**.
% 299.74/300.44 50320[0:SpR:47973.0,47963.0] || -> equal(image(element_relation,union(complement(power_class(u)),v)),complement(power_class(intersection(power_class(u),complement(v)))))**.
% 299.74/300.44 50369[0:Rew:50323.0,26996.2] || equal(u,universal_class) equal(complement(power_class(u)),universal_class)** -> member(x__dfg,complement(power_class(universal_class)))*.
% 299.74/300.44 50438[0:Rew:50323.0,25691.1] || equal(u,universal_class) -> subclass(symmetric_difference(complement(v),power_class(u)),union(v,complement(power_class(universal_class))))*.
% 299.74/300.44 50442[0:Rew:50323.0,25692.1] || equal(u,universal_class) -> subclass(symmetric_difference(power_class(u),complement(v)),union(complement(power_class(universal_class)),v))*.
% 299.74/300.44 50498[0:Rew:50323.0,25307.1] || equal(u,universal_class) member(v,complement(power_class(universal_class)))* member(v,power_class(u))* -> .
% 299.74/300.44 50501[0:Rew:50323.0,25743.1] || equal(u,universal_class) subclass(power_class(u),complement(power_class(universal_class)))* -> equal(power_class(universal_class),null_class).
% 299.74/300.44 50503[2:Rew:50323.0,25744.1] || equal(u,universal_class) equal(complement(power_class(universal_class)),domain_relation) subclass(domain_relation,power_class(u))* -> .
% 299.74/300.44 50508[0:Rew:50323.0,26997.2] || equal(u,universal_class) equal(complement(power_class(u)),universal_class)** -> member(omega,complement(power_class(universal_class)))*.
% 299.74/300.44 50533[4:Rew:50323.0,36609.0] || -> subclass(symmetric_difference(power_class(universal_class),union(null_class,complement(u))),union(complement(power_class(universal_class)),union(null_class,u)))*.
% 299.74/300.44 50536[4:Rew:50323.0,41533.0] || -> subclass(symmetric_difference(power_class(universal_class),union(null_class,complement(u))),union(complement(power_class(universal_class)),union(u,u)))*.
% 299.74/300.44 51075[7:Rew:50323.0,50551.1] || member(complement(power_class(universal_class)),universal_class) member(apply(choice,complement(power_class(universal_class))),power_class(universal_class))* -> .
% 299.74/300.44 51076[8:Rew:50325.0,50745.1] || member(complement(power_class(null_class)),universal_class) member(apply(choice,complement(power_class(null_class))),power_class(null_class))* -> .
% 299.74/300.44 50779[4:Rew:50325.0,36611.0] || -> subclass(symmetric_difference(power_class(null_class),union(null_class,complement(u))),union(complement(power_class(null_class)),union(null_class,u)))*.
% 299.74/300.44 50782[4:Rew:50325.0,41535.0] || -> subclass(symmetric_difference(power_class(null_class),union(null_class,complement(u))),union(complement(power_class(null_class)),union(u,u)))*.
% 299.74/300.44 51078[8:Rew:50325.0,50795.1] || -> member(not_subclass_element(regular(complement(power_class(null_class))),u),power_class(null_class))* subclass(regular(complement(power_class(null_class))),u).
% 299.74/300.44 51081[4:Rew:28759.0,50820.0] || member(u,complement(power_class(union(null_class,v))))* member(u,power_class(union(v,v)))* -> .
% 299.74/300.44 52123[5:SpL:9395.0,21266.0] || subclass(universal_class,symmetric_difference(complement(u),complement(singleton(u))))* -> member(sum_class(range_of(null_class)),successor(u)).
% 299.74/300.44 52125[0:SpL:9395.0,672.0] || subclass(universal_class,symmetric_difference(complement(u),complement(singleton(u))))* -> member(unordered_pair(v,w),successor(u))*.
% 299.74/300.44 52129[5:SpL:9395.0,21644.0] || equal(symmetric_difference(complement(u),complement(singleton(u))),universal_class)** -> member(sum_class(range_of(null_class)),successor(u)).
% 299.74/300.44 52141[2:SpL:9395.0,8051.0] || subclass(domain_relation,symmetric_difference(complement(u),complement(singleton(u))))* -> member(ordered_pair(null_class,null_class),successor(u)).
% 299.74/300.44 52143[2:SpL:9395.0,16318.0] || equal(symmetric_difference(complement(u),complement(singleton(u))),domain_relation)** -> member(ordered_pair(null_class,null_class),successor(u)).
% 299.74/300.44 52201[4:SpR:51614.0,408.2] || member(complement(power_class(universal_class)),universal_class)* subclass(universal_class,u) -> member(apply(element_relation,universal_class),u)*.
% 299.74/300.44 52299[4:Res:54.1,10201.0] inductive(complement(compose(element_relation,universal_class))) || member(not_subclass_element(omega,u),element_relation)* -> subclass(omega,u).
% 299.74/300.44 52410[4:Res:18350.2,725.1] || member(u,universal_class)* equal(cantor(u),successor(u)) subclass(universal_class,complement(successor_relation))* -> .
% 299.74/300.44 52500[4:SpL:826.1,47005.0] || subclass(unordered_pair(u,not_subclass_element(cross_product(v,w),x)),null_class)* -> subclass(cross_product(v,w),x).
% 299.74/300.44 52561[4:Obv:52537.0] || equal(cantor(u),successor(u)) member(u,universal_class)* subclass(domain_relation,complement(successor_relation))* -> .
% 299.74/300.44 52582[4:SpL:826.1,47010.0] || subclass(unordered_pair(not_subclass_element(cross_product(u,v),w),x),null_class)* -> subclass(cross_product(u,v),w).
% 299.74/300.44 52883[4:SpL:826.1,50057.0] || equal(unordered_pair(u,not_subclass_element(cross_product(v,w),x)),null_class)** -> subclass(cross_product(v,w),x).
% 299.74/300.44 53038[4:SpL:826.1,50070.0] || equal(unordered_pair(not_subclass_element(cross_product(u,v),w),x),null_class)** -> subclass(cross_product(u,v),w).
% 299.74/300.44 54227[10:MRR:53202.2,6869.0] || member(u,cross_product(universal_class,universal_class)) member(u,complement(compose(complement(element_relation),inverse(element_relation))))* -> .
% 299.74/300.44 55627[0:Res:50.1,47998.0] inductive(intersection(complement(u),power_class(v))) || member(null_class,union(u,complement(power_class(v))))* -> .
% 299.74/300.44 55774[0:Res:50.1,48187.0] inductive(intersection(power_class(u),complement(v))) || member(null_class,union(complement(power_class(u)),v))* -> .
% 299.74/300.44 55901[0:Res:50.1,8686.2] inductive(union(u,v)) || member(null_class,complement(v))* member(null_class,complement(u))* -> .
% 299.74/300.44 56014[4:MRR:56013.1,23545.0] || equal(unordered_pair(u,null_class),singleton(u)) -> equal(apply(choice,ordered_pair(u,universal_class)),singleton(u))**.
% 299.74/300.44 56050[4:SpL:823.1,52606.0] || equal(union(null_class,singleton(regular(cross_product(u,v)))),universal_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.44 56147[2:SpR:23551.0,315.0] || -> equal(regular(ordered_pair(u,v)),singleton(u)) member(regular(ordered_pair(u,v)),ordered_pair(u,v))*.
% 299.74/300.44 56169[2:SpL:23551.0,16890.0] || subclass(universal_class,complement(regular(ordered_pair(u,v))))* -> equal(regular(ordered_pair(u,v)),singleton(u)).
% 299.74/300.44 56175[4:SpL:23551.0,46996.0] || subclass(singleton(regular(ordered_pair(u,v))),null_class)* -> equal(regular(ordered_pair(u,v)),singleton(u)).
% 299.74/300.44 56176[4:SpL:23551.0,47425.0] || equal(singleton(regular(ordered_pair(u,v))),null_class)** -> equal(regular(ordered_pair(u,v)),singleton(u)).
% 299.74/300.44 57848[0:Res:57711.0,10.0] || subclass(u,intersection(v,intersection(u,w)))* -> equal(intersection(v,intersection(u,w)),u).
% 299.74/300.44 57931[4:Res:57826.0,10.0] || subclass(singleton(null_class),intersection(u,successor(null_class)))* -> equal(intersection(u,successor(null_class)),singleton(null_class)).
% 299.74/300.44 57981[4:Res:57812.0,10.0] || subclass(u,intersection(v,union(null_class,u)))* -> equal(intersection(v,union(null_class,u)),u).
% 299.74/300.44 58063[4:Res:57950.0,10.0] || subclass(u,intersection(v,union(u,u)))* -> equal(intersection(v,union(u,u)),u).
% 299.74/300.44 58383[0:Res:58246.0,10.0] || subclass(u,intersection(v,intersection(w,u)))* -> equal(intersection(v,intersection(w,u)),u).
% 299.74/300.44 58455[4:SpL:826.1,57561.0] || subclass(complement(singleton(not_subclass_element(cross_product(u,v),w))),null_class)* -> subclass(cross_product(u,v),w).
% 299.74/300.44 59220[0:Res:59078.0,10.0] || subclass(u,intersection(intersection(u,v),w))* -> equal(intersection(intersection(u,v),w),u).
% 299.74/300.44 59305[4:Res:59196.0,10.0] || subclass(singleton(null_class),intersection(successor(null_class),u))* -> equal(intersection(successor(null_class),u),singleton(null_class)).
% 299.74/300.44 59577[4:Res:59182.0,10.0] || subclass(u,intersection(union(null_class,u),v))* -> equal(intersection(union(null_class,u),v),u).
% 299.74/300.44 59755[0:Res:54.1,7881.0] inductive(u) || subclass(u,v)* -> subclass(omega,w) member(not_subclass_element(omega,w),v)*.
% 299.74/300.44 59885[4:Res:59213.0,10.0] || subclass(u,union(null_class,intersection(u,v)))* -> equal(union(null_class,intersection(u,v)),u).
% 299.74/300.44 60046[4:Res:59276.1,3479.0] || equal(u,universal_class) subclass(u,v)* -> equal(w,null_class) member(regular(w),v)*.
% 299.74/300.44 60236[4:Res:59276.1,1000.1] || equal(u,universal_class) member(ordered_pair(v,w),compose(x,y))* -> member(w,u)*.
% 299.74/300.44 60811[0:Res:59447.0,10.0] || subclass(u,intersection(intersection(v,u),w))* -> equal(intersection(intersection(v,u),w),u).
% 299.74/300.44 60940[4:Res:60803.0,10.0] || subclass(u,union(null_class,intersection(v,u)))* -> equal(union(null_class,intersection(v,u)),u).
% 299.74/300.44 61058[4:Res:61001.0,10.0] || subclass(complement(singleton(u)),complement(successor(u)))* -> equal(complement(successor(u)),complement(singleton(u))).
% 299.74/300.44 61109[4:Res:59544.0,10.0] || subclass(u,intersection(union(u,u),v))* -> equal(intersection(union(u,u),v),u).
% 299.74/300.44 61431[4:Rew:28759.0,61366.0] || equal(union(null_class,u),null_class) member(v,universal_class) member(power_class(v),u)* -> .
% 299.74/300.44 61432[4:Rew:28759.0,61367.0] || equal(union(null_class,u),null_class) member(v,universal_class) member(sum_class(v),u)* -> .
% 299.74/300.44 61374[4:Res:59633.1,6376.1] || equal(complement(intersection(u,v)),null_class)** member(w,universal_class) -> member(power_class(w),v)*.
% 299.74/300.44 61375[4:Res:59633.1,6375.1] || equal(complement(intersection(u,v)),null_class)** member(w,universal_class) -> member(power_class(w),u)*.
% 299.74/300.44 61376[4:Res:59633.1,6317.1] || equal(complement(intersection(u,v)),null_class)** member(w,universal_class) -> member(sum_class(w),v)*.
% 299.74/300.44 61377[4:Res:59633.1,6316.1] || equal(complement(intersection(u,v)),null_class)** member(w,universal_class) -> member(sum_class(w),u)*.
% 299.74/300.44 61796[4:SpL:47967.0,61328.0] || equal(union(u,complement(power_class(v))),null_class) -> equal(intersection(complement(u),power_class(v)),universal_class)**.
% 299.74/300.44 61797[4:SpL:47973.0,61328.0] || equal(union(complement(power_class(u)),v),null_class) -> equal(intersection(power_class(u),complement(v)),universal_class)**.
% 299.74/300.44 61964[4:SpL:826.1,61393.0] || equal(union(null_class,not_subclass_element(cross_product(u,v),w)),null_class)** -> subclass(cross_product(u,v),w).
% 299.74/300.44 61976[4:SpL:826.1,61387.0] || equal(complement(regular(not_subclass_element(cross_product(u,v),w))),null_class)** -> subclass(cross_product(u,v),w).
% 299.74/300.44 62366[4:SpL:47967.0,62126.0] || equal(union(u,complement(power_class(v))),universal_class) -> equal(intersection(complement(u),power_class(v)),null_class)**.
% 299.74/300.44 62367[4:SpL:47973.0,62126.0] || equal(union(complement(power_class(u)),v),universal_class) -> equal(intersection(power_class(u),complement(v)),null_class)**.
% 299.74/300.44 64186[4:SpL:826.1,63906.0] || equal(successor(singleton(not_subclass_element(cross_product(u,v),w))),null_class)** -> subclass(cross_product(u,v),w).
% 299.74/300.44 64387[4:SpL:823.1,61404.0] || equal(union(null_class,singleton(regular(cross_product(u,v)))),null_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.44 65208[4:Rew:19166.0,65205.0] || -> equal(cross_product(null_class,u),null_class) equal(range__dfg(regular(cross_product(null_class,u)),universal_class,u),single_valued2(xf))**.
% 299.74/300.44 65514[4:Rew:19166.0,65511.0] || -> equal(cross_product(u,null_class),null_class) equal(domain__dfg(regular(cross_product(u,null_class)),u,universal_class),single_valued1(xf))**.
% 299.74/300.44 65706[4:SpL:823.1,65388.0] || equal(successor(complement(singleton(regular(cross_product(u,v))))),null_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.44 66716[0:Res:429.1,14013.0] || subclass(universal_class,cross_product(universal_class,universal_class)) subclass(composition_function,cross_product(u,v))* -> member(w,u)*.
% 299.74/300.44 66993[4:SpL:826.1,66966.0] || subclass(universal_class,regular(singleton(not_subclass_element(cross_product(u,v),w))))* -> subclass(cross_product(u,v),w).
% 299.74/300.44 67011[4:SpR:48104.0,50037.1] || equal(union(u,complement(power_class(v))),null_class) -> equal(symmetric_difference(complement(u),power_class(v)),null_class)**.
% 299.74/300.44 67012[2:SpR:48104.0,43463.1] || subclass(union(u,complement(power_class(v))),null_class)* -> equal(symmetric_difference(complement(u),power_class(v)),null_class).
% 299.74/300.44 67221[4:SpL:826.1,67002.0] || equal(regular(singleton(not_subclass_element(cross_product(u,v),w))),universal_class)** -> subclass(cross_product(u,v),w).
% 299.74/300.44 67260[4:SpR:48392.0,50037.1] || equal(union(complement(power_class(u)),v),null_class) -> equal(symmetric_difference(power_class(u),complement(v)),null_class)**.
% 299.74/300.44 67261[2:SpR:48392.0,43463.1] || subclass(union(complement(power_class(u)),v),null_class)* -> equal(symmetric_difference(power_class(u),complement(v)),null_class).
% 299.74/300.44 67459[4:SpL:823.1,67004.0] || equal(complement(regular(singleton(regular(cross_product(u,v))))),null_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.44 67724[4:Res:935.2,46994.1] || member(u,v)* member(singleton(u),w)* subclass(cross_product(w,v),null_class)* -> .
% 299.74/300.44 68120[4:SpL:823.1,63912.0] || equal(successor(unordered_pair(u,regular(cross_product(v,w)))),null_class)** -> equal(cross_product(v,w),null_class).
% 299.74/300.44 68137[4:SpL:823.1,63917.0] || equal(successor(unordered_pair(regular(cross_product(u,v)),w)),null_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.44 68404[0:MRR:68377.0,308.0] || member(u,ordered_pair(v,w))* subclass(element_relation,application_function) -> equal(apply(u,v),w).
% 299.74/300.44 68661[4:Res:26.2,64986.1] || member(u,v)* member(u,w)* equal(successor(intersection(w,v)),null_class)** -> .
% 299.74/300.44 68665[4:Res:9919.1,64986.1] || member(u,universal_class) equal(successor(union(v,w)),null_class)** -> member(u,complement(w))*.
% 299.74/300.44 68666[4:Res:9918.1,64986.1] || member(u,universal_class) equal(successor(union(v,w)),null_class)** -> member(u,complement(v))*.
% 299.74/300.44 68682[4:Res:18350.2,64986.1] || member(u,universal_class)* equal(cantor(u),successor(u)) equal(successor(successor_relation),null_class) -> .
% 299.74/300.44 68683[4:Res:19.2,64986.1] || member(u,v)* member(w,x)* equal(successor(cross_product(x,v)),null_class)** -> .
% 299.74/300.44 68707[4:Res:12962.2,64986.1] || member(u,universal_class) equal(successor(singleton(u)),u)** equal(successor(successor_relation),null_class) -> .
% 299.74/300.44 68909[4:SpL:823.1,66665.0] || subclass(universal_class,regular(unordered_pair(u,regular(cross_product(v,w)))))* -> equal(cross_product(v,w),null_class).
% 299.74/300.44 68995[4:SpL:823.1,67472.0] || subclass(universal_class,regular(unordered_pair(regular(cross_product(u,v)),w)))* -> equal(cross_product(u,v),null_class).
% 299.74/300.44 69079[4:Res:67798.1,6535.0] || equal(complement(symmetric_difference(complement(u),complement(v))),null_class)** -> member(singleton(w),union(u,v))*.
% 299.74/300.44 69127[4:Rew:47972.0,69075.0] || equal(power_class(complement(power_class(u))),null_class) member(singleton(v),power_class(complement(power_class(u))))* -> .
% 299.74/300.44 69133[4:SpL:823.1,68921.0] || equal(regular(unordered_pair(u,regular(cross_product(v,w)))),universal_class)** -> equal(cross_product(v,w),null_class).
% 299.74/300.44 69145[4:SpL:823.1,69008.0] || equal(regular(unordered_pair(regular(cross_product(u,v)),w)),universal_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.44 69667[2:Obv:69610.0] || -> equal(intersection(symmetric_difference(u,v),regular(union(u,v))),null_class)** equal(union(u,v),null_class).
% 299.74/300.44 70104[4:Rew:28748.0,69969.0,10128.0,69969.0] || -> equal(symmetric_difference(complement(u),restrict(u,v,w)),union(complement(u),restrict(u,v,w)))**.
% 299.74/300.44 70930[0:Obv:70818.1] || member(u,symmetric_difference(v,w)) -> subclass(intersection(singleton(u),x),complement(intersection(v,w)))*.
% 299.74/300.44 70931[0:Obv:70817.1] || member(u,symmetric_difference(v,w)) -> subclass(intersection(x,singleton(u)),complement(intersection(v,w)))*.
% 299.74/300.44 71380[2:Obv:71358.2] || subclass(u,v) subclass(u,regular(v))* -> subclass(u,w)* equal(v,null_class).
% 299.74/300.44 71381[2:Obv:71357.1] || subclass(intersection(u,v),regular(v))* -> subclass(intersection(u,v),w)* equal(v,null_class).
% 299.74/300.44 71382[2:Obv:71339.1] || subclass(intersection(u,v),regular(u))* -> subclass(intersection(u,v),w)* equal(u,null_class).
% 299.74/300.44 71383[4:Obv:71338.1] || subclass(union(null_class,u),regular(u))* -> subclass(union(null_class,u),v)* equal(u,null_class).
% 299.74/300.44 71452[2:Obv:71431.2] || equal(u,v) subclass(unordered_pair(v,u),v)* -> equal(unordered_pair(v,u),null_class).
% 299.74/300.44 71477[4:Obv:71464.1] || equal(u,universal_class) -> equal(regular(unordered_pair(v,u)),v)** equal(unordered_pair(v,u),null_class).
% 299.74/300.44 71478[4:Obv:71463.1] || equal(u,universal_class) -> equal(regular(unordered_pair(u,v)),v)** equal(unordered_pair(u,v),null_class).
% 299.74/300.44 71479[0:SpR:8230.0,44.0] || -> equal(range__dfg(cross_product(singleton(u),v),w,x),range__dfg(cross_product(singleton(w),x),u,v))*.
% 299.74/300.44 71539[4:SpR:71468.1,431.1] || equal(u,universal_class) subclass(ordered_pair(v,u),w)* -> member(unordered_pair(v,null_class),w).
% 299.74/300.44 71609[4:SpL:71468.1,452.0] || equal(u,universal_class) member(singleton(singleton(null_class)),cross_product(v,w))* -> member(u,w)*.
% 299.74/300.44 71665[4:SpL:71468.1,167.0] || equal(u,universal_class) member(image(v,null_class),universal_class)* -> member(apply(v,u),universal_class)*.
% 299.74/300.44 71946[0:SpR:8231.0,43.0] || -> equal(domain__dfg(cross_product(u,singleton(v)),w,x),domain__dfg(cross_product(w,singleton(x)),u,v))*.
% 299.74/300.44 72068[2:Obv:72061.2] || equal(u,v) equal(unordered_pair(v,u),v)** -> equal(unordered_pair(v,u),null_class).
% 299.74/300.44 72203[0:MRR:72202.0,14.0] || -> member(u,unordered_pair(u,v))* equal(unordered_pair(u,v),null_class) member(v,unordered_pair(u,v))*.
% 299.74/300.44 72425[4:Obv:72398.1] || subclass(universal_class,u) -> equal(regular(unordered_pair(v,u)),v)** equal(unordered_pair(v,u),null_class).
% 299.74/300.44 72426[4:Obv:72397.1] || subclass(universal_class,u) -> equal(regular(unordered_pair(u,v)),v)** equal(unordered_pair(u,v),null_class).
% 299.74/300.44 72712[4:SpL:23551.0,72485.0] || equal(power_class(regular(ordered_pair(u,v))),universal_class)** -> equal(regular(ordered_pair(u,v)),singleton(u)).
% 299.74/300.44 72946[0:Obv:72880.2] || subclass(singleton(u),v) member(u,w) -> subclass(singleton(u),intersection(w,v))*.
% 299.74/300.44 72970[0:Obv:72910.1] || subclass(restrict(u,v,w),x) -> subclass(restrict(u,v,w),intersection(u,x))*.
% 299.74/300.44 72984[0:Obv:72907.1] || subclass(symmetric_difference(u,v),w) -> subclass(symmetric_difference(u,v),intersection(union(u,v),w))*.
% 299.74/300.44 73328[4:SpL:23551.0,72770.0] || equal(sum_class(regular(ordered_pair(u,v))),universal_class)** -> equal(regular(ordered_pair(u,v)),singleton(u)).
% 299.74/300.44 73882[4:Rew:73795.0,29625.1] || member(u,symmetric_difference(union(v,null_class),complement(w)))* -> member(u,union(complement(v),w)).
% 299.74/300.44 73885[4:Rew:73795.0,29629.1] || subclass(u,union(v,null_class))* member(regular(u),complement(v)) -> equal(u,null_class).
% 299.74/300.44 74042[4:Rew:73795.0,29596.1] || member(u,symmetric_difference(complement(v),union(w,null_class)))* -> member(u,union(v,complement(w))).
% 299.74/300.44 74049[4:Rew:73795.0,50130.1] || equal(null_class,u) member(v,complement(w)) member(v,union(w,u))* -> .
% 299.74/300.44 74316[9:Rew:73795.0,69263.1] function(u) || member(not_subclass_element(successor(u),v),complement(u))* -> subclass(successor(u),v).
% 299.74/300.44 75811[4:Rew:28759.0,74439.1] || equal(null_class,u) member(v,union(null_class,w))* -> member(v,union(u,w))*.
% 299.74/300.44 74797[4:Rew:74517.0,22618.1] || member(ordered_pair(u,v),complement(inverse(w)))* subclass(universal_class,union(null_class,inverse(w))) -> .
% 299.74/300.44 74798[4:Rew:74517.0,22616.1] || member(unordered_pair(u,v),complement(inverse(w)))* subclass(universal_class,union(null_class,inverse(w))) -> .
% 299.74/300.44 74801[5:Rew:74517.0,22615.1] || member(apply(null_class,u),complement(inverse(v)))* subclass(universal_class,union(null_class,inverse(v))) -> .
% 299.74/300.44 74809[5:Rew:74517.0,22617.1] || member(sum_class(range_of(null_class)),complement(inverse(u)))* subclass(universal_class,union(null_class,inverse(u))) -> .
% 299.74/300.44 74810[4:Rew:74517.0,22619.1] || member(ordered_pair(null_class,null_class),complement(inverse(u)))* subclass(domain_relation,union(null_class,inverse(u))) -> .
% 299.74/300.44 74818[4:Rew:74517.0,55969.1] || member(u,complement(apply(null_class,v)))* member(u,union(null_class,apply(null_class,w)))* -> .
% 299.74/300.44 75899[4:Rew:74517.0,74819.0] || member(u,union(null_class,apply(null_class,v)))* -> member(u,union(null_class,apply(null_class,w)))*.
% 299.74/300.44 74828[4:Rew:74517.0,55973.1] || member(u,complement(sum_class(range_of(null_class)))) member(u,union(null_class,apply(null_class,v)))* -> .
% 299.74/300.44 75900[4:Rew:74517.0,74829.1] || member(u,union(null_class,apply(null_class,v)))* -> member(u,union(null_class,sum_class(range_of(null_class))))*.
% 299.74/300.44 75901[4:Rew:74517.0,74830.0] || member(u,union(null_class,sum_class(range_of(null_class))))* -> member(u,union(null_class,apply(null_class,v)))*.
% 299.74/300.44 75906[4:Rew:29733.0,74860.0] || equal(union(null_class,complement(apply(null_class,u))),universal_class)** -> member(null_class,complement(apply(null_class,v)))*.
% 299.74/300.44 75907[4:Rew:29733.0,74861.0] || equal(union(null_class,complement(apply(null_class,u))),universal_class)** -> member(null_class,complement(sum_class(range_of(null_class)))).
% 299.74/300.44 75908[4:Rew:29733.0,74862.0] || equal(union(null_class,complement(apply(null_class,u))),universal_class)** -> member(omega,complement(apply(null_class,v)))*.
% 299.74/300.44 75909[4:Rew:29733.0,74863.0] || equal(union(null_class,complement(apply(null_class,u))),universal_class)** -> member(omega,complement(sum_class(range_of(null_class)))).
% 299.74/300.44 75910[4:Rew:29733.0,74864.0] || equal(union(null_class,complement(apply(null_class,u))),universal_class)** -> member(x__dfg,complement(apply(null_class,v)))*.
% 299.74/300.44 75911[4:Rew:29733.0,74865.0] || equal(union(null_class,complement(apply(null_class,u))),universal_class)** -> member(x__dfg,complement(sum_class(range_of(null_class)))).
% 299.74/300.44 74891[4:Rew:74517.0,55971.1] || member(u,complement(apply(null_class,v)))* member(u,union(null_class,sum_class(range_of(null_class))))* -> .
% 299.74/300.44 75917[4:Rew:29733.0,74893.0] || equal(union(null_class,complement(sum_class(range_of(null_class)))),universal_class)** -> member(null_class,complement(apply(null_class,u)))*.
% 299.74/300.44 75918[4:Rew:29733.0,74894.0] || equal(union(null_class,complement(sum_class(range_of(null_class)))),universal_class)** -> member(omega,complement(apply(null_class,u)))*.
% 299.74/300.44 75919[4:Rew:29733.0,74895.0] || equal(union(null_class,complement(sum_class(range_of(null_class)))),universal_class)** -> member(x__dfg,complement(apply(null_class,u)))*.
% 299.74/300.44 74900[4:Rew:74517.0,22923.1] || member(ordered_pair(u,v),complement(sum_class(w)))* subclass(universal_class,union(null_class,sum_class(w))) -> .
% 299.74/300.44 74901[4:Rew:74517.0,22921.1] || member(unordered_pair(u,v),complement(sum_class(w)))* subclass(universal_class,union(null_class,sum_class(w))) -> .
% 299.74/300.44 74904[5:Rew:74517.0,22920.1] || member(apply(null_class,u),complement(sum_class(v)))* subclass(universal_class,union(null_class,sum_class(v))) -> .
% 299.74/300.44 74912[5:Rew:74517.0,22922.1] || member(sum_class(range_of(null_class)),complement(sum_class(u)))* subclass(universal_class,union(null_class,sum_class(u))) -> .
% 299.74/300.44 74913[4:Rew:74517.0,22924.1] || member(ordered_pair(null_class,null_class),complement(sum_class(u)))* subclass(domain_relation,union(null_class,sum_class(u))) -> .
% 299.74/300.44 74918[4:Rew:74517.0,22274.1] || member(ordered_pair(u,v),complement(range_of(w)))* subclass(universal_class,union(null_class,range_of(w))) -> .
% 299.74/300.44 74919[4:Rew:74517.0,22272.1] || member(unordered_pair(u,v),complement(range_of(w)))* subclass(universal_class,union(null_class,range_of(w))) -> .
% 299.74/300.44 74922[5:Rew:74517.0,22271.1] || member(apply(null_class,u),complement(range_of(v)))* subclass(universal_class,union(null_class,range_of(v))) -> .
% 299.74/300.44 74930[4:Rew:74517.0,22275.1] || member(ordered_pair(null_class,null_class),complement(range_of(u)))* subclass(domain_relation,union(null_class,range_of(u))) -> .
% 299.74/300.44 74931[5:Rew:74517.0,22273.1] || member(sum_class(range_of(null_class)),complement(range_of(u)))* subclass(universal_class,union(null_class,range_of(u))) -> .
% 299.74/300.44 74937[4:Rew:74517.0,66131.1] || equal(complement(u),null_class) -> equal(union(null_class,intersection(u,v)),complement(symmetric_difference(u,v)))**.
% 299.74/300.44 74938[4:Rew:74517.0,46185.1] || subclass(complement(u),null_class) -> equal(union(null_class,intersection(u,v)),complement(symmetric_difference(u,v)))**.
% 299.74/300.44 74940[4:Rew:74517.0,66434.1] || equal(complement(u),null_class) -> equal(union(null_class,intersection(v,u)),complement(symmetric_difference(v,u)))**.
% 299.74/300.44 74941[4:Rew:74517.0,45865.1] || subclass(complement(u),null_class) -> equal(union(null_class,intersection(v,u)),complement(symmetric_difference(v,u)))**.
% 299.74/300.44 74946[4:Rew:74517.0,22029.1] || member(ordered_pair(u,v),complement(cantor(w)))* subclass(universal_class,union(null_class,cantor(w))) -> .
% 299.74/300.44 74947[4:Rew:74517.0,22027.1] || member(unordered_pair(u,v),complement(cantor(w)))* subclass(universal_class,union(null_class,cantor(w))) -> .
% 299.74/300.44 74950[5:Rew:74517.0,22026.1] || member(apply(null_class,u),complement(cantor(v)))* subclass(universal_class,union(null_class,cantor(v))) -> .
% 299.74/300.44 74958[5:Rew:74517.0,22028.1] || member(sum_class(range_of(null_class)),complement(cantor(u)))* subclass(universal_class,union(null_class,cantor(u))) -> .
% 299.74/300.44 74959[4:Rew:74517.0,22030.1] || member(ordered_pair(null_class,null_class),complement(cantor(u)))* subclass(domain_relation,union(null_class,cantor(u))) -> .
% 299.74/300.44 75026[4:Rew:75021.0,49981.1] || equal(null_class,u) member(v,union(null_class,w))* -> member(v,union(w,u))*.
% 299.74/300.44 75032[4:Rew:75021.0,56397.0] || member(u,union(null_class,v))* subclass(union(v,null_class),w)* -> member(u,w)*.
% 299.74/300.44 75036[4:Rew:75021.0,12480.1] || member(u,union(v,null_class))* subclass(union(null_class,v),w)* -> member(u,w)*.
% 299.74/300.44 75039[4:Rew:75021.0,26880.0] || subclass(u,union(null_class,v)) -> equal(u,null_class) member(regular(u),union(v,null_class))*.
% 299.74/300.44 75053[4:Rew:75021.0,70855.0] || member(not_subclass_element(u,union(v,null_class)),union(null_class,v))* -> subclass(u,union(v,null_class)).
% 299.74/300.44 75054[4:Rew:75021.0,72705.0] || equal(u,union(null_class,v))* member(w,union(v,null_class))* -> member(w,u)*.
% 299.74/300.44 76039[4:Rew:75021.0,75037.0] || member(not_subclass_element(u,union(null_class,v)),union(v,null_class))* -> subclass(u,union(null_class,v)).
% 299.74/300.44 77375[9:SoR:77370.0,7923.2] single_valued_class(regular(complement(sum_class(range_of(null_class))))) || equal(regular(complement(sum_class(range_of(null_class)))),null_class)** -> .
% 299.74/300.44 77705[9:SoR:77700.0,7923.2] single_valued_class(regular(complement(apply(null_class,u)))) || equal(regular(complement(apply(null_class,u))),null_class)** -> .
% 299.74/300.44 77943[4:Rew:28751.0,77809.0] || subclass(u,union(v,null_class)) -> equal(u,null_class) member(regular(u),union(null_class,v))*.
% 299.74/300.44 78013[4:Res:77739.0,3479.0] || subclass(u,v) -> equal(union(u,null_class),null_class) member(regular(union(u,null_class)),v)*.
% 299.74/300.44 78819[4:Rew:28751.0,78592.0] || subclass(u,union(v,null_class)) -> equal(u,null_class) member(regular(u),union(v,v))*.
% 299.74/300.44 79150[4:Res:77756.0,10.0] || subclass(u,intersection(union(u,null_class),v))* -> equal(intersection(union(u,null_class),v),u).
% 299.74/300.44 79251[4:Res:77782.0,10.0] || subclass(u,intersection(v,union(u,null_class)))* -> equal(intersection(v,union(u,null_class)),u).
% 299.74/300.44 79678[0:SpR:75578.0,7786.1] || -> subclass(symmetric_difference(u,v),w) member(not_subclass_element(symmetric_difference(u,v),w),complement(intersection(v,u)))*.
% 299.74/300.44 79692[0:SpR:75578.0,3317.1] || -> equal(intersection(intersection(u,v),w),null_class) member(regular(intersection(intersection(v,u),w)),u)*.
% 299.74/300.44 79693[0:SpR:75578.0,3318.1] || -> equal(intersection(intersection(u,v),w),null_class) member(regular(intersection(intersection(v,u),w)),v)*.
% 299.74/300.44 79709[0:SpR:75578.0,3145.1] || -> equal(intersection(u,intersection(v,w)),null_class) member(regular(intersection(intersection(v,w),u)),v)*.
% 299.74/300.44 79710[0:SpR:75578.0,3146.1] || -> equal(intersection(u,intersection(v,w)),null_class) member(regular(intersection(intersection(v,w),u)),w)*.
% 299.74/300.44 79723[0:SpR:75578.0,3145.1] || -> equal(intersection(u,intersection(v,w)),null_class) member(regular(intersection(u,intersection(w,v))),v)*.
% 299.74/300.44 79724[0:SpR:75578.0,3146.1] || -> equal(intersection(u,intersection(v,w)),null_class) member(regular(intersection(u,intersection(w,v))),w)*.
% 299.74/300.44 79730[0:SpR:75578.0,3315.2] || subclass(u,v) -> equal(intersection(u,w),null_class) member(regular(intersection(w,u)),v)*.
% 299.74/300.44 79732[0:SpR:75578.0,3317.1] || -> equal(intersection(intersection(u,v),w),null_class) member(regular(intersection(w,intersection(u,v))),u)*.
% 299.74/300.44 79733[0:SpR:75578.0,3318.1] || -> equal(intersection(intersection(u,v),w),null_class) member(regular(intersection(w,intersection(u,v))),v)*.
% 299.74/300.44 79759[0:SpR:75578.0,3143.2] || subclass(u,v) -> equal(intersection(w,u),null_class) member(regular(intersection(u,w)),v)*.
% 299.74/300.44 79936[0:SpL:75578.0,7756.0] || member(not_subclass_element(intersection(u,complement(v)),w),v)* -> subclass(intersection(complement(v),u),w).
% 299.74/300.44 79940[0:SpL:75578.0,6564.0] || member(not_subclass_element(intersection(complement(u),v),w),u)* -> subclass(intersection(v,complement(u)),w).
% 299.74/300.44 80135[0:Rew:48025.0,79742.0] || -> equal(complement(intersection(union(u,v),power_class(w))),complement(intersection(union(v,u),power_class(w))))*.
% 299.74/300.44 80136[0:Rew:48473.0,79746.0] || -> equal(complement(intersection(power_class(u),union(v,w))),complement(intersection(power_class(u),union(w,v))))*.
% 299.74/300.44 80168[0:Rew:80146.0,57808.0] || -> subclass(intersection(u,symmetric_difference(union(v,w),complement(intersection(v,w)))),complement(symmetric_difference(v,w)))*.
% 299.74/300.44 80209[0:Rew:80146.0,59178.0] || -> subclass(intersection(symmetric_difference(union(u,v),complement(intersection(u,v))),w),complement(symmetric_difference(u,v)))*.
% 299.74/300.44 80217[4:Rew:80146.0,59850.0] || -> subclass(union(null_class,symmetric_difference(union(u,v),complement(intersection(u,v)))),complement(symmetric_difference(u,v)))*.
% 299.74/300.44 80317[0:SpR:80005.0,569.0] || -> equal(intersection(union(u,v),union(complement(v),complement(u))),symmetric_difference(complement(v),complement(u)))**.
% 299.74/300.44 80348[0:SpR:80005.0,3543.2] || subclass(u,symmetric_difference(v,w)) -> equal(u,null_class) member(regular(u),union(w,v))*.
% 299.74/300.44 80605[4:Rew:80566.0,50778.0] || -> subclass(symmetric_difference(power_class(null_class),union(null_class,complement(u))),union(union(null_class,u),complement(power_class(null_class))))*.
% 299.74/300.44 80606[4:Rew:80566.0,50781.0] || -> subclass(symmetric_difference(power_class(null_class),union(null_class,complement(u))),union(union(u,u),complement(power_class(null_class))))*.
% 299.74/300.44 80607[4:Rew:80566.0,50532.0] || -> subclass(symmetric_difference(power_class(universal_class),union(null_class,complement(u))),union(union(null_class,u),complement(power_class(universal_class))))*.
% 299.74/300.44 80608[4:Rew:80566.0,50535.0] || -> subclass(symmetric_difference(power_class(universal_class),union(null_class,complement(u))),union(union(u,u),complement(power_class(universal_class))))*.
% 299.74/300.44 80680[0:Rew:48025.0,80381.0] || -> equal(complement(intersection(union(u,v),power_class(w))),complement(intersection(power_class(w),union(u,v))))*.
% 299.74/300.44 80746[0:Res:80313.0,10.0] || subclass(union(u,v),symmetric_difference(v,u))* -> equal(symmetric_difference(v,u),union(u,v)).
% 299.74/300.44 81135[0:SpR:80566.0,7786.1] || -> subclass(symmetric_difference(u,v),w) member(not_subclass_element(symmetric_difference(v,u),w),complement(intersection(u,v)))*.
% 299.74/300.44 81173[0:SpL:80566.0,47999.0] || member(u,symmetric_difference(power_class(v),complement(w)))* -> member(u,union(w,complement(power_class(v)))).
% 299.74/300.44 81175[0:SpL:80566.0,48188.0] || member(u,symmetric_difference(complement(v),power_class(w)))* -> member(u,union(complement(power_class(w)),v)).
% 299.74/300.44 82523[4:Res:74102.0,421.1] || member(u,universal_class) -> member(u,apply(null_class,v))* member(u,complement(sum_class(range_of(null_class))))*.
% 299.74/300.44 82620[4:Res:74332.0,421.1] || member(u,universal_class) -> member(u,sum_class(range_of(null_class))) member(u,complement(apply(null_class,v)))*.
% 299.74/300.44 82633[4:SpR:75151.0,8283.0] || -> subclass(symmetric_difference(complement(sum_class(range_of(null_class))),complement(singleton(apply(null_class,u)))),successor(apply(null_class,u)))*.
% 299.74/300.44 82700[4:SpR:75151.0,8283.0] || -> subclass(symmetric_difference(complement(apply(null_class,u)),complement(singleton(sum_class(range_of(null_class))))),successor(sum_class(range_of(null_class))))*.
% 299.74/300.44 82775[4:SpL:75151.0,13510.1] || equal(apply(null_class,u),cantor(xf))** equal(complement(sum_class(range_of(null_class))),cantor(xf))** -> .
% 299.74/300.44 82824[4:SpL:75151.0,13510.1] || equal(sum_class(range_of(null_class)),cantor(xf)) equal(complement(apply(null_class,u)),cantor(xf))** -> .
% 299.74/300.44 82909[4:Rew:80005.0,82680.0,47973.0,82680.0] || -> equal(union(complement(power_class(u)),apply(null_class,v)),union(sum_class(range_of(null_class)),complement(power_class(u))))**.
% 299.74/300.44 83458[4:MRR:83457.2,68556.0] || member(complement(successor(null_class)),universal_class) -> member(apply(choice,complement(successor(null_class))),complement(singleton(null_class)))*.
% 299.74/300.44 83469[4:SpL:23551.0,83286.0] || equal(cantor(regular(ordered_pair(u,v))),universal_class)** -> equal(regular(ordered_pair(u,v)),singleton(u)).
% 299.74/300.44 83706[4:Res:74103.0,421.1] || member(u,universal_class) -> member(u,apply(null_class,v))* member(u,complement(apply(null_class,w)))*.
% 299.74/300.44 83719[4:SpR:74143.0,8283.0] || -> subclass(symmetric_difference(union(null_class,complement(u)),complement(singleton(union(u,null_class)))),successor(union(u,null_class)))*.
% 299.74/300.44 83753[4:SpR:74143.0,28.2] || member(u,universal_class) -> member(u,union(v,null_class)) member(u,union(null_class,complement(v)))*.
% 299.74/300.44 83879[4:Rew:74143.0,83803.1] || subclass(union(null_class,complement(u)),union(u,null_class))* -> equal(union(null_class,complement(u)),null_class).
% 299.74/300.44 83809[4:SpL:74143.0,13510.1] || equal(union(u,null_class),cantor(xf)) equal(union(null_class,complement(u)),cantor(xf))** -> .
% 299.74/300.44 84027[4:SpR:75150.0,8283.0] || -> subclass(symmetric_difference(complement(apply(null_class,u)),complement(singleton(apply(null_class,v)))),successor(apply(null_class,v)))*.
% 299.74/300.44 84179[4:SpL:75150.0,13510.1] || equal(apply(null_class,u),cantor(xf))** equal(complement(apply(null_class,v)),cantor(xf))** -> .
% 299.74/300.44 84551[4:SpR:78724.0,27755.1] || equal(power_class(union(null_class,u)),cantor(xf)) -> subclass(singleton(x__dfg),power_class(union(u,null_class)))*.
% 299.74/300.44 84583[4:SpR:78724.0,27755.1] || equal(power_class(union(u,null_class)),cantor(xf)) -> subclass(singleton(x__dfg),power_class(union(null_class,u)))*.
% 299.74/300.44 84937[0:Rew:75599.0,84812.1,75578.0,84812.1,29.0,84812.1,75599.0,84812.0,75578.0,84812.0,29.0,84812.0] || member(regular(symmetric_difference(u,v)),complement(symmetric_difference(u,v)))* -> equal(symmetric_difference(u,v),null_class).
% 299.74/300.44 85020[0:MRR:84997.1,68.2] function(u) || member(v,universal_class) subclass(universal_class,complement(singleton(image(u,v))))* -> .
% 299.74/300.44 85098[0:MRR:85073.0,12507.2] || member(u,universal_class) subclass(u,complement(singleton(apply(choice,u))))* -> equal(u,null_class).
% 299.74/300.44 85572[0:SpL:31362.0,8690.0] || subclass(u,complement(v)) member(regular(u),union(v,v))* -> equal(u,null_class).
% 299.74/300.44 85624[4:Rew:28748.0,85539.0,75578.0,85539.0] || subclass(u,complement(v)) member(regular(u),union(v,null_class))* -> equal(u,null_class).
% 299.74/300.44 85626[4:Rew:28748.0,85561.0] || subclass(u,complement(v)) member(regular(u),union(null_class,v))* -> equal(u,null_class).
% 299.74/300.44 85773[4:SpR:75151.0,72136.0] || -> member(complement(apply(null_class,u)),sum_class(range_of(null_class)))* equal(singleton(complement(sum_class(range_of(null_class)))),null_class).
% 299.74/300.44 85839[4:Rew:36664.0,85774.1] || -> member(union(null_class,complement(u)),union(u,u))* equal(singleton(union(null_class,complement(u))),null_class).
% 299.74/300.44 85840[4:Rew:74143.0,85775.1] || -> member(union(null_class,complement(u)),union(u,null_class))* equal(singleton(union(null_class,complement(u))),null_class).
% 299.74/300.44 85841[4:Rew:29733.0,85776.1] || -> member(union(null_class,complement(u)),union(null_class,u))* equal(singleton(union(null_class,complement(u))),null_class).
% 299.74/300.44 85777[4:SpR:75150.0,72136.0] || -> member(complement(apply(null_class,u)),apply(null_class,v))* equal(singleton(complement(apply(null_class,v))),null_class).
% 299.74/300.44 85778[4:SpR:75151.0,72136.0] || -> member(complement(sum_class(range_of(null_class))),apply(null_class,u))* equal(singleton(complement(apply(null_class,u))),null_class).
% 299.74/300.44 85797[2:Res:72136.0,271.0] || -> equal(singleton(complement(restrict(u,v,w))),null_class) member(complement(restrict(u,v,w)),u)*.
% 299.74/300.44 85801[2:Res:72136.0,574.0] || -> equal(singleton(complement(symmetric_difference(u,v))),null_class) member(complement(symmetric_difference(u,v)),union(u,v))*.
% 299.74/300.44 85813[2:Res:72136.0,6873.0] || member(complement(regular(u)),u)* -> equal(singleton(complement(regular(u))),null_class) equal(u,null_class).
% 299.74/300.44 85816[4:Res:72136.0,12471.0] || -> equal(singleton(complement(sum_class(range_of(null_class)))),null_class) member(complement(sum_class(range_of(null_class))),apply(null_class,u))*.
% 299.74/300.44 85817[4:Res:72136.0,12472.0] || -> equal(singleton(complement(apply(null_class,u))),null_class) member(complement(apply(null_class,u)),apply(null_class,v))*.
% 299.74/300.44 85818[4:Res:72136.0,12473.0] || -> equal(singleton(complement(apply(null_class,u))),null_class) member(complement(apply(null_class,u)),sum_class(range_of(null_class)))*.
% 299.74/300.44 86738[4:Rew:77752.0,86571.0] || -> equal(intersection(union(u,null_class),v),null_class) member(regular(intersection(union(u,null_class),v)),u)*.
% 299.74/300.44 86739[4:Rew:77752.0,86584.0] || -> equal(intersection(u,union(v,null_class)),null_class) member(regular(intersection(u,union(v,null_class))),v)*.
% 299.74/300.44 86787[4:SpR:77754.0,27755.1] || equal(power_class(union(u,null_class)),cantor(xf)) -> subclass(singleton(x__dfg),power_class(union(u,u)))*.
% 299.74/300.44 86821[4:SpR:77754.0,27755.1] || equal(power_class(union(u,u)),cantor(xf))** -> subclass(singleton(x__dfg),power_class(union(u,null_class)))*.
% 299.74/300.44 88109[0:SpR:80128.0,8283.0] || -> subclass(symmetric_difference(complement(symmetric_difference(u,v)),complement(singleton(symmetric_difference(v,u)))),successor(symmetric_difference(v,u)))*.
% 299.74/300.44 88143[2:SpR:80128.0,72136.0] || -> member(complement(symmetric_difference(u,v)),symmetric_difference(v,u))* equal(singleton(complement(symmetric_difference(v,u))),null_class).
% 299.74/300.44 88144[0:SpR:80128.0,28.2] || member(u,universal_class) -> member(u,symmetric_difference(v,w)) member(u,complement(symmetric_difference(w,v)))*.
% 299.74/300.44 88256[0:SpL:80128.0,3491.0] || subclass(complement(symmetric_difference(u,v)),symmetric_difference(v,u))* -> equal(complement(symmetric_difference(v,u)),null_class).
% 299.74/300.44 88262[4:SpL:80128.0,13510.1] || equal(symmetric_difference(u,v),cantor(xf)) equal(complement(symmetric_difference(v,u)),cantor(xf))** -> .
% 299.74/300.44 88276[9:SpL:80128.0,78076.1] function(symmetric_difference(u,v)) || equal(complement(symmetric_difference(v,u)),successor(symmetric_difference(u,v)))** -> .
% 299.74/300.44 88944[0:Res:47997.1,25.0] || member(u,universal_class) -> member(u,union(v,complement(power_class(w))))* member(u,power_class(w)).
% 299.74/300.44 89361[0:Res:48186.1,24.0] || member(u,universal_class) -> member(u,union(complement(power_class(v)),w))* member(u,power_class(v)).
% 299.74/300.44 90800[4:Rew:42086.0,90611.0] || -> equal(intersection(union(u,u),v),null_class) member(regular(intersection(union(u,u),v)),u)*.
% 299.74/300.44 90801[4:Rew:42086.0,90624.0] || -> equal(intersection(u,union(v,v)),null_class) member(regular(intersection(u,union(v,v))),v)*.
% 299.74/300.44 90871[0:SpR:75586.0,57163.1] || subclass(complement(restrict(u,v,w)),x) -> subclass(symmetric_difference(cross_product(v,w),u),x)*.
% 299.74/300.44 90872[0:SpR:75587.0,57163.1] || subclass(complement(restrict(u,v,w)),x) -> subclass(symmetric_difference(u,cross_product(v,w)),x)*.
% 299.74/300.44 90883[0:SpR:75585.0,57163.1] || subclass(union(complement(power_class(u)),v),w) -> subclass(symmetric_difference(power_class(u),complement(v)),w)*.
% 299.74/300.44 90896[0:Res:57163.1,10.0] || subclass(u,v) subclass(v,intersection(w,u))* -> equal(v,intersection(w,u)).
% 299.74/300.44 90927[0:Res:57163.1,905.1] single_valued_class(intersection(u,v)) || subclass(v,cross_product(universal_class,universal_class))* -> function(intersection(u,v))*.
% 299.74/300.44 90965[4:Res:90947.1,391.1] inductive(u) || equal(complement(image(successor_relation,u)),null_class)** -> equal(image(successor_relation,u),u).
% 299.74/300.44 90972[4:Res:90947.1,7885.0] || equal(complement(intersection(u,v)),null_class)** -> subclass(w,x) member(not_subclass_element(w,x),v)*.
% 299.74/300.44 90973[4:Res:90947.1,7884.0] || equal(complement(intersection(u,v)),null_class)** -> subclass(w,x) member(not_subclass_element(w,x),u)*.
% 299.74/300.44 91507[0:SpR:31362.0,9215.1] || member(u,symmetric_difference(union(v,v),complement(w)))* -> member(u,union(complement(v),w)).
% 299.74/300.44 92023[0:SpR:31362.0,9290.1] || member(u,symmetric_difference(complement(v),union(w,w)))* -> member(u,union(v,complement(w))).
% 299.74/300.44 92192[0:SpR:48104.0,58588.1] || subclass(union(u,complement(power_class(v))),w) -> subclass(symmetric_difference(complement(u),power_class(v)),w)*.
% 299.74/300.44 92213[0:Res:58588.1,10.0] || subclass(u,v) subclass(v,intersection(u,w))* -> equal(v,intersection(u,w)).
% 299.74/300.44 92244[0:Res:58588.1,905.1] single_valued_class(intersection(u,v)) || subclass(u,cross_product(universal_class,universal_class))* -> function(intersection(u,v))*.
% 299.74/300.44 92578[4:Res:92197.1,10.0] || subclass(u,v) subclass(v,union(null_class,u))* -> equal(v,union(null_class,u)).
% 299.74/300.44 92609[4:Res:92197.1,905.1] single_valued_class(union(null_class,u)) || subclass(u,cross_product(universal_class,universal_class))* -> function(union(null_class,u)).
% 299.74/300.44 92648[4:Res:92198.1,10.0] || subclass(u,v) subclass(v,union(u,null_class))* -> equal(v,union(u,null_class)).
% 299.74/300.44 92679[4:Res:92198.1,905.1] single_valued_class(union(u,null_class)) || subclass(u,cross_product(universal_class,universal_class))* -> function(union(u,null_class)).
% 299.74/300.44 92884[0:SpR:71286.1,47967.0] || subclass(power_class(u),complement(v)) -> equal(union(v,complement(power_class(u))),complement(power_class(u)))**.
% 299.74/300.44 93058[4:Rew:28759.0,92913.1] || subclass(complement(u),power_class(v)) -> equal(union(complement(power_class(v)),u),union(null_class,u))**.
% 299.74/300.44 93325[0:Rew:75599.0,93156.1,75578.0,93156.1,29.0,93156.1,75599.0,93156.0,75578.0,93156.0,29.0,93156.0] || -> member(not_subclass_element(u,symmetric_difference(v,w)),complement(symmetric_difference(v,w)))* subclass(u,symmetric_difference(v,w)).
% 299.74/300.44 93728[0:Obv:93650.0] || -> subclass(intersection(u,symmetric_difference(v,w)),intersection(union(v,w),intersection(u,symmetric_difference(v,w))))*.
% 299.74/300.44 93996[0:Obv:93915.0] || -> subclass(intersection(symmetric_difference(u,v),w),intersection(union(u,v),intersection(symmetric_difference(u,v),w)))*.
% 299.74/300.44 94070[4:Res:93346.1,419.1] || equal(unordered_pair(u,v),successor(null_class))** member(u,universal_class) -> member(u,singleton(null_class))*.
% 299.74/300.44 94071[4:Res:93346.1,418.1] || equal(unordered_pair(u,v),successor(null_class))** member(v,universal_class) -> member(v,singleton(null_class))*.
% 299.74/300.44 94289[0:Obv:94234.0] || -> subclass(intersection(u,restrict(v,w,x)),intersection(v,intersection(u,restrict(v,w,x))))*.
% 299.74/300.44 94673[0:Obv:94613.0] || -> subclass(intersection(restrict(u,v,w),x),intersection(u,intersection(restrict(u,v,w),x)))*.
% 299.74/300.44 95455[4:Res:95322.0,3478.0] || -> equal(complement(successor(complement(singleton(u)))),null_class) equal(regular(complement(successor(complement(singleton(u))))),u)**.
% 299.74/300.44 95465[4:Res:95322.0,905.1] single_valued_class(complement(successor(complement(cross_product(universal_class,universal_class))))) || -> function(complement(successor(complement(cross_product(universal_class,universal_class)))))*.
% 299.74/300.44 95532[4:Res:95463.0,3478.0] || -> equal(complement(successor(complement(successor(null_class)))),null_class) equal(regular(complement(successor(complement(successor(null_class))))),null_class)**.
% 299.74/300.44 95663[4:Res:95587.0,3480.0] || member(regular(complement(successor(successor(null_class)))),singleton(null_class))* -> equal(complement(successor(successor(null_class))),null_class).
% 299.74/300.44 95725[4:MRR:95724.3,52670.2] || equal(cantor(u),successor(u)) member(u,universal_class)* subclass(domain_relation,regular(successor_relation))* -> .
% 299.74/300.44 96664[9:SpR:75747.1,95315.0] function(intersection(union(null_class,u),v)) || -> subclass(successor(intersection(union(null_class,u),v)),u)*.
% 299.74/300.44 96996[9:SpR:75747.1,95358.0] function(intersection(u,union(null_class,v))) || -> subclass(successor(intersection(u,union(null_class,v))),v)*.
% 299.74/300.44 97537[9:SpR:75747.1,96617.0] function(intersection(union(u,null_class),v)) || -> subclass(successor(intersection(union(u,null_class),v)),u)*.
% 299.74/300.44 98210[9:SpR:75747.1,96952.0] function(intersection(u,union(v,null_class))) || -> subclass(successor(intersection(u,union(v,null_class))),v)*.
% 299.74/300.44 99677[9:SpR:75747.1,96629.0] function(intersection(union(u,u),v)) || -> subclass(successor(intersection(union(u,u),v)),u)*.
% 299.74/300.44 101154[9:SpR:75747.1,96964.0] function(intersection(u,union(v,v))) || -> subclass(successor(intersection(u,union(v,v))),v)*.
% 299.74/300.44 102162[4:Obv:102129.2] || member(u,v) subclass(unordered_pair(w,u),w)* -> subclass(unordered_pair(w,u),v)*.
% 299.74/300.44 102163[4:Obv:102128.2] || member(u,v) subclass(unordered_pair(u,w),w)* -> subclass(unordered_pair(u,w),v)*.
% 299.74/300.44 102335[0:Rew:102293.0,88113.0] || -> subclass(complement(successor(symmetric_difference(u,v))),complement(union(symmetric_difference(v,u),singleton(symmetric_difference(u,v)))))*.
% 299.74/300.44 102339[4:Rew:102293.0,84031.0] || -> subclass(complement(successor(apply(null_class,u))),complement(union(apply(null_class,v),singleton(apply(null_class,u)))))*.
% 299.74/300.44 102341[4:Rew:102293.0,82704.0] || -> subclass(complement(successor(sum_class(range_of(null_class)))),complement(union(apply(null_class,u),singleton(sum_class(range_of(null_class))))))*.
% 299.74/300.44 102345[4:Rew:102293.0,82637.0] || -> subclass(complement(successor(apply(null_class,u))),complement(union(sum_class(range_of(null_class)),singleton(apply(null_class,u)))))*.
% 299.74/300.44 102459[0:Rew:102293.0,80525.0] || member(regular(union(u,v)),complement(union(v,u)))* -> equal(union(v,u),null_class).
% 299.74/300.44 102460[0:Rew:102293.0,79927.0] || member(regular(union(u,v)),complement(union(v,u)))* -> equal(union(u,v),null_class).
% 299.74/300.44 102467[0:Rew:102293.0,92824.1] || subclass(u,v) -> equal(union(u,complement(union(v,u))),complement(symmetric_difference(v,u)))**.
% 299.74/300.44 102787[0:Rew:102293.0,79745.1] || member(u,universal_class) -> member(u,complement(union(v,w)))* member(u,union(w,v)).
% 299.74/300.44 104038[0:Rew:75578.0,102848.0] || -> equal(intersection(union(u,complement(union(v,w))),intersection(complement(u),union(v,w))),null_class)**.
% 299.74/300.44 104039[4:Rew:80005.0,102849.0] || -> equal(union(union(u,complement(union(v,w))),intersection(complement(u),union(v,w))),universal_class)**.
% 299.74/300.44 104040[4:Rew:80566.0,102850.0] || -> equal(symmetric_difference(union(u,complement(union(v,w))),intersection(complement(u),union(v,w))),universal_class)**.
% 299.74/300.44 102868[4:Rew:102293.0,50131.1] || equal(null_class,u) -> equal(union(u,complement(union(v,w))),complement(union(v,w)))**.
% 299.74/300.44 102883[4:Rew:102293.0,95406.0] || -> subclass(complement(successor(union(u,complement(union(v,w))))),intersection(complement(u),union(v,w)))*.
% 299.74/300.44 102884[4:Rew:102293.0,59954.0] || -> subclass(complement(successor(intersection(complement(u),union(v,w)))),union(u,complement(union(v,w))))*.
% 299.74/300.44 102927[0:Rew:102293.0,13882.1] || -> member(u,image(element_relation,union(v,w))) subclass(singleton(u),power_class(complement(union(v,w))))*.
% 299.74/300.44 103050[0:Rew:102293.0,13866.0] || -> member(not_subclass_element(u,union(v,w)),complement(union(v,w)))* subclass(u,union(v,w)).
% 299.74/300.44 103068[0:Rew:102293.0,91896.0] || -> subclass(intersection(u,symmetric_difference(intersection(v,w),complement(union(v,w)))),complement(symmetric_difference(v,w)))*.
% 299.74/300.44 104041[0:Rew:75578.0,103187.0] || -> equal(intersection(union(complement(union(u,v)),w),intersection(union(u,v),complement(w))),null_class)**.
% 299.74/300.44 104042[4:Rew:80005.0,103188.0] || -> equal(union(union(complement(union(u,v)),w),intersection(union(u,v),complement(w))),universal_class)**.
% 299.74/300.44 104043[4:Rew:80566.0,103189.0] || -> equal(symmetric_difference(union(complement(union(u,v)),w),intersection(union(u,v),complement(w))),universal_class)**.
% 299.74/300.44 103220[4:Rew:102293.0,95409.0] || -> subclass(complement(successor(union(complement(union(u,v)),w))),intersection(union(u,v),complement(w)))*.
% 299.74/300.44 103221[4:Rew:102293.0,59957.0] || -> subclass(complement(successor(intersection(union(u,v),complement(w)))),union(complement(union(u,v)),w))*.
% 299.74/300.44 103253[4:Rew:102293.0,62362.0] || equal(power_class(complement(union(u,v))),universal_class) -> equal(image(element_relation,union(u,v)),null_class)**.
% 299.74/300.44 103254[4:Rew:102293.0,49770.1] || equal(image(element_relation,union(u,v)),null_class)** -> equal(power_class(complement(union(u,v))),universal_class).
% 299.74/300.44 103255[0:Rew:102293.0,7988.1] inductive(image(element_relation,union(u,v))) || equal(power_class(complement(union(u,v))),universal_class)** -> .
% 299.74/300.44 103261[4:Rew:102293.0,46959.1] || subclass(image(element_relation,union(u,v)),null_class)* -> subclass(universal_class,power_class(complement(union(u,v)))).
% 299.74/300.44 103270[4:Rew:102293.0,61792.0] || equal(power_class(complement(union(u,v))),null_class) -> equal(image(element_relation,union(u,v)),universal_class)**.
% 299.74/300.44 103271[0:Rew:102293.0,26955.1] || subclass(universal_class,image(element_relation,union(u,v)))* -> equal(power_class(complement(union(u,v))),null_class).
% 299.74/300.44 103272[0:Rew:102293.0,25179.1] || equal(image(element_relation,union(u,v)),universal_class)** -> equal(power_class(complement(union(u,v))),null_class).
% 299.74/300.44 103303[6:Rew:102293.0,46667.1] || subclass(image(element_relation,union(u,v)),null_class)* -> member(null_class,power_class(complement(union(u,v)))).
% 299.74/300.44 103317[0:Rew:102293.0,43596.0] || -> equal(intersection(power_class(complement(union(u,v))),intersection(image(element_relation,union(u,v)),w)),null_class)**.
% 299.74/300.44 103318[0:Rew:102293.0,43759.0] || -> equal(intersection(power_class(complement(union(u,v))),intersection(w,image(element_relation,union(u,v)))),null_class)**.
% 299.74/300.44 103323[0:Rew:102293.0,50314.0] || -> equal(image(element_relation,power_class(complement(union(u,v)))),complement(power_class(image(element_relation,union(u,v)))))**.
% 299.74/300.44 103434[0:Rew:102293.0,92725.0] || -> subclass(intersection(symmetric_difference(intersection(u,v),complement(union(u,v))),w),complement(symmetric_difference(u,v)))*.
% 299.74/300.44 103703[4:Rew:103496.0,78546.1] single_valued_class(union(null_class,union(cross_product(universal_class,universal_class),null_class))) || -> function(union(null_class,cross_product(universal_class,universal_class)))*.
% 299.74/300.44 103705[4:Rew:103496.0,59728.1] single_valued_class(union(null_class,union(null_class,cross_product(universal_class,universal_class)))) || -> function(union(null_class,cross_product(universal_class,universal_class)))*.
% 299.74/300.44 103880[4:Rew:103871.0,28997.0] || -> equal(power_class(intersection(union(null_class,u),complement(singleton(complement(u))))),power_class(complement(successor(complement(u)))))**.
% 299.74/300.44 103881[4:Rew:103871.0,74222.0] || -> equal(power_class(intersection(union(u,null_class),complement(singleton(complement(u))))),power_class(complement(successor(complement(u)))))**.
% 299.74/300.44 103950[9:Rew:103948.0,74383.1] one_to_one(u) || -> equal(union(v,complement(successor(inverse(u)))),union(v,complement(inverse(u))))**.
% 299.74/300.44 103953[2:Rew:103948.0,45902.1] || subclass(complement(singleton(u)),null_class) -> equal(union(v,complement(successor(u))),union(v,null_class))**.
% 299.74/300.44 103955[4:Rew:103948.0,50133.1] || equal(null_class,u) -> equal(union(v,complement(successor(u))),union(v,complement(singleton(u))))**.
% 299.74/300.44 103957[4:Rew:103948.0,74276.1] || equal(singleton(u),null_class) -> equal(union(v,complement(successor(u))),union(v,complement(u)))**.
% 299.74/300.44 103960[0:Rew:103948.0,40836.1] || member(u,universal_class) -> member(u,union(v,complement(successor(w))))* member(u,successor(w)).
% 299.74/300.44 104240[9:Rew:31362.0,102193.2,31362.0,102193.1] function(u) || member(not_subclass_element(complement(u),v),successor(u))* -> subclass(complement(u),v).
% 299.74/300.44 105227[4:SpR:48808.0,103496.0] || -> equal(union(null_class,complement(intersection(power_class(u),power_class(v)))),complement(intersection(power_class(u),power_class(v))))**.
% 299.74/300.44 105983[4:Rew:48542.0,105880.0,28759.0,105880.0,47963.0,105880.0,28759.0,105880.0] || -> equal(power_class(union(null_class,intersection(power_class(u),power_class(v)))),power_class(intersection(power_class(u),power_class(v))))**.
% 299.74/300.44 106406[4:Rew:28759.0,106263.0,48808.0,106263.0,28759.0,106263.0] || -> subclass(union(null_class,intersection(power_class(u),power_class(v))),union(null_class,intersection(power_class(v),power_class(u))))*.
% 299.74/300.44 106881[4:Res:106412.0,10.0] || subclass(successor(u),regular(complement(successor(u))))* -> equal(regular(complement(successor(u))),successor(u)).
% 299.74/300.44 106906[4:Res:106883.0,10.0] || subclass(singleton(null_class),regular(complement(successor(null_class))))* -> equal(regular(complement(successor(null_class))),singleton(null_class)).
% 299.74/300.44 106940[4:Res:106427.0,10.0] || subclass(power_class(u),regular(complement(power_class(u))))* -> equal(regular(complement(power_class(u))),power_class(u)).
% 299.74/300.44 107315[4:Res:106506.0,10.0] || subclass(u,regular(union(null_class,complement(u))))* -> equal(regular(union(null_class,complement(u))),u).
% 299.74/300.44 107412[4:Res:106520.0,10.0] || subclass(complement(power_class(u)),regular(power_class(u)))* -> equal(complement(power_class(u)),regular(power_class(u))).
% 299.74/300.44 107431[4:Res:106521.0,10.0] || subclass(complement(successor(u)),regular(successor(u)))* -> equal(complement(successor(u)),regular(successor(u))).
% 299.74/300.44 107503[4:Res:107357.0,10.0] || subclass(complement(u),regular(union(null_class,u)))* -> equal(regular(union(null_class,u)),complement(u)).
% 299.74/300.44 107550[0:SpR:103871.0,28182.1] || equal(complement(successor(image(element_relation,successor(u)))),universal_class)** -> member(x__dfg,power_class(complement(successor(u)))).
% 299.74/300.44 107551[0:SpR:103871.0,28303.1] || equal(complement(successor(image(element_relation,successor(u)))),universal_class)** -> member(omega,power_class(complement(successor(u)))).
% 299.74/300.44 107553[0:SpR:103871.0,28414.1] || equal(complement(successor(image(element_relation,successor(u)))),universal_class)** -> member(null_class,power_class(complement(successor(u)))).
% 299.74/300.44 107608[0:SpL:103871.0,469.0] || subclass(universal_class,power_class(complement(successor(u)))) member(singleton(v),image(element_relation,successor(u)))* -> .
% 299.74/300.44 107766[4:Res:107467.0,10.0] || subclass(complement(u),regular(union(u,null_class)))* -> equal(regular(union(u,null_class)),complement(u)).
% 299.74/300.44 107875[4:Res:107480.0,10.0] || subclass(complement(u),regular(union(u,u)))* -> equal(regular(union(u,u)),complement(u)).
% 299.74/300.44 108215[0:SpR:103948.0,47963.0] || -> equal(image(element_relation,union(u,complement(successor(v)))),complement(power_class(intersection(complement(u),successor(v)))))**.
% 299.74/300.44 108219[4:SpR:103948.0,47746.1] || equal(intersection(complement(u),successor(v)),null_class)** -> equal(union(u,complement(successor(v))),universal_class).
% 299.74/300.44 108244[0:SpR:103948.0,42566.0] || -> equal(intersection(union(u,complement(successor(v))),intersection(intersection(complement(u),successor(v)),w)),null_class)**.
% 299.74/300.44 108245[0:SpR:103948.0,43164.0] || -> equal(intersection(union(u,complement(successor(v))),intersection(w,intersection(complement(u),successor(v)))),null_class)**.
% 299.74/300.44 108274[0:SpR:103948.0,13856.1] || -> member(u,intersection(complement(v),successor(w))) subclass(singleton(u),union(v,complement(successor(w))))*.
% 299.74/300.44 108284[0:SpR:103948.0,573.1] || member(u,symmetric_difference(complement(v),successor(w)))* -> member(u,union(v,complement(successor(w)))).
% 299.74/300.44 108321[0:SpR:71286.1,103948.0] || subclass(successor(u),complement(v)) -> equal(union(v,complement(successor(u))),complement(successor(u)))**.
% 299.74/300.44 108328[4:SpL:103948.0,61328.0] || equal(union(u,complement(successor(v))),null_class) -> equal(intersection(complement(u),successor(v)),universal_class)**.
% 299.74/300.44 108334[4:SpL:103948.0,62126.0] || equal(union(u,complement(successor(v))),universal_class) -> equal(intersection(complement(u),successor(v)),null_class)**.
% 299.74/300.44 108337[0:SpL:103948.0,1075.1] inductive(intersection(complement(u),successor(v))) || equal(union(u,complement(successor(v))),universal_class)** -> .
% 299.74/300.44 109441[9:SpR:80128.0,107477.1] function(symmetric_difference(u,v)) || -> subclass(regular(successor(symmetric_difference(u,v))),complement(symmetric_difference(v,u)))*.
% 299.74/300.44 109462[9:Res:107477.1,3480.0] function(u) || member(regular(regular(successor(u))),u)* -> equal(regular(successor(u)),null_class).
% 299.74/300.44 109605[0:SpL:80005.0,102315.0] || member(regular(union(u,v)),complement(union(u,v)))* -> equal(union(v,u),null_class).
% 299.74/300.44 109721[4:Rew:36664.0,109608.0] || member(regular(union(u,u)),union(null_class,complement(u)))* -> equal(union(u,null_class),null_class).
% 299.74/300.44 109722[4:Rew:36664.0,109619.0] || member(regular(union(u,u)),union(null_class,complement(u)))* -> equal(union(null_class,u),null_class).
% 299.74/300.44 109724[4:Rew:74143.0,109632.0] || member(regular(union(u,null_class)),union(null_class,complement(u)))* -> equal(union(u,u),null_class).
% 299.74/300.44 109725[4:Rew:29733.0,109635.0] || member(regular(union(null_class,u)),union(null_class,complement(u)))* -> equal(union(u,u),null_class).
% 299.74/300.44 109648[4:SpL:36664.0,102315.0] || member(regular(union(u,u)),union(null_class,complement(u)))* -> equal(union(u,u),null_class).
% 299.74/300.44 109649[4:SpL:74143.0,102315.0] || member(regular(union(u,null_class)),union(null_class,complement(u)))* -> equal(union(u,null_class),null_class).
% 299.74/300.44 109650[4:SpL:29733.0,102315.0] || member(regular(union(null_class,u)),union(null_class,complement(u)))* -> equal(union(null_class,u),null_class).
% 299.74/300.44 109773[0:SpR:106411.0,8283.0] || -> subclass(symmetric_difference(complement(union(u,v)),complement(singleton(union(v,u)))),successor(union(v,u)))*.
% 299.74/300.44 109813[2:SpR:106411.0,72136.0] || -> member(complement(union(u,v)),union(v,u))* equal(singleton(complement(union(v,u))),null_class).
% 299.74/300.44 109980[0:SpL:106411.0,3491.0] || subclass(complement(union(u,v)),union(v,u))* -> equal(complement(union(v,u)),null_class).
% 299.74/300.44 109986[4:SpL:106411.0,13510.1] || equal(union(u,v),cantor(xf)) equal(complement(union(v,u)),cantor(xf))** -> .
% 299.74/300.44 110214[0:Rew:47967.0,109801.0] || -> equal(union(union(u,v),complement(power_class(w))),union(union(v,u),complement(power_class(w))))*.
% 299.74/300.44 110215[0:Rew:103948.0,109821.0] || -> equal(union(union(u,v),complement(successor(w))),union(union(v,u),complement(successor(w))))*.
% 299.74/300.44 110216[0:Rew:47973.0,109831.0] || -> equal(union(complement(power_class(u)),union(v,w)),union(complement(power_class(u)),union(w,v)))*.
% 299.74/300.44 110221[4:Rew:28759.0,109947.0,48808.0,109947.0,28759.0,109947.0] || -> equal(union(null_class,intersection(power_class(u),power_class(v))),union(null_class,intersection(power_class(v),power_class(u))))*.
% 299.74/300.44 110383[4:Rew:28759.0,110264.0] || -> subclass(regular(complement(intersection(power_class(u),power_class(v)))),union(null_class,intersection(power_class(u),power_class(v))))*.
% 299.74/300.44 110640[4:Rew:28759.0,110505.0,48808.0,110505.0] || -> subclass(regular(union(null_class,intersection(power_class(u),power_class(v)))),complement(intersection(power_class(v),power_class(u))))*.
% 299.74/300.44 110710[0:Res:50.1,102304.0] inductive(image(element_relation,union(u,v))) || member(null_class,power_class(complement(union(u,v))))* -> .
% 299.74/300.44 110766[4:Rew:74163.0,110765.0] || member(u,complement(power_class(complement(v)))) member(u,power_class(union(null_class,complement(v))))* -> .
% 299.74/300.44 110916[4:Rew:28759.0,110865.0,48808.0,110865.0] || equal(union(null_class,intersection(power_class(u),power_class(v))),complement(intersection(power_class(v),power_class(u))))** -> .
% 299.74/300.44 111087[4:Rew:48808.0,110952.0,28759.0,110952.0] || -> subclass(regular(complement(intersection(power_class(u),power_class(v)))),union(null_class,intersection(power_class(v),power_class(u))))*.
% 299.74/300.44 111227[0:SpR:75586.0,73202.0] || -> subclass(intersection(symmetric_difference(cross_product(u,v),w),x),intersection(complement(restrict(w,u,v)),x))*.
% 299.74/300.44 111228[0:SpR:75587.0,73202.0] || -> subclass(intersection(symmetric_difference(u,cross_product(v,w)),x),intersection(complement(restrict(u,v,w)),x))*.
% 299.74/300.44 111239[0:SpR:75585.0,73202.0] || -> subclass(intersection(symmetric_difference(power_class(u),complement(v)),w),intersection(union(complement(power_class(u)),v),w))*.
% 299.74/300.44 111277[0:Res:73202.0,891.2] || member(u,v) member(u,intersection(w,x))* -> member(u,intersection(x,v))*.
% 299.74/300.44 111486[4:Rew:67591.0,111429.0] || -> equal(union(complement(power_class(u)),union(null_class,complement(v))),union(complement(power_class(u)),complement(v)))**.
% 299.74/300.44 111555[4:Rew:104506.0,111554.0] || -> equal(union(null_class,symmetric_difference(power_class(u),union(v,w))),symmetric_difference(power_class(u),union(v,w)))**.
% 299.74/300.44 111564[4:Rew:111555.0,104506.0] || -> equal(symmetric_difference(complement(power_class(u)),complement(union(v,w))),symmetric_difference(power_class(u),union(v,w)))**.
% 299.74/300.44 111674[0:SpR:48104.0,73203.0] || -> subclass(intersection(symmetric_difference(complement(u),power_class(v)),w),intersection(union(u,complement(power_class(v))),w))*.
% 299.74/300.44 111720[0:Res:73203.0,891.2] || member(u,v) member(u,intersection(w,x))* -> member(u,intersection(w,v))*.
% 299.74/300.44 111828[4:Res:111688.0,891.2] || member(u,v) member(u,successor(null_class)) -> member(u,intersection(singleton(null_class),v))*.
% 299.74/300.44 112054[4:Rew:66875.0,112009.0] || -> equal(union(union(null_class,complement(u)),complement(power_class(v))),union(complement(u),complement(power_class(v))))**.
% 299.74/300.44 112111[4:Rew:104488.0,112110.0] || -> equal(union(null_class,symmetric_difference(union(u,v),power_class(w))),symmetric_difference(union(u,v),power_class(w)))**.
% 299.74/300.44 112120[4:Rew:112111.0,104488.0] || -> equal(symmetric_difference(complement(union(u,v)),complement(power_class(w))),symmetric_difference(union(u,v),power_class(w)))**.
% 299.74/300.44 112602[4:Res:111774.0,891.2] || member(u,v) member(u,successor(null_class)) -> member(u,intersection(v,singleton(null_class)))*.
% 299.74/300.44 112943[4:Rew:105000.0,112810.1,80566.0,112810.0] || member(u,symmetric_difference(successor(null_class),complement(v)))* -> member(u,union(v,complement(successor(null_class)))).
% 299.74/300.44 113144[6:SpR:112982.0,17312.2] || member(successor(null_class),universal_class) subclass(domain_relation,u) -> member(ordered_pair(successor(null_class),null_class),u)*.
% 299.74/300.44 113171[6:SpR:112707.0,61.1] || member(ordered_pair(u,v),compose(w,successor(null_class)))* -> member(v,image(w,range_of(null_class))).
% 299.74/300.44 113359[0:Rew:46.0,113235.1] || member(u,symmetric_difference(successor(v),complement(w)))* -> member(u,union(complement(successor(v)),w)).
% 299.74/300.44 114680[4:Res:111679.0,891.2] || member(u,v) member(u,union(null_class,w)) -> member(u,intersection(w,v))*.
% 299.74/300.44 114824[4:Res:111680.0,891.2] || member(u,v) member(u,union(w,null_class)) -> member(u,intersection(w,v))*.
% 299.74/300.44 114986[4:Res:114571.0,891.2] || member(u,v) member(u,union(null_class,w)) -> member(u,intersection(v,w))*.
% 299.74/300.44 117274[4:Res:114727.0,891.2] || member(u,v) member(u,union(w,null_class)) -> member(u,intersection(v,w))*.
% 299.74/300.44 119554[4:Rew:119490.0,89899.1] inductive(symmetric_difference(successor(u),complement(intersection(u,singleton(u))))) || -> member(null_class,complement(successor(u)))*.
% 299.74/300.44 120481[0:SpR:48104.0,73512.0] || -> subclass(intersection(u,symmetric_difference(complement(v),power_class(w))),intersection(union(v,complement(power_class(w))),u))*.
% 299.74/300.44 120649[0:SpR:75586.0,73515.0] || -> subclass(intersection(u,symmetric_difference(cross_product(v,w),x)),intersection(complement(restrict(x,v,w)),u))*.
% 299.74/300.44 120650[0:SpR:75587.0,73515.0] || -> subclass(intersection(u,symmetric_difference(v,cross_product(w,x))),intersection(complement(restrict(v,w,x)),u))*.
% 299.74/300.44 120662[0:SpR:75585.0,73515.0] || -> subclass(intersection(u,symmetric_difference(power_class(v),complement(w))),intersection(union(complement(power_class(v)),w),u))*.
% 299.74/300.44 120917[0:SpR:569.0,90326.0] || -> equal(intersection(union(u,v),symmetric_difference(complement(u),complement(v))),symmetric_difference(complement(u),complement(v)))**.
% 299.74/300.44 121021[4:Rew:120884.1,33805.2] || equal(intersection(complement(u),v),universal_class)** member(null_class,u) -> equal(complement(u),null_class).
% 299.74/300.44 121978[4:Res:92199.1,10.0] || subclass(u,v) subclass(v,union(u,u))* -> equal(v,union(u,u)).
% 299.74/300.44 122013[4:Res:92199.1,905.1] single_valued_class(union(u,u)) || subclass(u,cross_product(universal_class,universal_class))* -> function(union(u,u))*.
% 299.74/300.44 122219[0:SpR:92837.1,102314.0] || subclass(u,v) -> equal(union(u,complement(union(u,v))),complement(symmetric_difference(u,v)))**.
% 299.74/300.44 122539[4:Rew:28759.0,122302.1] || subclass(complement(u),power_class(v)) -> equal(union(u,complement(power_class(v))),union(null_class,u))**.
% 299.74/300.44 122540[4:Rew:28759.0,122304.1] || subclass(complement(u),successor(v)) -> equal(union(u,complement(successor(v))),union(null_class,u))**.
% 299.74/300.44 122347[0:SpR:92837.1,47973.0] || subclass(power_class(u),complement(v)) -> equal(union(complement(power_class(u)),v),complement(power_class(u)))**.
% 299.74/300.44 123439[0:SpL:48104.0,92873.0] || subclass(u,symmetric_difference(complement(v),power_class(w)))* -> subclass(u,union(v,complement(power_class(w)))).
% 299.74/300.44 123964[4:SpR:48838.0,123487.0] || -> subclass(complement(successor(union(image(element_relation,power_class(u)),complement(power_class(v))))),power_class(complement(power_class(u))))*.
% 299.74/300.44 124122[4:SpR:48835.0,123906.0] || -> subclass(complement(successor(union(complement(power_class(u)),image(element_relation,power_class(v))))),power_class(complement(power_class(v))))*.
% 299.74/300.44 124393[4:Rew:108911.0,124256.0] || -> subclass(regular(complement(symmetric_difference(union(u,v),complement(intersection(u,v))))),complement(symmetric_difference(u,v)))*.
% 299.74/300.44 125588[4:Res:125528.0,3478.0] || -> equal(regular(successor(complement(successor(null_class)))),null_class) equal(regular(regular(successor(complement(successor(null_class))))),null_class)**.
% 299.74/300.44 126076[4:SpR:48104.0,123479.0] || -> subclass(union(null_class,intersection(symmetric_difference(complement(u),power_class(v)),w)),union(u,complement(power_class(v))))*.
% 299.74/300.44 126121[9:SpR:75747.1,123479.0] function(intersection(intersection(u,v),w)) || -> subclass(successor(intersection(intersection(u,v),w)),u)*.
% 299.74/300.44 126249[4:SpR:48104.0,123491.0] || -> subclass(intersection(union(null_class,symmetric_difference(complement(u),power_class(v))),w),union(u,complement(power_class(v))))*.
% 299.74/300.44 126424[4:SpR:48104.0,123520.0] || -> subclass(intersection(u,union(null_class,symmetric_difference(complement(v),power_class(w)))),union(v,complement(power_class(w))))*.
% 299.74/300.44 126586[4:SpR:48104.0,123529.0] || -> subclass(union(null_class,intersection(u,symmetric_difference(complement(v),power_class(w)))),union(v,complement(power_class(w))))*.
% 299.74/300.44 126627[9:SpR:75747.1,123529.0] function(intersection(u,intersection(v,w))) || -> subclass(successor(intersection(u,intersection(v,w))),v)*.
% 299.74/300.44 126813[4:Res:123909.0,421.1] || member(u,universal_class) -> member(u,successor(complement(restrict(v,w,x))))* member(u,v).
% 299.74/300.44 126879[4:SpR:102314.0,124367.0] || -> subclass(regular(complement(symmetric_difference(intersection(u,v),complement(union(u,v))))),complement(symmetric_difference(u,v)))*.
% 299.74/300.44 126998[4:SpR:75586.0,126047.0] || -> subclass(union(null_class,intersection(symmetric_difference(cross_product(u,v),w),x)),complement(restrict(w,u,v)))*.
% 299.74/300.44 126999[4:SpR:75587.0,126047.0] || -> subclass(union(null_class,intersection(symmetric_difference(u,cross_product(v,w)),x)),complement(restrict(u,v,w)))*.
% 299.74/300.44 127011[4:SpR:75585.0,126047.0] || -> subclass(union(null_class,intersection(symmetric_difference(power_class(u),complement(v)),w)),union(complement(power_class(u)),v))*.
% 299.74/300.44 127047[9:SpR:75747.1,126047.0] function(intersection(intersection(u,v),w)) || -> subclass(successor(intersection(intersection(u,v),w)),v)*.
% 299.74/300.44 127171[4:SpR:75586.0,126220.0] || -> subclass(intersection(union(null_class,symmetric_difference(cross_product(u,v),w)),x),complement(restrict(w,u,v)))*.
% 299.74/300.44 127172[4:SpR:75587.0,126220.0] || -> subclass(intersection(union(null_class,symmetric_difference(u,cross_product(v,w))),x),complement(restrict(u,v,w)))*.
% 299.74/300.44 127184[4:SpR:75585.0,126220.0] || -> subclass(intersection(union(null_class,symmetric_difference(power_class(u),complement(v))),w),union(complement(power_class(u)),v))*.
% 299.74/300.44 127400[4:SpR:75586.0,126395.0] || -> subclass(intersection(u,union(null_class,symmetric_difference(cross_product(v,w),x))),complement(restrict(x,v,w)))*.
% 299.74/300.44 127401[4:SpR:75587.0,126395.0] || -> subclass(intersection(u,union(null_class,symmetric_difference(v,cross_product(w,x)))),complement(restrict(v,w,x)))*.
% 299.74/300.44 127413[4:SpR:75585.0,126395.0] || -> subclass(intersection(u,union(null_class,symmetric_difference(power_class(v),complement(w)))),union(complement(power_class(v)),w))*.
% 299.74/300.44 127565[4:SpR:75586.0,126557.0] || -> subclass(union(null_class,intersection(u,symmetric_difference(cross_product(v,w),x))),complement(restrict(x,v,w)))*.
% 299.74/300.44 127566[4:SpR:75587.0,126557.0] || -> subclass(union(null_class,intersection(u,symmetric_difference(v,cross_product(w,x)))),complement(restrict(v,w,x)))*.
% 299.74/300.44 127578[4:SpR:75585.0,126557.0] || -> subclass(union(null_class,intersection(u,symmetric_difference(power_class(v),complement(w)))),union(complement(power_class(v)),w))*.
% 299.74/300.44 127610[9:SpR:75747.1,126557.0] function(intersection(u,intersection(v,w))) || -> subclass(successor(intersection(u,intersection(v,w))),w)*.
% 299.74/300.44 127868[0:SpL:75586.0,92874.0] || subclass(u,symmetric_difference(cross_product(v,w),x))* -> subclass(u,complement(restrict(x,v,w))).
% 299.74/300.44 127869[0:SpL:75587.0,92874.0] || subclass(u,symmetric_difference(v,cross_product(w,x)))* -> subclass(u,complement(restrict(v,w,x))).
% 299.74/300.44 127881[0:SpL:75585.0,92874.0] || subclass(u,symmetric_difference(power_class(v),complement(w)))* -> subclass(u,union(complement(power_class(v)),w)).
% 299.74/300.44 128096[4:Rew:29733.0,128063.1] || member(u,universal_class) -> member(u,union(null_class,complement(intersection(v,w))))* member(u,v).
% 299.74/300.44 128097[4:Rew:29733.0,128066.1] || member(u,universal_class) -> member(u,union(null_class,complement(intersection(v,w))))* member(u,w).
% 299.74/300.44 128108[4:Rew:108911.0,128107.1] || member(u,universal_class) -> member(u,complement(symmetric_difference(v,w)))* member(u,union(w,v)).
% 299.74/300.44 128123[4:Rew:103496.0,128092.1,28759.0,128092.1,29733.0,128092.1] || member(u,universal_class) -> member(u,union(null_class,compose(element_relation,universal_class)))* member(u,complement(element_relation)).
% 299.74/300.44 128465[6:MRR:128464.2,100039.0] || equal(intersection(restrict(u,v,w),x),universal_class)** -> equal(restrict(u,v,w),null_class).
% 299.74/300.44 129276[4:Obv:129260.2] || member(u,v) equal(unordered_pair(w,u),w) -> subclass(unordered_pair(w,u),v)*.
% 299.74/300.44 129277[4:Obv:129259.2] || member(u,v) equal(unordered_pair(u,w),w) -> subclass(unordered_pair(u,w),v)*.
% 299.74/300.44 129612[0:SpR:75586.0,111166.0] || -> subclass(intersection(symmetric_difference(cross_product(u,v),w),x),intersection(x,complement(restrict(w,u,v))))*.
% 299.74/300.44 129613[0:SpR:75587.0,111166.0] || -> subclass(intersection(symmetric_difference(u,cross_product(v,w)),x),intersection(x,complement(restrict(u,v,w))))*.
% 299.74/300.44 129625[0:SpR:75585.0,111166.0] || -> subclass(intersection(symmetric_difference(power_class(u),complement(v)),w),intersection(w,union(complement(power_class(u)),v)))*.
% 299.74/300.44 129675[0:Res:111166.0,891.2] || member(u,v) member(u,intersection(w,x))* -> member(u,intersection(v,x))*.
% 299.74/300.44 130168[2:SpR:102311.0,129832.0] || -> equal(intersection(image(element_relation,union(u,v)),intersection(w,power_class(complement(union(u,v))))),null_class)**.
% 299.74/300.44 130170[2:SpR:47967.0,129832.0] || -> equal(intersection(intersection(complement(u),power_class(v)),intersection(w,union(u,complement(power_class(v))))),null_class)**.
% 299.74/300.44 130171[2:SpR:103948.0,129832.0] || -> equal(intersection(intersection(complement(u),successor(v)),intersection(w,union(u,complement(successor(v))))),null_class)**.
% 299.74/300.44 130172[2:SpR:47973.0,129832.0] || -> equal(intersection(intersection(power_class(u),complement(v)),intersection(w,union(complement(power_class(u)),v))),null_class)**.
% 299.74/300.44 130623[2:SpR:102311.0,129959.0] || -> equal(intersection(image(element_relation,union(u,v)),intersection(power_class(complement(union(u,v))),w)),null_class)**.
% 299.74/300.44 130625[2:SpR:47967.0,129959.0] || -> equal(intersection(intersection(complement(u),power_class(v)),intersection(union(u,complement(power_class(v))),w)),null_class)**.
% 299.74/300.44 130626[2:SpR:103948.0,129959.0] || -> equal(intersection(intersection(complement(u),successor(v)),intersection(union(u,complement(successor(v))),w)),null_class)**.
% 299.74/300.44 130627[2:SpR:47973.0,129959.0] || -> equal(intersection(intersection(power_class(u),complement(v)),intersection(union(complement(power_class(u)),v),w)),null_class)**.
% 299.74/300.44 133571[4:Rew:29733.0,133393.0,10128.0,133393.0] || -> equal(union(image(element_relation,power_class(u)),union(null_class,complement(singleton(power_class(complement(power_class(u))))))),universal_class)**.
% 299.74/300.44 136177[2:SpR:130204.0,71286.1] || subclass(restrict(complement(u),v,w),u)* -> equal(restrict(complement(u),v,w),null_class).
% 299.74/300.44 136369[4:Rew:28748.0,136033.0,75578.0,136033.0,10128.0,136033.0] || -> equal(symmetric_difference(u,restrict(complement(u),v,w)),union(u,restrict(complement(u),v,w)))**.
% 299.74/300.44 136738[4:Rew:136733.1,121628.1] || equal(symmetric_difference(power_class(u),complement(v)),universal_class)** -> equal(union(complement(power_class(u)),v),universal_class).
% 299.74/300.44 136740[4:Rew:136733.1,121619.1] || equal(symmetric_difference(complement(u),power_class(v)),universal_class)** -> equal(union(u,complement(power_class(v))),universal_class).
% 299.74/300.44 136741[4:Rew:136733.1,121615.1] || equal(symmetric_difference(cross_product(u,v),w),universal_class)** -> equal(complement(restrict(w,u,v)),universal_class).
% 299.74/300.44 136742[4:Rew:136733.1,121616.1] || equal(symmetric_difference(u,cross_product(v,w)),universal_class)** -> equal(complement(restrict(u,v,w)),universal_class).
% 299.74/300.44 136794[4:Rew:28748.0,136410.0,75578.0,136410.0,10128.0,136410.0] || -> equal(symmetric_difference(symmetric_difference(u,v),intersection(u,v)),union(symmetric_difference(u,v),intersection(u,v)))**.
% 299.74/300.44 137148[4:Res:13412.1,137098.0] || member(intersection(u,v),union(u,v)) -> member(intersection(u,v),symmetric_difference(u,v))*.
% 299.74/300.44 137217[4:SpL:80128.0,137146.0] || member(complement(symmetric_difference(u,v)),universal_class) -> member(complement(symmetric_difference(v,u)),symmetric_difference(v,u))*.
% 299.74/300.44 137220[4:SpL:75151.0,137146.0] || member(complement(apply(null_class,u)),universal_class)* -> member(complement(sum_class(range_of(null_class))),sum_class(range_of(null_class)))*.
% 299.74/300.44 137221[4:SpL:106411.0,137146.0] || member(complement(union(u,v)),universal_class) -> member(complement(union(v,u)),union(v,u))*.
% 299.74/300.44 137234[4:Rew:36664.0,137222.1] || member(union(null_class,complement(u)),universal_class) -> member(union(null_class,complement(u)),union(u,u))*.
% 299.74/300.44 137235[4:Rew:74143.0,137223.1] || member(union(null_class,complement(u)),universal_class) -> member(union(null_class,complement(u)),union(u,null_class))*.
% 299.74/300.44 137236[4:Rew:29733.0,137224.1] || member(union(null_class,complement(u)),universal_class) -> member(union(null_class,complement(u)),union(null_class,u))*.
% 299.74/300.44 137226[4:SpL:75150.0,137146.0] || member(complement(apply(null_class,u)),universal_class)* -> member(complement(apply(null_class,v)),apply(null_class,v))*.
% 299.74/300.44 137227[4:SpL:75151.0,137146.0] || member(complement(sum_class(range_of(null_class))),universal_class) -> member(complement(apply(null_class,u)),apply(null_class,u))*.
% 299.74/300.44 137468[4:Rew:28748.0,137258.0,75578.0,137258.0,10128.0,137258.0] || -> equal(symmetric_difference(singleton(u),restrict(u,v,w)),union(singleton(u),restrict(u,v,w)))**.
% 299.74/300.44 137649[4:SpR:135329.0,71286.1] || subclass(restrict(singleton(u),v,w),u)* -> equal(restrict(singleton(u),v,w),null_class).
% 299.74/300.44 137808[4:Rew:28748.0,137504.0,75578.0,137504.0,10128.0,137504.0] || -> equal(symmetric_difference(u,restrict(singleton(u),v,w)),union(u,restrict(singleton(u),v,w)))**.
% 299.74/300.44 138217[4:Rew:28748.0,137877.0,75578.0,137877.0,10128.0,137877.0] || -> equal(symmetric_difference(symmetric_difference(u,v),intersection(v,u)),union(symmetric_difference(u,v),intersection(v,u)))**.
% 299.74/300.44 138237[2:Rew:136520.0,138131.1] || member(not_subclass_element(intersection(u,v),null_class),symmetric_difference(v,u))* -> subclass(intersection(u,v),null_class).
% 299.74/300.44 138658[0:Obv:138651.1] || subclass(universal_class,intersection(complement(u),power_class(v)))* -> equal(union(u,complement(power_class(v))),null_class).
% 299.74/300.44 138931[0:Obv:138926.1] || subclass(universal_class,intersection(power_class(u),complement(v)))* -> equal(union(complement(power_class(u)),v),null_class).
% 299.74/300.44 139365[0:SpR:48104.0,111609.0] || -> subclass(intersection(symmetric_difference(complement(u),power_class(v)),w),intersection(w,union(u,complement(power_class(v)))))*.
% 299.74/300.44 139440[0:Res:111609.0,891.2] || member(u,v) member(u,intersection(w,x))* -> member(u,intersection(v,w))*.
% 299.74/300.44 139921[4:Res:111681.0,891.2] || member(u,v) member(u,union(w,w))* -> member(u,intersection(w,v))*.
% 299.74/300.44 140130[4:Res:114935.0,891.2] || member(u,v) member(u,union(w,w))* -> member(u,intersection(v,w))*.
% 299.74/300.44 140732[0:SpR:48104.0,120407.0] || -> subclass(intersection(u,symmetric_difference(complement(v),power_class(w))),intersection(u,union(v,complement(power_class(w)))))*.
% 299.74/300.44 140961[0:SpR:75586.0,120579.0] || -> subclass(intersection(u,symmetric_difference(cross_product(v,w),x)),intersection(u,complement(restrict(x,v,w))))*.
% 299.74/300.44 140962[0:SpR:75587.0,120579.0] || -> subclass(intersection(u,symmetric_difference(v,cross_product(w,x))),intersection(u,complement(restrict(v,w,x))))*.
% 299.74/300.44 140975[0:SpR:75585.0,120579.0] || -> subclass(intersection(u,symmetric_difference(power_class(v),complement(w))),intersection(u,union(complement(power_class(v)),w)))*.
% 299.74/300.44 141134[0:SpL:48104.0,123465.0] || equal(symmetric_difference(complement(u),power_class(v)),w) -> subclass(w,union(u,complement(power_class(v))))*.
% 299.74/300.44 141204[0:SpR:48104.0,123475.0] || -> subclass(intersection(intersection(symmetric_difference(complement(u),power_class(v)),w),x),union(u,complement(power_class(v))))*.
% 299.74/300.44 141575[0:SpR:48104.0,123485.0] || -> subclass(intersection(u,intersection(v,symmetric_difference(complement(w),power_class(x)))),union(w,complement(power_class(x))))*.
% 299.74/300.44 141813[0:SpR:48104.0,123517.0] || -> subclass(intersection(u,intersection(symmetric_difference(complement(v),power_class(w)),x)),union(v,complement(power_class(w))))*.
% 299.74/300.44 142058[0:SpR:48104.0,123525.0] || -> subclass(intersection(intersection(u,symmetric_difference(complement(v),power_class(w))),x),union(v,complement(power_class(w))))*.
% 299.74/300.44 142301[0:SpL:75586.0,127898.0] || equal(symmetric_difference(cross_product(u,v),w),x) -> subclass(x,complement(restrict(w,u,v)))*.
% 299.74/300.44 142302[0:SpL:75587.0,127898.0] || equal(symmetric_difference(u,cross_product(v,w)),x) -> subclass(x,complement(restrict(u,v,w)))*.
% 299.74/300.44 142315[0:SpL:75585.0,127898.0] || equal(symmetric_difference(power_class(u),complement(v)),w) -> subclass(w,union(complement(power_class(u)),v))*.
% 299.74/300.44 142698[0:SpR:75586.0,127908.0] || -> subclass(intersection(intersection(symmetric_difference(cross_product(u,v),w),x),y),complement(restrict(w,u,v)))*.
% 299.74/300.44 142699[0:SpR:75587.0,127908.0] || -> subclass(intersection(intersection(symmetric_difference(u,cross_product(v,w)),x),y),complement(restrict(u,v,w)))*.
% 299.74/300.44 142712[0:SpR:75585.0,127908.0] || -> subclass(intersection(intersection(symmetric_difference(power_class(u),complement(v)),w),x),union(complement(power_class(u)),v))*.
% 299.74/300.44 142951[0:SpR:75586.0,127918.0] || -> subclass(intersection(u,intersection(v,symmetric_difference(cross_product(w,x),y))),complement(restrict(y,w,x)))*.
% 299.74/300.44 142952[0:SpR:75587.0,127918.0] || -> subclass(intersection(u,intersection(v,symmetric_difference(w,cross_product(x,y)))),complement(restrict(w,x,y)))*.
% 299.74/300.44 142965[0:SpR:75585.0,127918.0] || -> subclass(intersection(u,intersection(v,symmetric_difference(power_class(w),complement(x)))),union(complement(power_class(w)),x))*.
% 299.74/300.44 143189[0:SpR:75586.0,127954.0] || -> subclass(intersection(u,intersection(symmetric_difference(cross_product(v,w),x),y)),complement(restrict(x,v,w)))*.
% 299.74/300.44 143190[0:SpR:75587.0,127954.0] || -> subclass(intersection(u,intersection(symmetric_difference(v,cross_product(w,x)),y)),complement(restrict(v,w,x)))*.
% 299.74/300.44 143203[0:SpR:75585.0,127954.0] || -> subclass(intersection(u,intersection(symmetric_difference(power_class(v),complement(w)),x)),union(complement(power_class(v)),w))*.
% 299.74/300.44 143434[0:SpR:75586.0,127963.0] || -> subclass(intersection(intersection(u,symmetric_difference(cross_product(v,w),x)),y),complement(restrict(x,v,w)))*.
% 299.74/300.44 143435[0:SpR:75587.0,127963.0] || -> subclass(intersection(intersection(u,symmetric_difference(v,cross_product(w,x))),y),complement(restrict(v,w,x)))*.
% 299.74/300.44 143448[0:SpR:75585.0,127963.0] || -> subclass(intersection(intersection(u,symmetric_difference(power_class(v),complement(w))),x),union(complement(power_class(v)),w))*.
% 299.74/300.44 144403[0:SpR:50817.0,28182.1] || equal(complement(successor(power_class(complement(power_class(universal_class))))),universal_class)** -> member(x__dfg,image(element_relation,power_class(universal_class))).
% 299.74/300.44 144404[0:SpR:50817.0,28303.1] || equal(complement(successor(power_class(complement(power_class(universal_class))))),universal_class)** -> member(omega,image(element_relation,power_class(universal_class))).
% 299.74/300.44 144406[0:SpR:50817.0,28414.1] || equal(complement(successor(power_class(complement(power_class(universal_class))))),universal_class)** -> member(null_class,image(element_relation,power_class(universal_class))).
% 299.74/300.44 144691[4:SpR:50818.0,28182.1] || equal(complement(successor(power_class(complement(power_class(null_class))))),universal_class)** -> member(x__dfg,image(element_relation,power_class(null_class))).
% 299.74/300.44 144692[4:SpR:50818.0,28303.1] || equal(complement(successor(power_class(complement(power_class(null_class))))),universal_class)** -> member(omega,image(element_relation,power_class(null_class))).
% 299.74/300.44 144694[4:SpR:50818.0,28414.1] || equal(complement(successor(power_class(complement(power_class(null_class))))),universal_class)** -> member(null_class,image(element_relation,power_class(null_class))).
% 299.74/300.44 145262[6:Rew:174.1,145250.1,31200.0,145250.1] || member(regular(complement(cross_product(u,v))),cross_product(u,v))* member(regular(null_class),universal_class) -> .
% 299.74/300.44 145264[6:MRR:145261.2,100068.0] || subclass(universal_class,cross_product(u,v)) member(regular(complement(restrict(w,u,v))),w)* -> .
% 299.74/300.44 145301[2:SpL:100001.0,96.0] || member(regular(domain_relation),compose_class(u)) -> equal(compose(u,first(regular(domain_relation))),second(regular(domain_relation)))**.
% 299.74/300.44 145399[2:MRR:145387.2,145338.0] || subclass(regular(domain_relation),u)* subclass(u,v)* -> member(apply(choice,regular(domain_relation)),v)*.
% 299.74/300.44 145715[0:SpR:104218.0,59078.0] || -> subclass(intersection(symmetric_difference(complement(u),union(v,w)),x),union(u,complement(union(v,w))))*.
% 299.74/300.44 145727[4:SpR:104218.0,59213.0] || -> subclass(union(null_class,symmetric_difference(complement(u),union(v,w))),union(u,complement(union(v,w))))*.
% 299.74/300.44 145751[0:SpR:104218.0,57711.0] || -> subclass(intersection(u,symmetric_difference(complement(v),union(w,x))),union(v,complement(union(w,x))))*.
% 299.74/300.44 145795[0:SpR:104218.0,75585.0] || -> equal(symmetric_difference(complement(power_class(u)),union(v,w)),symmetric_difference(power_class(u),complement(union(v,w))))**.
% 299.74/300.44 146088[4:Rew:108911.0,145698.0] || -> subclass(regular(complement(symmetric_difference(complement(u),union(v,w)))),union(u,complement(union(v,w))))*.
% 299.74/300.44 146132[0:Rew:145795.0,146131.0] || -> equal(symmetric_difference(power_class(u),complement(union(v,w))),symmetric_difference(power_class(u),complement(union(w,v))))*.
% 299.74/300.44 146635[0:SpR:103225.0,59447.0] || -> subclass(intersection(symmetric_difference(union(u,v),complement(w)),x),union(complement(union(u,v)),w))*.
% 299.74/300.44 146647[4:SpR:103225.0,60803.0] || -> subclass(union(null_class,symmetric_difference(union(u,v),complement(w))),union(complement(union(u,v)),w))*.
% 299.74/300.44 146671[0:SpR:103225.0,58246.0] || -> subclass(intersection(u,symmetric_difference(union(v,w),complement(x))),union(complement(union(v,w)),x))*.
% 299.74/300.44 146697[0:SpR:103225.0,48104.0] || -> equal(symmetric_difference(complement(union(u,v)),power_class(w)),symmetric_difference(union(u,v),complement(power_class(w))))**.
% 299.74/300.44 147007[4:Rew:108911.0,146618.0] || -> subclass(regular(complement(symmetric_difference(union(u,v),complement(w)))),union(complement(union(u,v)),w))*.
% 299.74/300.44 147056[4:Rew:146788.0,67076.0] || -> equal(symmetric_difference(union(null_class,complement(u)),power_class(v)),symmetric_difference(union(null_class,u),complement(power_class(v))))**.
% 299.74/300.44 147125[0:Rew:146789.0,146993.0] || -> equal(symmetric_difference(union(u,v),complement(power_class(w))),symmetric_difference(union(v,u),complement(power_class(w))))*.
% 299.74/300.44 147126[4:Rew:146786.0,147057.0] || -> equal(symmetric_difference(union(u,u),complement(power_class(v))),symmetric_difference(union(null_class,u),complement(power_class(v))))*.
% 299.74/300.44 148138[9:SoR:145280.0,7923.2] single_valued_class(first(regular(domain_relation))) || equal(first(regular(domain_relation)),null_class) -> member(null_class,regular(domain_relation))*.
% 299.74/300.44 148146[0:MRR:148144.1,736.1] || subclass(universal_class,cross_product(universal_class,universal_class)) -> member(ordered_pair(xf,ordered_pair(x__dfg,apply(xf,x__dfg))),application_function)*.
% 299.74/300.44 148159[9:SoR:147396.0,7923.2] single_valued_class(first(regular(domain_relation))) || member(null_class,domain_relation) equal(first(regular(domain_relation)),null_class)** -> .
% 299.74/300.44 148346[4:SpL:100002.0,96.0] || member(regular(composition_function),compose_class(u)) -> equal(compose(u,first(regular(composition_function))),second(regular(composition_function)))**.
% 299.74/300.44 148444[4:MRR:148432.2,148383.0] || subclass(regular(composition_function),u)* subclass(u,v)* -> member(apply(choice,regular(composition_function)),v)*.
% 299.74/300.44 150322[9:SoR:148325.0,7923.2] single_valued_class(first(regular(composition_function))) || equal(first(regular(composition_function)),null_class) -> member(null_class,regular(composition_function))*.
% 299.74/300.44 150561[9:SoR:149318.0,7923.2] single_valued_class(first(regular(composition_function))) || member(null_class,composition_function) equal(first(regular(composition_function)),null_class)** -> .
% 299.74/300.44 155612[4:SpR:150871.0,71286.1] || subclass(complement(compose(element_relation,universal_class)),union(element_relation,element_relation))* -> equal(complement(compose(element_relation,universal_class)),null_class).
% 299.74/300.44 156526[9:SpR:75747.1,151058.0] function(complement(compose(element_relation,universal_class))) || -> equal(intersection(element_relation,successor(complement(compose(element_relation,universal_class)))),null_class)**.
% 299.74/300.44 158493[4:MRR:158492.1,12451.1] || equal(null_class,u) member(v,union(u,w))* -> member(v,union(null_class,w))*.
% 299.74/300.44 158497[4:MRR:158496.1,12451.1] || equal(null_class,u) member(v,union(w,u))* -> member(v,union(null_class,w))*.
% 299.74/300.44 160282[4:SpR:83108.0,71286.1] || subclass(complement(compose(element_relation,universal_class)),intersection(u,element_relation))* -> equal(complement(compose(element_relation,universal_class)),null_class).
% 299.74/300.44 160619[4:SpR:83110.0,71286.1] || subclass(complement(compose(element_relation,universal_class)),intersection(element_relation,u))* -> equal(complement(compose(element_relation,universal_class)),null_class).
% 299.74/300.44 161883[2:MRR:161826.0,12451.1] || member(u,v) -> equal(regular(unordered_pair(v,u)),u)** equal(unordered_pair(v,u),null_class).
% 299.74/300.44 161920[6:MRR:33261.2,161907.0] || member(apply(choice,regular(compose(element_relation,universal_class))),element_relation)* -> equal(regular(compose(element_relation,universal_class)),null_class).
% 299.74/300.44 161921[6:MRR:35611.2,161907.0] || member(not_subclass_element(regular(compose(element_relation,universal_class)),u),element_relation)* -> subclass(regular(compose(element_relation,universal_class)),u).
% 299.74/300.44 162014[2:MRR:161961.0,12451.1] || member(u,v) -> equal(regular(unordered_pair(u,v)),u)** equal(unordered_pair(u,v),null_class).
% 299.74/300.44 162174[6:SpL:161913.0,96.0] || member(regular(element_relation),compose_class(u)) -> equal(compose(u,first(regular(element_relation))),second(regular(element_relation)))**.
% 299.74/300.44 162295[6:MRR:162283.2,162212.0] || subclass(regular(element_relation),u)* subclass(u,v)* -> member(apply(choice,regular(element_relation)),v)*.
% 299.74/300.44 164214[6:MRR:164184.0,138.0] || member(u,universal_class)* equal(successor(u),singleton(singleton(null_class)))* subclass(successor_relation,composition_function) -> .
% 299.74/300.44 164549[9:SoR:162153.0,7923.2] single_valued_class(first(regular(element_relation))) || equal(first(regular(element_relation)),null_class) -> member(null_class,regular(element_relation))*.
% 299.74/300.44 164561[9:SoR:163377.0,7923.2] single_valued_class(first(regular(element_relation))) || member(null_class,element_relation) equal(first(regular(element_relation)),null_class)** -> .
% 299.74/300.44 164955[4:SpR:71286.1,111291.0] || subclass(intersection(u,successor(null_class)),complement(singleton(null_class)))* -> subclass(intersection(u,successor(null_class)),null_class).
% 299.74/300.44 165790[4:SpR:71286.1,111736.0] || subclass(intersection(successor(null_class),u),complement(singleton(null_class)))* -> subclass(intersection(successor(null_class),u),null_class).
% 299.74/300.44 165863[4:SpR:71286.1,112327.0] || subclass(intersection(u,successor(null_class)),singleton(singleton(null_class)))* -> subclass(intersection(u,successor(null_class)),null_class).
% 299.74/300.44 165959[4:Res:13412.1,165930.0] || member(singleton(null_class),union(u,successor(null_class))) -> member(singleton(null_class),symmetric_difference(u,successor(null_class)))*.
% 299.74/300.44 166113[4:Res:13412.1,165938.0] || member(singleton(null_class),union(successor(null_class),u)) -> member(singleton(null_class),symmetric_difference(successor(null_class),u))*.
% 299.74/300.44 166967[4:MRR:166966.2,6869.0] || subclass(universal_class,union(null_class,complement(u))) member(unordered_pair(v,w),union(u,null_class))* -> .
% 299.74/300.44 166969[4:MRR:166968.2,6869.0] || subclass(universal_class,union(null_class,complement(u))) member(unordered_pair(v,w),union(u,u))* -> .
% 299.74/300.44 166971[4:MRR:166970.2,6869.0] || subclass(universal_class,union(null_class,complement(u))) member(unordered_pair(v,w),union(null_class,u))* -> .
% 299.74/300.44 167631[4:SpR:71286.1,112328.0] || subclass(intersection(successor(null_class),u),singleton(singleton(null_class)))* -> subclass(intersection(successor(null_class),u),null_class).
% 299.74/300.44 168032[4:SpR:71286.1,115592.0] || subclass(intersection(u,singleton(null_class)),complement(successor(null_class)))* -> subclass(intersection(u,singleton(null_class)),null_class).
% 299.74/300.44 169582[4:SpR:71286.1,115593.0] || subclass(intersection(singleton(null_class),u),complement(successor(null_class)))* -> subclass(intersection(singleton(null_class),u),null_class).
% 299.74/300.44 170498[6:Res:13412.1,170466.0] || member(null_class,union(u,complement(singleton(null_class)))) -> member(null_class,symmetric_difference(u,complement(singleton(null_class))))*.
% 299.74/300.44 170573[6:Res:13412.1,170477.0] || member(null_class,union(complement(singleton(null_class)),u)) -> member(null_class,symmetric_difference(complement(singleton(null_class)),u))*.
% 299.74/300.44 170982[6:MRR:170892.1,170892.2,55.0,49704.0] inductive(unordered_pair(u,v)) || -> equal(apply(choice,omega),v)* equal(apply(choice,omega),u)*.
% 299.74/300.44 171147[2:MRR:171141.0,101.0] || subclass(composition_function,intersection(u,v))* -> member(ordered_pair(null_class,ordered_pair(null_class,compose(null_class,null_class))),v)*.
% 299.74/300.44 171363[2:MRR:171357.0,101.0] || subclass(composition_function,intersection(u,v))* -> member(ordered_pair(null_class,ordered_pair(null_class,compose(null_class,null_class))),u)*.
% 299.74/300.44 828[0:Res:406.1,20.0] || subclass(universal_class,cross_product(u,v))* -> equal(ordered_pair(first(singleton(w)),second(singleton(w))),singleton(w))**.
% 299.74/300.44 1067[0:Res:429.1,49.1] || subclass(universal_class,cross_product(universal_class,universal_class))* equal(successor(u),v) -> member(ordered_pair(u,v),successor_relation)*.
% 299.74/300.44 5625[3:SpR:5622.1,106.0] single_valued_class(u) || -> equal(domain__dfg(xf,image(inverse(xf),singleton(single_valued1(u))),single_valued2(xf)),single_valued3(xf))**.
% 299.74/300.44 5628[3:SpR:5622.1,106.0] single_valued_class(u) || -> equal(domain__dfg(u,image(inverse(u),singleton(single_valued1(xf))),single_valued2(u)),single_valued3(u))**.
% 299.74/300.44 5634[3:SpR:5623.1,106.0] single_valued_class(u) || -> equal(domain__dfg(xf,image(inverse(xf),singleton(single_valued1(xf))),single_valued2(u)),single_valued3(xf))**.
% 299.74/300.44 5637[3:SpR:5623.1,106.0] single_valued_class(u) || -> equal(domain__dfg(u,image(inverse(u),singleton(single_valued1(u))),single_valued2(xf)),single_valued3(u))**.
% 299.74/300.44 5655[3:SpR:5652.1,106.0] function(u) || -> equal(domain__dfg(xf,image(inverse(xf),singleton(single_valued1(u))),single_valued2(xf)),single_valued3(xf))**.
% 299.74/300.44 5660[3:SpR:5652.1,106.0] function(u) || -> equal(domain__dfg(u,image(inverse(u),singleton(single_valued1(xf))),single_valued2(u)),single_valued3(u))**.
% 299.74/300.44 5665[3:SpR:5653.1,106.0] function(u) || -> equal(domain__dfg(xf,image(inverse(xf),singleton(single_valued1(xf))),single_valued2(u)),single_valued3(xf))**.
% 299.74/300.44 5670[3:SpR:5653.1,106.0] function(u) || -> equal(domain__dfg(u,image(inverse(u),singleton(single_valued1(u))),single_valued2(xf)),single_valued3(u))**.
% 299.74/300.44 8046[2:Res:7349.1,11.0] || subclass(domain_relation,unordered_pair(u,v))* -> equal(ordered_pair(null_class,null_class),v) equal(ordered_pair(null_class,null_class),u).
% 299.74/300.44 9355[0:SpR:569.0,7792.0] || -> subclass(symmetric_difference(union(u,v),union(complement(u),complement(v))),complement(symmetric_difference(complement(u),complement(v))))*.
% 299.74/300.44 11772[2:Res:7907.1,384.0] || equal(cross_product(cross_product(universal_class,universal_class),universal_class),null_class) -> equal(cross_product(cross_product(universal_class,universal_class),universal_class),flip(u))*.
% 299.74/300.44 11856[2:Res:7907.1,385.0] || equal(cross_product(cross_product(universal_class,universal_class),universal_class),null_class) -> equal(cross_product(cross_product(universal_class,universal_class),universal_class),rotate(u))*.
% 299.74/300.44 12087[0:SpL:565.0,470.0] || subclass(universal_class,symmetric_difference(u,cross_product(v,w))) -> member(singleton(x),complement(restrict(u,v,w)))*.
% 299.74/300.44 12255[0:SpL:566.0,470.0] || subclass(universal_class,symmetric_difference(cross_product(u,v),w)) -> member(singleton(x),complement(restrict(w,u,v)))*.
% 299.74/300.44 13519[4:Res:26.2,11234.1] || member(x__dfg,u) member(x__dfg,v) equal(complement(intersection(v,u)),cantor(xf))** -> .
% 299.74/300.44 13709[4:SpL:565.0,11235.0] || equal(symmetric_difference(u,cross_product(v,w)),cantor(xf)) -> member(x__dfg,complement(restrict(u,v,w)))*.
% 299.74/300.44 13710[4:SpL:566.0,11235.0] || equal(symmetric_difference(cross_product(u,v),w),cantor(xf)) -> member(x__dfg,complement(restrict(w,u,v)))*.
% 299.74/300.44 13765[2:SpL:7118.0,1000.1] || member(ordered_pair(u,v),compose(null_class,w))* subclass(range_of(null_class),x)* -> member(v,x)*.
% 299.74/300.44 13837[0:Res:11931.0,271.0] || -> subclass(u,complement(restrict(v,w,x))) member(not_subclass_element(u,complement(restrict(v,w,x))),v)*.
% 299.74/300.44 13844[0:Res:11931.0,574.0] || -> subclass(u,complement(symmetric_difference(v,w))) member(not_subclass_element(u,complement(symmetric_difference(v,w))),union(v,w))*.
% 299.74/300.44 13847[2:Res:11931.0,6873.0] || member(not_subclass_element(u,complement(regular(v))),v)* -> subclass(u,complement(regular(v))) equal(v,null_class).
% 299.74/300.44 16423[4:Res:11931.0,12471.0] || -> subclass(u,complement(sum_class(range_of(null_class)))) member(not_subclass_element(u,complement(sum_class(range_of(null_class)))),apply(null_class,v))*.
% 299.74/300.44 16425[4:Res:417.2,12471.0] || subclass(u,sum_class(range_of(null_class))) -> subclass(u,v) member(not_subclass_element(u,v),apply(null_class,w))*.
% 299.74/300.44 16481[4:Res:11931.0,12473.0] || -> subclass(u,complement(apply(null_class,v))) member(not_subclass_element(u,complement(apply(null_class,v))),sum_class(range_of(null_class)))*.
% 299.74/300.44 16483[4:Res:417.2,12473.0] || subclass(u,apply(null_class,v))* -> subclass(u,w) member(not_subclass_element(u,w),sum_class(range_of(null_class)))*.
% 299.74/300.44 16932[0:SpL:826.1,16891.0] || subclass(universal_class,complement(unordered_pair(u,not_subclass_element(cross_product(v,w),x))))* -> subclass(cross_product(v,w),x).
% 299.74/300.44 16943[0:SpL:826.1,16900.0] || subclass(universal_class,complement(unordered_pair(not_subclass_element(cross_product(u,v),w),x)))* -> subclass(cross_product(u,v),w).
% 299.74/300.44 16971[0:SpL:826.1,16936.0] || equal(complement(unordered_pair(u,not_subclass_element(cross_product(v,w),x))),universal_class)** -> subclass(cross_product(v,w),x).
% 299.74/300.44 16976[0:SpL:826.1,16947.0] || equal(complement(unordered_pair(not_subclass_element(cross_product(u,v),w),x)),universal_class)** -> subclass(cross_product(u,v),w).
% 299.74/300.44 19279[4:SpL:19172.0,39.0] || member(ordered_pair(singleton(singleton(null_class)),u),flip(v))* -> member(ordered_pair(ordered_pair(universal_class,null_class),u),v).
% 299.74/300.44 19280[4:SpL:19172.0,36.0] || member(ordered_pair(singleton(singleton(null_class)),u),rotate(v))* -> member(ordered_pair(ordered_pair(universal_class,u),null_class),v).
% 299.74/300.44 20296[4:Res:19302.1,11.0] || equal(unordered_pair(u,v),singleton(singleton(null_class)))** -> equal(singleton(null_class),v) equal(singleton(null_class),u).
% 299.74/300.44 23510[0:Res:431.1,4.0] || subclass(ordered_pair(u,v),w)* subclass(w,x)* -> member(unordered_pair(u,singleton(v)),x)*.
% 299.74/300.44 23513[4:Res:431.1,10130.1] || subclass(ordered_pair(u,v),complement(compose(element_relation,universal_class)))* member(unordered_pair(u,singleton(v)),element_relation) -> .
% 299.74/300.44 23524[0:Res:431.1,574.0] || subclass(ordered_pair(u,v),symmetric_difference(w,x)) -> member(unordered_pair(u,singleton(v)),union(w,x))*.
% 299.74/300.44 23535[4:Res:431.1,12471.0] || subclass(ordered_pair(u,v),sum_class(range_of(null_class))) -> member(unordered_pair(u,singleton(v)),apply(null_class,w))*.
% 299.74/300.44 23536[4:Res:431.1,12473.0] || subclass(ordered_pair(u,v),apply(null_class,w))* -> member(unordered_pair(u,singleton(v)),sum_class(range_of(null_class)))*.
% 299.74/300.44 23555[4:MRR:20255.0,23545.0] || -> equal(apply(choice,ordered_pair(universal_class,universal_class)),unordered_pair(universal_class,null_class))** equal(apply(choice,ordered_pair(universal_class,universal_class)),null_class).
% 299.74/300.44 23744[0:Res:415.2,6547.1] || subclass(u,intersection(v,w)) member(regular(u),symmetric_difference(v,w))* -> equal(u,null_class).
% 299.74/300.44 24857[0:Obv:24833.1] || subclass(intersection(u,singleton(v)),w)* -> equal(intersection(u,singleton(v)),null_class) member(v,w).
% 299.74/300.44 24972[4:Res:11931.0,12472.0] || -> subclass(u,complement(apply(null_class,v))) member(not_subclass_element(u,complement(apply(null_class,v))),apply(null_class,w))*.
% 299.74/300.44 24974[4:Res:417.2,12472.0] || subclass(u,apply(null_class,v))* -> subclass(u,w) member(not_subclass_element(u,w),apply(null_class,x))*.
% 299.74/300.44 24993[4:Res:431.1,12472.0] || subclass(ordered_pair(u,v),apply(null_class,w))* -> member(unordered_pair(u,singleton(v)),apply(null_class,x))*.
% 299.74/300.44 25012[0:Res:13341.2,6547.1] || subclass(universal_class,intersection(u,v)) member(regular(w),symmetric_difference(u,v))* -> equal(w,null_class).
% 299.74/300.44 25016[0:Res:13341.2,270.0] || subclass(universal_class,restrict(u,v,w))* -> equal(x,null_class) member(regular(x),cross_product(v,w))*.
% 299.74/300.44 25136[0:Obv:25103.1] || subclass(intersection(singleton(u),v),w)* -> equal(intersection(singleton(u),v),null_class) member(u,w).
% 299.74/300.44 25846[0:Res:6600.0,3480.0] || member(regular(restrict(complement(u),v,w)),u)* -> equal(restrict(complement(u),v,w),null_class).
% 299.74/300.44 26854[0:SpL:116.0,3481.0] || subclass(u,symmetric_difference(v,w)) -> equal(u,null_class) member(regular(u),complement(intersection(v,w)))*.
% 299.74/300.44 27479[4:Res:19302.1,6535.0] || equal(symmetric_difference(complement(u),complement(v)),singleton(singleton(null_class))) -> member(singleton(null_class),union(u,v))*.
% 299.74/300.44 28511[0:Res:6600.0,7880.0] || -> subclass(restrict(singleton(u),v,w),x) equal(not_subclass_element(restrict(singleton(u),v,w),x),u)**.
% 299.74/300.44 28958[4:Rew:28748.0,10466.1] || member(u,intersection(complement(v),union(null_class,w)))* member(u,union(v,complement(w))) -> .
% 299.74/300.44 28973[4:Rew:28748.0,10440.1] || member(u,intersection(union(null_class,v),complement(w)))* member(u,union(complement(v),w)) -> .
% 299.74/300.44 30816[4:Rew:29733.0,29151.1,28750.0,29151.1,29733.0,29151.0] || member(regular(union(null_class,complement(u))),union(null_class,u))* -> equal(union(null_class,complement(u)),null_class).
% 299.74/300.44 29411[4:Rew:28759.0,27351.0] || equal(union(null_class,regular(u)),universal_class) member(ordered_pair(null_class,null_class),u)* -> equal(u,null_class).
% 299.74/300.44 29412[5:Rew:28759.0,21750.0] || equal(union(null_class,regular(u)),universal_class) member(apply(null_class,v),u)* -> equal(u,null_class).
% 299.74/300.44 29413[5:Rew:28759.0,21558.0] || equal(union(null_class,regular(u)),universal_class) member(sum_class(range_of(null_class)),u)* -> equal(u,null_class).
% 299.74/300.44 29415[4:Rew:28759.0,16119.0] || equal(union(null_class,regular(u)),domain_relation) member(ordered_pair(null_class,null_class),u)* -> equal(u,null_class).
% 299.74/300.44 29445[4:Rew:28759.0,1004.0] || equal(union(null_class,unordered_pair(u,v)),universal_class)** -> equal(singleton(w),v)* equal(singleton(w),u)*.
% 299.74/300.44 29452[4:Rew:28759.0,27445.0] || equal(union(null_class,symmetric_difference(complement(u),complement(v))),universal_class)** -> member(singleton(w),union(u,v))*.
% 299.74/300.44 29473[4:Rew:28759.0,27334.0] || equal(union(null_class,restrict(u,v,w)),universal_class)** -> member(ordered_pair(null_class,null_class),cross_product(v,w))*.
% 299.74/300.44 29475[5:Rew:28759.0,21739.0] || equal(union(null_class,restrict(u,v,w)),universal_class)** -> member(apply(null_class,x),cross_product(v,w))*.
% 299.74/300.44 29477[5:Rew:28759.0,21547.0] || equal(union(null_class,restrict(u,v,w)),universal_class)** -> member(sum_class(range_of(null_class)),cross_product(v,w))*.
% 299.74/300.44 29481[4:Rew:28759.0,16107.0] || equal(union(null_class,restrict(u,v,w)),domain_relation)** -> member(ordered_pair(null_class,null_class),cross_product(v,w))*.
% 299.74/300.44 29487[4:Rew:28759.0,17198.1] || member(ordered_pair(u,v),symmetric_difference(w,x))* subclass(universal_class,union(null_class,intersection(w,x)))* -> .
% 299.74/300.44 29488[4:Rew:28759.0,16792.1] || member(unordered_pair(u,v),symmetric_difference(w,x))* subclass(universal_class,union(null_class,intersection(w,x)))* -> .
% 299.74/300.44 29491[5:Rew:28759.0,21699.1] || member(apply(null_class,u),symmetric_difference(v,w))* subclass(universal_class,union(null_class,intersection(v,w)))* -> .
% 299.74/300.44 29494[4:Rew:28759.0,27225.1] || member(ordered_pair(null_class,null_class),symmetric_difference(u,v))* equal(union(null_class,intersection(u,v)),universal_class) -> .
% 299.74/300.44 29495[5:Rew:28759.0,23736.0] || equal(union(null_class,intersection(u,v)),universal_class) member(sum_class(range_of(null_class)),symmetric_difference(u,v))* -> .
% 299.74/300.44 29496[5:Rew:28759.0,23731.0] || equal(union(null_class,intersection(u,v)),universal_class) member(apply(null_class,w),symmetric_difference(u,v))* -> .
% 299.74/300.44 30823[4:Rew:28759.0,29511.0] || -> subclass(union(null_class,intersection(u,v)),w) member(not_subclass_element(union(null_class,intersection(u,v)),w),u)*.
% 299.74/300.44 30824[4:Rew:28759.0,29512.0] || -> subclass(union(null_class,intersection(u,v)),w) member(not_subclass_element(union(null_class,intersection(u,v)),w),v)*.
% 299.74/300.44 29521[4:Rew:28759.0,14628.1] || member(ordered_pair(null_class,null_class),symmetric_difference(u,v)) subclass(domain_relation,union(null_class,intersection(u,v)))* -> .
% 299.74/300.44 29523[4:Rew:28759.0,23752.0] || equal(union(null_class,intersection(u,v)),domain_relation) member(ordered_pair(null_class,null_class),symmetric_difference(u,v))* -> .
% 299.74/300.44 29526[5:Rew:28759.0,21357.1] || member(sum_class(range_of(null_class)),symmetric_difference(u,v)) subclass(universal_class,union(null_class,intersection(u,v)))* -> .
% 299.74/300.44 30825[4:Rew:28759.0,29554.2] || subclass(u,v) -> subclass(union(null_class,u),w) member(not_subclass_element(union(null_class,u),w),v)*.
% 299.74/300.44 32989[4:SpL:28759.0,6315.1] || member(u,universal_class) subclass(universal_class,union(null_class,v))* member(sum_class(u),complement(v))* -> .
% 299.74/300.44 33107[4:SpL:28759.0,6374.1] || member(u,universal_class) subclass(universal_class,union(null_class,v))* member(power_class(u),complement(v))* -> .
% 299.74/300.44 35630[2:MRR:35600.0,12502.1] || -> member(not_subclass_element(regular(complement(u)),v),u)* subclass(regular(complement(u)),v) equal(complement(u),null_class).
% 299.74/300.44 35910[0:SpR:9310.0,9918.1] || member(u,universal_class) -> member(u,complement(symmetric_difference(v,w))) member(u,complement(intersection(v,w)))*.
% 299.74/300.44 36518[0:Rew:6562.1,36517.1] || member(u,v) member(u,w) -> subclass(intersection(x,singleton(u)),intersection(w,v))*.
% 299.74/300.44 36581[0:Rew:7754.1,36580.1] || member(u,v) member(u,w) -> subclass(intersection(singleton(u),x),intersection(w,v))*.
% 299.74/300.44 36614[4:SpR:29733.0,24029.0] || -> subclass(complement(successor(union(null_class,u))),intersection(union(null_class,complement(u)),complement(singleton(union(null_class,u)))))*.
% 299.74/300.44 36755[4:Rew:29733.0,36652.1] || -> member(not_subclass_element(u,union(null_class,complement(v))),union(null_class,v))* subclass(u,union(null_class,complement(v))).
% 299.74/300.44 36924[0:MRR:36899.0,12502.1] || subclass(u,complement(union(v,w)))* -> member(not_subclass_element(u,x),complement(v))* subclass(u,x).
% 299.74/300.44 36925[0:MRR:36898.0,12502.1] || subclass(u,complement(union(v,w)))* -> member(not_subclass_element(u,x),complement(w))* subclass(u,x).
% 299.74/300.44 37603[2:Res:31230.1,11.0] || equal(unordered_pair(u,v),domain_relation)** -> equal(ordered_pair(null_class,null_class),v) equal(ordered_pair(null_class,null_class),u).
% 299.74/300.44 38501[4:Res:11057.1,17395.0] || equal(cantor(regular(cross_product(singleton(x__dfg),universal_class))),cantor(xf))** -> equal(cross_product(singleton(x__dfg),universal_class),null_class).
% 299.74/300.44 38512[6:Res:32644.1,17395.0] || equal(cantor(regular(cross_product(singleton(null_class),universal_class))),successor(null_class))** -> equal(cross_product(singleton(null_class),universal_class),null_class).
% 299.74/300.44 38513[6:Res:32575.1,17395.0] || equal(cantor(regular(cross_product(singleton(null_class),universal_class))),singleton(null_class))** -> equal(cross_product(singleton(null_class),universal_class),null_class).
% 299.74/300.44 40126[9:Rew:39752.1,39985.2] function(u) || member(u,cantor(regular(cross_product(null_class,universal_class))))* -> equal(cross_product(null_class,universal_class),null_class).
% 299.74/300.44 40476[9:SpL:40368.1,17286.1] one_to_one(u) || member(inverse(u),cantor(v))* equal(restrict(v,null_class,universal_class),null_class) -> .
% 299.74/300.44 40697[9:SoR:39758.1,2767.2] function(u) single_valued_class(apply(u,v)) || equal(cross_product(universal_class,universal_class),apply(u,v))* -> .
% 299.74/300.44 40846[9:SoR:39762.0,2767.2] single_valued_class(not_subclass_element(u,v)) || equal(cross_product(universal_class,universal_class),not_subclass_element(u,v))* -> subclass(u,v).
% 299.74/300.44 40939[9:SoR:39761.0,2767.2] single_valued_class(range_of(u)) || member(inverse(u),universal_class)* equal(cross_product(universal_class,universal_class),range_of(u)) -> .
% 299.74/300.44 41042[4:Res:17312.2,40266.0] || member(u,universal_class) subclass(domain_relation,successor(null_class)) -> member(ordered_pair(u,cantor(u)),singleton(null_class))*.
% 299.74/300.44 41257[4:SpR:17356.0,17598.1] || member(u,universal_class) -> member(u,range_of(v)) equal(apply(inverse(v),u),sum_class(range_of(null_class)))**.
% 299.74/300.44 41281[4:Res:17598.1,17917.0] || member(u,universal_class) subclass(universal_class,complement(element_relation))* -> equal(sum_class(range_of(null_class)),apply(u,u))*.
% 299.74/300.44 41308[4:MRR:41264.0,12502.1] || -> equal(apply(u,not_subclass_element(complement(cantor(u)),v)),sum_class(range_of(null_class)))** subclass(complement(cantor(u)),v).
% 299.74/300.44 41538[4:SpR:36664.0,24029.0] || -> subclass(complement(successor(union(u,u))),intersection(union(null_class,complement(u)),complement(singleton(union(u,u)))))*.
% 299.74/300.44 41658[4:Rew:36664.0,41577.1] || -> member(not_subclass_element(u,union(null_class,complement(v))),union(v,v))* subclass(u,union(null_class,complement(v))).
% 299.74/300.44 41659[4:Rew:36664.0,41600.1] || member(regular(union(null_class,complement(u))),union(u,u))* -> equal(union(null_class,complement(u)),null_class).
% 299.74/300.44 41733[4:Res:17398.1,628.0] || subclass(domain_relation,rotate(singleton(u)))* -> equal(ordered_pair(ordered_pair(v,cantor(ordered_pair(w,v))),w),u)*.
% 299.74/300.44 41779[4:Res:17398.1,96.0] || subclass(domain_relation,rotate(compose_class(u))) -> equal(compose(u,ordered_pair(v,cantor(ordered_pair(w,v)))),w)**.
% 299.74/300.44 41782[4:Res:17398.1,17307.0] || subclass(domain_relation,rotate(application_function)) -> member(u,cantor(ordered_pair(v,cantor(ordered_pair(ordered_pair(u,w),v)))))*.
% 299.74/300.44 41789[4:Res:17398.1,39.0] || subclass(domain_relation,rotate(flip(u))) -> member(ordered_pair(ordered_pair(cantor(ordered_pair(v,w)),w),v),u)*.
% 299.74/300.44 41790[4:Res:17398.1,36.0] || subclass(domain_relation,rotate(rotate(u))) -> member(ordered_pair(ordered_pair(cantor(ordered_pair(v,w)),v),w),u)*.
% 299.74/300.44 41851[4:Res:17399.1,628.0] || subclass(domain_relation,flip(singleton(u)))* -> equal(ordered_pair(ordered_pair(v,w),cantor(ordered_pair(w,v))),u)*.
% 299.74/300.44 41897[4:Res:17399.1,96.0] || subclass(domain_relation,flip(compose_class(u))) -> equal(compose(u,ordered_pair(v,w)),cantor(ordered_pair(w,v)))**.
% 299.74/300.44 41901[4:Res:17399.1,39.0] || subclass(domain_relation,flip(flip(u))) -> member(ordered_pair(ordered_pair(v,w),cantor(ordered_pair(v,w))),u)*.
% 299.74/300.44 41902[4:Res:17399.1,36.0] || subclass(domain_relation,flip(rotate(u))) -> member(ordered_pair(ordered_pair(v,cantor(ordered_pair(v,w))),w),u)*.
% 299.74/300.44 41979[0:Res:3143.2,628.0] || subclass(u,singleton(v))* -> equal(intersection(w,u),null_class) equal(regular(intersection(w,u)),v)*.
% 299.74/300.44 43439[0:Res:3315.2,628.0] || subclass(u,singleton(v))* -> equal(intersection(u,w),null_class) equal(regular(intersection(u,w)),v)*.
% 299.74/300.44 45063[0:Res:65.1,3479.0] function(u) || subclass(cross_product(universal_class,universal_class),v)* -> equal(u,null_class) member(regular(u),v)*.
% 299.74/300.44 45582[0:Obv:45557.1] || subclass(singleton(u),symmetric_difference(v,w))* -> equal(singleton(u),null_class) member(u,union(v,w)).
% 299.74/300.44 45711[4:SpR:41644.0,407.2] || member(union(null_class,u),universal_class) subclass(universal_class,v) -> member(power_class(union(u,u)),v)*.
% 299.74/300.44 45734[4:SpR:41644.0,407.2] || member(union(u,u),universal_class)* subclass(universal_class,v) -> member(power_class(union(null_class,u)),v)*.
% 299.74/300.44 46122[0:Rew:58.0,46074.1,58.0,46074.0] || -> subclass(singleton(not_subclass_element(intersection(u,power_class(v)),w)),power_class(v))* subclass(intersection(u,power_class(v)),w).
% 299.74/300.44 46129[4:MRR:46128.0,12502.1] || -> member(not_subclass_element(intersection(u,union(null_class,v)),w),v)* subclass(intersection(u,union(null_class,v)),w).
% 299.74/300.44 46497[0:Rew:58.0,46440.1,58.0,46440.0] || -> subclass(singleton(not_subclass_element(intersection(power_class(u),v),w)),power_class(u))* subclass(intersection(power_class(u),v),w).
% 299.74/300.44 46505[4:MRR:46504.0,12502.1] || -> member(not_subclass_element(intersection(union(null_class,u),v),w),u)* subclass(intersection(union(null_class,u),v),w).
% 299.74/300.44 46818[0:Obv:46794.2] || equal(u,v) subclass(universal_class,w)* -> equal(unordered_pair(v,u),null_class)** member(v,w)*.
% 299.74/300.44 46909[6:Res:32644.1,6525.0] || equal(symmetric_difference(u,cross_product(v,w)),successor(null_class)) -> member(null_class,complement(restrict(u,v,w)))*.
% 299.74/300.44 46910[6:Res:32575.1,6525.0] || equal(symmetric_difference(u,cross_product(v,w)),singleton(null_class)) -> member(null_class,complement(restrict(u,v,w)))*.
% 299.74/300.44 47091[6:Res:32644.1,6526.0] || equal(symmetric_difference(cross_product(u,v),w),successor(null_class)) -> member(null_class,complement(restrict(w,u,v)))*.
% 299.74/300.44 47092[6:Res:32575.1,6526.0] || equal(symmetric_difference(cross_product(u,v),w),singleton(null_class)) -> member(null_class,complement(restrict(w,u,v)))*.
% 299.74/300.44 47685[0:Rew:58.0,47591.2] || member(u,universal_class) -> member(u,complement(intersection(power_class(v),power_class(w))))* member(u,power_class(w)).
% 299.74/300.44 47686[0:Rew:58.0,47592.2] || member(u,universal_class) -> member(u,complement(intersection(power_class(v),power_class(w))))* member(u,power_class(v)).
% 299.74/300.44 48007[0:Rew:47963.0,8292.0] || -> subclass(symmetric_difference(complement(u),union(v,complement(power_class(w)))),union(u,intersection(complement(v),power_class(w))))*.
% 299.74/300.44 48106[2:Rew:47963.0,39169.1] || equal(intersection(complement(u),power_class(v)),domain_relation) subclass(universal_class,union(u,complement(power_class(v))))* -> .
% 299.74/300.44 48108[2:Rew:47963.0,18834.1] || subclass(domain_relation,intersection(complement(u),power_class(v)))* subclass(universal_class,union(u,complement(power_class(v)))) -> .
% 299.74/300.44 48116[0:Rew:47963.0,8302.0] || -> subclass(symmetric_difference(union(u,complement(power_class(v))),complement(w)),union(intersection(complement(u),power_class(v)),w))*.
% 299.74/300.44 48124[2:Rew:47963.0,39204.1] || equal(intersection(complement(u),power_class(v)),domain_relation) subclass(domain_relation,union(u,complement(power_class(v))))* -> .
% 299.74/300.44 48125[2:Rew:47963.0,14709.1] || subclass(domain_relation,intersection(complement(u),power_class(v)))* subclass(domain_relation,union(u,complement(power_class(v)))) -> .
% 299.74/300.44 48128[2:Rew:47963.0,14946.1] || equal(intersection(complement(u),power_class(v)),domain_relation)** equal(union(u,complement(power_class(v))),domain_relation) -> .
% 299.74/300.44 48133[4:Rew:47963.0,20271.1] || -> member(singleton(null_class),intersection(complement(u),power_class(v)))* member(singleton(null_class),union(u,complement(power_class(v)))).
% 299.74/300.44 48196[0:Rew:47963.0,8293.0] || -> subclass(symmetric_difference(complement(u),union(complement(power_class(v)),w)),union(u,intersection(power_class(v),complement(w))))*.
% 299.74/300.44 48224[0:Rew:47963.0,33423.0] || member(regular(intersection(u,power_class(v))),complement(power_class(v)))* -> equal(intersection(u,power_class(v)),null_class).
% 299.74/300.44 48268[0:Rew:47963.0,38862.0] || subclass(universal_class,power_class(complement(power_class(u)))) member(ordered_pair(v,w),image(element_relation,power_class(u)))* -> .
% 299.74/300.44 48269[5:Rew:47963.0,38848.0] || subclass(universal_class,power_class(complement(power_class(u)))) member(sum_class(range_of(null_class)),image(element_relation,power_class(u)))* -> .
% 299.74/300.44 48270[0:Rew:47963.0,38841.0] || subclass(universal_class,power_class(complement(power_class(u)))) member(unordered_pair(v,w),image(element_relation,power_class(u)))* -> .
% 299.74/300.44 48271[5:Rew:47963.0,38839.0] || subclass(universal_class,power_class(complement(power_class(u)))) member(apply(null_class,v),image(element_relation,power_class(u)))* -> .
% 299.74/300.44 48284[4:Rew:47963.0,15766.1] || equal(image(element_relation,power_class(u)),cantor(xf))** equal(power_class(complement(power_class(u))),cantor(xf)) -> .
% 299.74/300.44 48286[2:Rew:47963.0,38864.0] || subclass(domain_relation,power_class(complement(power_class(u)))) member(ordered_pair(null_class,null_class),image(element_relation,power_class(u)))* -> .
% 299.74/300.44 48288[2:Rew:47963.0,38863.0] || equal(power_class(complement(power_class(u))),domain_relation) member(ordered_pair(null_class,null_class),image(element_relation,power_class(u)))* -> .
% 299.74/300.44 48338[2:Rew:47963.0,36325.0] || -> subclass(regular(image(element_relation,power_class(u))),power_class(complement(power_class(u))))* equal(image(element_relation,power_class(u)),null_class).
% 299.74/300.44 48394[2:Rew:47963.0,39171.1] || equal(intersection(power_class(u),complement(v)),domain_relation) subclass(universal_class,union(complement(power_class(u)),v))* -> .
% 299.74/300.44 48396[2:Rew:47963.0,18837.1] || subclass(domain_relation,intersection(power_class(u),complement(v)))* subclass(universal_class,union(complement(power_class(u)),v)) -> .
% 299.74/300.44 48404[0:Rew:47963.0,8303.0] || -> subclass(symmetric_difference(union(complement(power_class(u)),v),complement(w)),union(intersection(power_class(u),complement(v)),w))*.
% 299.74/300.44 48412[2:Rew:47963.0,39206.1] || equal(intersection(power_class(u),complement(v)),domain_relation) subclass(domain_relation,union(complement(power_class(u)),v))* -> .
% 299.74/300.44 48413[2:Rew:47963.0,14712.1] || subclass(domain_relation,intersection(power_class(u),complement(v)))* subclass(domain_relation,union(complement(power_class(u)),v)) -> .
% 299.74/300.44 48416[2:Rew:47963.0,14949.1] || equal(intersection(power_class(u),complement(v)),domain_relation)** equal(union(complement(power_class(u)),v),domain_relation) -> .
% 299.74/300.44 48421[4:Rew:47963.0,20274.1] || -> member(singleton(null_class),intersection(power_class(u),complement(v)))* member(singleton(null_class),union(complement(power_class(u)),v)).
% 299.74/300.44 48518[0:Rew:47963.0,33801.0] || member(regular(intersection(power_class(u),v)),complement(power_class(u)))* -> equal(intersection(power_class(u),v),null_class).
% 299.74/300.44 48831[0:Rew:47963.0,48253.0] || subclass(power_class(complement(power_class(u))),image(element_relation,power_class(u)))* -> equal(power_class(complement(power_class(u))),null_class).
% 299.74/300.44 50147[0:SpL:25457.1,47975.0] || equal(u,universal_class) member(regular(power_class(universal_class)),complement(power_class(universal_class)))* -> equal(power_class(u),null_class)**.
% 299.74/300.44 50148[0:SpL:25457.1,47975.0] || equal(u,universal_class) member(regular(power_class(u)),complement(power_class(u)))* -> equal(power_class(universal_class),null_class).
% 299.74/300.44 50246[2:Res:31230.1,47968.0] || equal(image(element_relation,power_class(u)),domain_relation) member(ordered_pair(null_class,null_class),power_class(complement(power_class(u))))* -> .
% 299.74/300.44 50247[2:Res:7349.1,47968.0] || subclass(domain_relation,image(element_relation,power_class(u))) member(ordered_pair(null_class,null_class),power_class(complement(power_class(u))))* -> .
% 299.74/300.44 50366[0:Rew:50323.0,13898.1] || subclass(power_class(universal_class),singleton(u))* -> member(u,complement(power_class(universal_class))) equal(power_class(universal_class),singleton(u)).
% 299.74/300.44 50499[0:Rew:50323.0,25791.1] || equal(u,universal_class) member(regular(power_class(u)),complement(power_class(universal_class)))* -> equal(power_class(universal_class),null_class).
% 299.74/300.44 50500[0:Rew:50323.0,25284.1] || equal(u,universal_class) member(regular(power_class(u)),complement(power_class(universal_class)))* -> equal(power_class(u),null_class).
% 299.74/300.44 50607[4:Rew:50325.0,13900.1] || subclass(power_class(null_class),singleton(u))* -> member(u,complement(power_class(null_class))) equal(power_class(null_class),singleton(u)).
% 299.74/300.44 51450[4:SpR:49204.0,25487.1] || equal(complement(power_class(complement(power_class(u)))),universal_class) -> equal(union(image(element_relation,power_class(u)),v),universal_class)**.
% 299.74/300.44 51540[4:Rew:48542.0,51505.1,28759.0,51505.1] || equal(complement(union(image(element_relation,power_class(u)),v)),universal_class)** -> member(null_class,power_class(complement(power_class(u)))).
% 299.74/300.44 51541[4:Rew:48542.0,51506.1,28759.0,51506.1] || equal(complement(union(image(element_relation,power_class(u)),v)),universal_class)** -> member(omega,power_class(complement(power_class(u)))).
% 299.74/300.44 51542[4:Rew:48542.0,51507.1,28759.0,51507.1] || equal(complement(union(image(element_relation,power_class(u)),v)),universal_class)** -> member(x__dfg,power_class(complement(power_class(u)))).
% 299.74/300.44 51667[4:SpR:49205.0,25494.1] || equal(complement(power_class(complement(power_class(u)))),universal_class) -> equal(union(v,image(element_relation,power_class(u))),universal_class)**.
% 299.74/300.44 51758[4:Rew:48542.0,51698.1,28759.0,51698.1] || equal(complement(union(u,image(element_relation,power_class(v)))),universal_class)** -> member(omega,power_class(complement(power_class(v)))).
% 299.74/300.44 51759[4:Rew:48542.0,51699.1,28759.0,51699.1] || equal(complement(union(u,image(element_relation,power_class(v)))),universal_class)** -> member(x__dfg,power_class(complement(power_class(v)))).
% 299.74/300.44 51858[4:Res:11057.1,47999.0] || equal(symmetric_difference(complement(u),power_class(v)),cantor(xf)) -> member(x__dfg,union(u,complement(power_class(v))))*.
% 299.74/300.44 51864[0:Res:406.1,47999.0] || subclass(universal_class,symmetric_difference(complement(u),power_class(v))) -> member(singleton(w),union(u,complement(power_class(v))))*.
% 299.74/300.44 51874[6:Res:32644.1,47999.0] || equal(symmetric_difference(complement(u),power_class(v)),successor(null_class)) -> member(null_class,union(u,complement(power_class(v))))*.
% 299.74/300.44 51875[6:Res:32575.1,47999.0] || equal(symmetric_difference(complement(u),power_class(v)),singleton(null_class)) -> member(null_class,union(u,complement(power_class(v))))*.
% 299.74/300.44 51973[4:Res:11057.1,48188.0] || equal(symmetric_difference(power_class(u),complement(v)),cantor(xf)) -> member(x__dfg,union(complement(power_class(u)),v))*.
% 299.74/300.44 51979[0:Res:406.1,48188.0] || subclass(universal_class,symmetric_difference(power_class(u),complement(v))) -> member(singleton(w),union(complement(power_class(u)),v))*.
% 299.74/300.44 51989[6:Res:32644.1,48188.0] || equal(symmetric_difference(power_class(u),complement(v)),successor(null_class)) -> member(null_class,union(complement(power_class(u)),v))*.
% 299.74/300.44 51990[6:Res:32575.1,48188.0] || equal(symmetric_difference(power_class(u),complement(v)),singleton(null_class)) -> member(null_class,union(complement(power_class(u)),v))*.
% 299.74/300.44 52214[0:SoR:9515.0,74.1] one_to_one(complement(u)) || member(v,universal_class) -> member(v,u)* member(v,cross_product(universal_class,universal_class))*.
% 299.74/300.44 52247[6:Res:49515.1,6525.0] || equal(complement(symmetric_difference(u,cross_product(v,w))),null_class) -> member(null_class,complement(restrict(u,v,w)))*.
% 299.74/300.44 52249[6:Res:49515.1,47999.0] || equal(complement(symmetric_difference(complement(u),power_class(v))),null_class) -> member(null_class,union(u,complement(power_class(v))))*.
% 299.74/300.44 52250[6:Res:49515.1,6526.0] || equal(complement(symmetric_difference(cross_product(u,v),w)),null_class) -> member(null_class,complement(restrict(w,u,v)))*.
% 299.74/300.44 52251[6:Res:49515.1,48188.0] || equal(complement(symmetric_difference(power_class(u),complement(v))),null_class) -> member(null_class,union(complement(power_class(u)),v))*.
% 299.74/300.44 52267[6:Res:49515.1,17395.0] || equal(complement(cantor(regular(cross_product(singleton(null_class),universal_class)))),null_class)** -> equal(cross_product(singleton(null_class),universal_class),null_class).
% 299.74/300.44 52300[4:Res:9.1,10201.0] || equal(complement(compose(element_relation,universal_class)),u) member(not_subclass_element(u,v),element_relation)* -> subclass(u,v).
% 299.74/300.44 52342[4:Rew:19172.0,52336.1] || member(singleton(singleton(singleton(singleton(singleton(null_class))))),application_function)* -> member(null_class,cantor(singleton(singleton(singleton(null_class))))).
% 299.74/300.44 52562[4:MRR:52538.2,12451.1] || member(cantor(u),v)* member(u,w)* subclass(domain_relation,complement(cross_product(w,v)))* -> .
% 299.74/300.44 52568[4:MRR:52567.0,308.0] || member(u,universal_class) subclass(domain_relation,union(null_class,v)) -> member(ordered_pair(u,cantor(u)),v)*.
% 299.74/300.44 52656[4:Res:17598.1,50055.1] || member(u,universal_class) equal(cantor(v),null_class) -> equal(sum_class(range_of(null_class)),apply(v,u))*.
% 299.74/300.44 52667[4:Res:1040.2,50055.1] || member(ordered_pair(u,v),cross_product(universal_class,universal_class))* subclass(composition_function,w)* equal(null_class,w) -> .
% 299.74/300.44 54332[0:Res:6257.1,6311.0] || subclass(universal_class,u) -> equal(singleton(image(v,singleton(w))),null_class)** member(apply(v,w),u)*.
% 299.74/300.44 54394[0:Res:6257.1,6314.0] || subclass(universal_class,u)* subclass(u,v)* -> equal(singleton(w),null_class) member(sum_class(w),v)*.
% 299.74/300.44 54406[0:Res:12497.1,6314.0] || subclass(universal_class,u)* subclass(u,v)* -> equal(w,null_class) member(sum_class(regular(w)),v)*.
% 299.74/300.44 54480[4:Rew:28750.0,54442.1] || member(u,universal_class) subclass(universal_class,union(null_class,v)) -> member(sum_class(u),union(v,v))*.
% 299.74/300.44 54558[0:Res:6257.1,6373.0] || subclass(universal_class,u)* subclass(u,v)* -> equal(singleton(w),null_class) member(power_class(w),v)*.
% 299.74/300.44 54570[0:Res:12497.1,6373.0] || subclass(universal_class,u)* subclass(u,v)* -> equal(w,null_class) member(power_class(regular(w)),v)*.
% 299.74/300.44 54941[4:Rew:28750.0,54903.1] || member(u,universal_class) subclass(universal_class,union(null_class,v)) -> member(power_class(u),union(v,v))*.
% 299.74/300.44 54995[2:Res:9.1,7729.0] || equal(regular(u),v) member(regular(v),u)* -> equal(v,null_class) equal(u,null_class).
% 299.74/300.44 55355[2:Obv:55353.1] || member(singleton(first(regular(cross_product(u,v)))),cross_product(u,v))* -> equal(cross_product(u,v),null_class).
% 299.74/300.44 55464[4:Res:9.1,17824.1] || equal(intersection(u,v),domain_relation)** member(w,universal_class) -> member(ordered_pair(w,cantor(w)),u)*.
% 299.74/300.44 55534[4:Res:9.1,17827.1] || equal(intersection(u,v),domain_relation)** member(w,universal_class) -> member(ordered_pair(w,cantor(w)),v)*.
% 299.74/300.44 55841[0:SpL:46.0,8686.2] || member(u,complement(singleton(v)))* member(u,complement(v)) member(u,successor(v)) -> .
% 299.74/300.44 55878[0:Res:611.1,8686.2] || equal(symmetric_difference(u,v),universal_class)** member(x__dfg,complement(v))* member(x__dfg,complement(u))* -> .
% 299.74/300.44 55883[0:Res:440.1,8686.2] || equal(union(u,v),universal_class)** member(x__dfg,complement(v))* member(x__dfg,complement(u))* -> .
% 299.74/300.44 55890[0:Res:435.1,8686.2] || equal(union(u,v),universal_class)** member(omega,complement(v))* member(omega,complement(u))* -> .
% 299.74/300.44 55900[0:Res:1052.1,8686.2] || equal(union(u,v),universal_class)** member(null_class,complement(v))* member(null_class,complement(u))* -> .
% 299.74/300.44 55925[0:Res:585.1,8686.2] || equal(symmetric_difference(u,v),universal_class)** member(omega,complement(v))* member(omega,complement(u))* -> .
% 299.74/300.44 55936[0:Res:1160.1,8686.2] || equal(symmetric_difference(u,v),universal_class)** member(null_class,complement(v))* member(null_class,complement(u))* -> .
% 299.74/300.44 56017[2:MRR:56016.1,23545.0] || equal(unordered_pair(u,singleton(v)),singleton(u)) -> equal(apply(choice,ordered_pair(u,v)),singleton(u))**.
% 299.74/300.44 56051[4:SpL:826.1,52606.0] || equal(union(null_class,singleton(not_subclass_element(cross_product(u,v),w))),universal_class)** -> subclass(cross_product(u,v),w).
% 299.74/300.44 56173[2:SpL:23551.0,16810.0] || subclass(universal_class,complement(singleton(regular(ordered_pair(u,v)))))* -> equal(regular(ordered_pair(u,v)),singleton(u)).
% 299.74/300.44 56174[2:SpL:23551.0,16827.0] || equal(complement(singleton(regular(ordered_pair(u,v)))),universal_class)** -> equal(regular(ordered_pair(u,v)),singleton(u)).
% 299.74/300.44 56179[4:SpL:23551.0,47009.0] || subclass(unordered_pair(regular(ordered_pair(u,v)),w),null_class)* -> equal(regular(ordered_pair(u,v)),singleton(u)).
% 299.74/300.44 56180[4:SpL:23551.0,50067.0] || equal(unordered_pair(regular(ordered_pair(u,v)),w),null_class)** -> equal(regular(ordered_pair(u,v)),singleton(u)).
% 299.74/300.44 56184[4:SpL:23551.0,13535.0] || equal(complement(regular(ordered_pair(x__dfg,u))),cantor(xf))** -> equal(regular(ordered_pair(x__dfg,u)),singleton(x__dfg)).
% 299.74/300.44 56211[4:SpL:23551.0,47003.0] || subclass(unordered_pair(u,regular(ordered_pair(v,w))),null_class)* -> equal(regular(ordered_pair(v,w)),singleton(v)).
% 299.74/300.44 56212[4:SpL:23551.0,50059.0] || equal(unordered_pair(u,regular(ordered_pair(v,w))),null_class)** -> equal(regular(ordered_pair(v,w)),singleton(v)).
% 299.74/300.44 56229[4:Rew:19166.0,56164.0] || -> equal(regular(ordered_pair(universal_class,u)),null_class) equal(unordered_pair(null_class,regular(ordered_pair(universal_class,u))),ordered_pair(universal_class,u))**.
% 299.74/300.44 56369[0:Res:9.1,6546.1] || equal(u,complement(intersection(v,w)))* member(x,symmetric_difference(v,w))* -> member(x,u)*.
% 299.74/300.44 56383[4:Rew:43664.0,56382.0] || member(u,union(complement(v),intersection(v,w)))* subclass(universal_class,x)* -> member(u,x)*.
% 299.74/300.44 56385[4:Rew:43830.0,56384.0] || member(u,union(complement(v),intersection(w,v)))* subclass(universal_class,x)* -> member(u,x)*.
% 299.74/300.44 56454[0:Res:9.1,7841.0] || equal(restrict(u,v,w),x)* -> equal(x,null_class) member(regular(x),cross_product(v,w))*.
% 299.74/300.44 56725[6:SpL:47967.0,55384.0] || equal(successor(union(u,complement(power_class(v)))),null_class) -> member(null_class,intersection(complement(u),power_class(v)))*.
% 299.74/300.44 56726[6:SpL:47973.0,55384.0] || equal(successor(union(complement(power_class(u)),v)),null_class) -> member(null_class,intersection(power_class(u),complement(v)))*.
% 299.74/300.44 56776[4:SpL:47967.0,55572.0] || equal(successor(union(u,complement(power_class(v)))),null_class) -> member(omega,intersection(complement(u),power_class(v)))*.
% 299.74/300.44 56777[4:SpL:47973.0,55572.0] || equal(successor(union(complement(power_class(u)),v)),null_class) -> member(omega,intersection(power_class(u),complement(v)))*.
% 299.74/300.44 56794[4:SpL:47967.0,55718.0] || equal(successor(union(u,complement(power_class(v)))),null_class) -> member(x__dfg,intersection(complement(u),power_class(v)))*.
% 299.74/300.44 56795[4:SpL:47973.0,55718.0] || equal(successor(union(complement(power_class(u)),v)),null_class) -> member(x__dfg,intersection(power_class(u),complement(v)))*.
% 299.74/300.44 56823[4:Obv:56811.1] || equal(singleton(u),null_class) -> equal(regular(unordered_pair(v,u)),v)** equal(unordered_pair(v,u),null_class).
% 299.74/300.44 56824[4:Obv:56810.1] || equal(singleton(u),null_class) -> equal(regular(unordered_pair(u,v)),v)** equal(unordered_pair(u,v),null_class).
% 299.74/300.44 57213[0:Obv:57148.2] || subclass(u,v) subclass(intersection(w,u),complement(v))* -> subclass(intersection(w,u),x)*.
% 299.74/300.44 57552[4:Res:26.2,46994.1] || member(singleton(u),v)* member(singleton(u),w)* subclass(intersection(w,v),null_class)* -> .
% 299.74/300.44 57767[0:Obv:57692.1] || subclass(intersection(u,intersection(v,w)),complement(v))* -> subclass(intersection(u,intersection(v,w)),x)*.
% 299.74/300.44 57910[0:Rew:32.0,57870.1] single_valued_class(intersection(u,intersection(cross_product(universal_class,universal_class),v))) || -> function(intersection(u,restrict(v,universal_class,universal_class)))*.
% 299.74/300.44 58302[0:Obv:58227.1] || subclass(intersection(u,intersection(v,w)),complement(w))* -> subclass(intersection(u,intersection(v,w)),x)*.
% 299.74/300.44 58446[0:Rew:31.0,58405.1] single_valued_class(intersection(u,intersection(v,cross_product(universal_class,universal_class)))) || -> function(intersection(u,restrict(v,universal_class,universal_class)))*.
% 299.74/300.44 58638[0:Obv:58573.2] || subclass(u,v) subclass(intersection(u,w),complement(v))* -> subclass(intersection(u,w),x)*.
% 299.74/300.44 58800[0:Res:57780.0,389.1] inductive(intersection(u,restrict(omega,v,w))) || -> equal(intersection(u,restrict(omega,v,w)),omega)**.
% 299.74/300.44 59137[0:Obv:59060.1] || subclass(intersection(intersection(u,v),w),complement(u))* -> subclass(intersection(intersection(u,v),w),x)*.
% 299.74/300.44 59283[0:Rew:32.0,59242.1] single_valued_class(intersection(intersection(cross_product(universal_class,universal_class),u),v)) || -> function(intersection(restrict(u,universal_class,universal_class),v))*.
% 299.74/300.44 59506[0:Obv:59429.1] || subclass(intersection(intersection(u,v),w),complement(v))* -> subclass(intersection(intersection(u,v),w),x)*.
% 299.74/300.44 59747[0:Res:95.0,7881.0] || subclass(cross_product(universal_class,universal_class),u) -> subclass(compose_class(v),w) member(not_subclass_element(compose_class(v),w),u)*.
% 299.74/300.44 59750[0:Res:108.0,7881.0] || subclass(cross_product(universal_class,cross_product(universal_class,universal_class)),u)* -> subclass(application_function,v) member(not_subclass_element(application_function,v),u)*.
% 299.74/300.44 59751[0:Res:98.0,7881.0] || subclass(cross_product(universal_class,cross_product(universal_class,universal_class)),u)* -> subclass(composition_function,v) member(not_subclass_element(composition_function,v),u)*.
% 299.74/300.44 59756[0:Res:9.1,7881.0] || equal(u,v)* subclass(u,w)* -> subclass(v,x) member(not_subclass_element(v,x),w)*.
% 299.74/300.44 59766[4:Res:31757.0,7881.0] || subclass(u,v) -> subclass(union(u,u),w) member(not_subclass_element(union(u,u),w),v)*.
% 299.74/300.44 59948[4:Rew:32.0,59907.1] single_valued_class(union(null_class,intersection(cross_product(universal_class,universal_class),u))) || -> function(union(null_class,restrict(u,universal_class,universal_class)))*.
% 299.74/300.44 59969[4:Res:59945.0,3479.0] || subclass(complement(u),v) -> equal(complement(successor(u)),null_class) member(regular(complement(successor(u))),v)*.
% 299.74/300.44 59977[4:Res:59945.0,10202.0] || member(regular(complement(successor(compose(element_relation,universal_class)))),element_relation)* -> equal(complement(successor(compose(element_relation,universal_class))),null_class).
% 299.74/300.44 60045[4:Res:59276.1,7881.0] || equal(u,universal_class) subclass(u,v)* -> subclass(w,x) member(not_subclass_element(w,x),v)*.
% 299.74/300.44 60311[4:Rew:28750.0,60262.0] || subclass(u,union(null_class,v)) -> subclass(u,w) member(not_subclass_element(u,w),union(v,v))*.
% 299.74/300.44 60328[0:Obv:60304.2] || subclass(u,symmetric_difference(v,w)) subclass(u,complement(union(v,w)))* -> subclass(u,x)*.
% 299.74/300.44 60874[0:Rew:31.0,60833.1] single_valued_class(intersection(intersection(u,cross_product(universal_class,universal_class)),v)) || -> function(intersection(restrict(u,universal_class,universal_class),v))*.
% 299.74/300.44 61002[4:Rew:31.0,60962.1] single_valued_class(union(null_class,intersection(u,cross_product(universal_class,universal_class)))) || -> function(union(null_class,restrict(u,universal_class,universal_class)))*.
% 299.74/300.44 61530[0:Obv:61522.1] || subclass(restrict(u,v,w),complement(cross_product(v,w)))* -> subclass(restrict(u,v,w),x)*.
% 299.74/300.44 61703[4:Res:61326.1,6525.0] || equal(complement(symmetric_difference(u,cross_product(v,w))),null_class) -> member(x__dfg,complement(restrict(u,v,w)))*.
% 299.74/300.44 61705[4:Res:61326.1,47999.0] || equal(complement(symmetric_difference(complement(u),power_class(v))),null_class) -> member(x__dfg,union(u,complement(power_class(v))))*.
% 299.74/300.44 61706[4:Res:61326.1,6526.0] || equal(complement(symmetric_difference(cross_product(u,v),w)),null_class) -> member(x__dfg,complement(restrict(w,u,v)))*.
% 299.74/300.44 61707[4:Res:61326.1,48188.0] || equal(complement(symmetric_difference(power_class(u),complement(v))),null_class) -> member(x__dfg,union(complement(power_class(u)),v))*.
% 299.74/300.44 61719[4:Res:61326.1,17395.0] || equal(complement(cantor(regular(cross_product(singleton(x__dfg),universal_class)))),null_class)** -> equal(cross_product(singleton(x__dfg),universal_class),null_class).
% 299.74/300.44 61758[4:Res:61327.1,6525.0] || equal(complement(symmetric_difference(u,cross_product(v,w))),null_class) -> member(omega,complement(restrict(u,v,w)))*.
% 299.74/300.44 61760[4:Res:61327.1,47999.0] || equal(complement(symmetric_difference(complement(u),power_class(v))),null_class) -> member(omega,union(u,complement(power_class(v))))*.
% 299.74/300.44 61761[4:Res:61327.1,6526.0] || equal(complement(symmetric_difference(cross_product(u,v),w)),null_class) -> member(omega,complement(restrict(w,u,v)))*.
% 299.74/300.44 61762[4:Res:61327.1,48188.0] || equal(complement(symmetric_difference(power_class(u),complement(v))),null_class) -> member(omega,union(complement(power_class(u)),v))*.
% 299.74/300.44 61774[4:Res:61327.1,17395.0] || equal(complement(cantor(regular(cross_product(singleton(omega),universal_class)))),null_class)** -> equal(cross_product(singleton(omega),universal_class),null_class).
% 299.74/300.44 62247[4:Res:60062.1,5028.1] || equal(complement(compose(u,inverse(u))),universal_class)** subclass(u,cross_product(universal_class,universal_class)) -> function(u).
% 299.74/300.44 62589[4:Res:59822.0,389.1] inductive(union(null_class,restrict(omega,u,v))) || -> equal(union(null_class,restrict(omega,u,v)),omega)**.
% 299.74/300.44 62691[0:SpR:48835.0,7792.0] || -> subclass(symmetric_difference(power_class(u),power_class(complement(power_class(v)))),union(complement(power_class(u)),image(element_relation,power_class(v))))*.
% 299.74/300.44 63027[0:Res:59150.0,389.1] inductive(intersection(restrict(omega,u,v),w)) || -> equal(intersection(restrict(omega,u,v),w),omega)**.
% 299.74/300.44 63149[0:SpR:48838.0,7792.0] || -> subclass(symmetric_difference(power_class(complement(power_class(u))),power_class(v)),union(image(element_relation,power_class(u)),complement(power_class(v))))*.
% 299.74/300.44 63673[0:Res:313.0,14306.0] || -> equal(ordered_pair(first(ordered_pair(singleton(u),x__dfg)),second(ordered_pair(singleton(u),x__dfg))),ordered_pair(singleton(u),x__dfg))**.
% 299.74/300.44 64043[0:Res:313.0,14382.0] || -> equal(ordered_pair(first(ordered_pair(singleton(u),omega)),second(ordered_pair(singleton(u),omega))),ordered_pair(singleton(u),omega))**.
% 299.74/300.44 64177[4:SpL:23551.0,63904.0] || equal(successor(singleton(regular(ordered_pair(u,v)))),null_class)** -> equal(regular(ordered_pair(u,v)),singleton(u)).
% 299.74/300.44 64295[0:Res:50.1,6171.1] inductive(power_class(intersection(complement(u),complement(v)))) || member(null_class,image(element_relation,union(u,v)))* -> .
% 299.74/300.44 64352[4:Rew:50992.0,64273.0] || equal(image(element_relation,union(u,v)),null_class) member(x__dfg,image(element_relation,union(u,v)))* -> .
% 299.74/300.44 64354[4:Rew:50992.0,64282.0] || equal(image(element_relation,union(u,v)),null_class) member(omega,image(element_relation,union(u,v)))* -> .
% 299.74/300.44 64355[6:Rew:50992.0,64291.0] || equal(image(element_relation,union(u,v)),null_class) member(null_class,image(element_relation,union(u,v)))* -> .
% 299.74/300.44 64388[4:SpL:826.1,61404.0] || equal(union(null_class,singleton(not_subclass_element(cross_product(u,v),w))),null_class)** -> subclass(cross_product(u,v),w).
% 299.74/300.44 64476[2:Obv:64447.1] || subclass(intersection(regular(u),v),u)* -> equal(intersection(regular(u),v),null_class) equal(u,null_class).
% 299.74/300.44 64664[4:SpR:63899.1,47967.0] || equal(successor(intersection(complement(u),power_class(v))),null_class)** -> equal(union(u,complement(power_class(v))),universal_class).
% 299.74/300.44 64672[4:SpR:63899.1,47973.0] || equal(successor(intersection(power_class(u),complement(v))),null_class)** -> equal(union(complement(power_class(u)),v),universal_class).
% 299.74/300.44 65052[4:Rew:10134.0,64698.1] || equal(successor(power_class(complement(power_class(u)))),null_class) -> equal(union(image(element_relation,power_class(u)),v),universal_class)**.
% 299.74/300.44 65053[4:Rew:10133.0,64699.1] || equal(successor(power_class(complement(power_class(u)))),null_class) -> equal(union(v,image(element_relation,power_class(u))),universal_class)**.
% 299.74/300.44 65054[4:Rew:28748.0,64750.1] || equal(successor(u),null_class) member(v,complement(w)) member(v,union(u,w))* -> .
% 299.74/300.44 65156[2:Obv:65128.1] || subclass(intersection(u,regular(v)),v)* -> equal(intersection(u,regular(v)),null_class) equal(v,null_class).
% 299.74/300.44 65361[4:Res:64963.1,5028.1] || equal(successor(compose(u,inverse(u))),null_class)** subclass(u,cross_product(universal_class,universal_class)) -> function(u).
% 299.74/300.44 65707[4:SpL:826.1,65388.0] || equal(successor(complement(singleton(not_subclass_element(cross_product(u,v),w)))),null_class)** -> subclass(cross_product(u,v),w).
% 299.74/300.44 66756[4:SpL:19166.0,17401.1] || member(universal_class,cantor(cross_product(u,v))) equal(restrict(cross_product(null_class,universal_class),u,v),null_class)** -> .
% 299.74/300.44 66965[4:SpL:23551.0,66669.0] || subclass(universal_class,regular(singleton(regular(ordered_pair(u,v)))))* -> equal(regular(ordered_pair(u,v)),singleton(u)).
% 299.74/300.44 67211[4:SpL:23551.0,66976.0] || equal(regular(singleton(regular(ordered_pair(u,v)))),universal_class)** -> equal(regular(ordered_pair(u,v)),singleton(u)).
% 299.74/300.44 67425[4:Rew:64996.1,67424.1] || equal(successor(power_class(u)),null_class) -> equal(symmetric_difference(power_class(u),complement(v)),union(null_class,complement(v)))**.
% 299.74/300.44 67460[4:SpL:826.1,67004.0] || equal(complement(regular(singleton(not_subclass_element(cross_product(u,v),w)))),null_class)** -> subclass(cross_product(u,v),w).
% 299.74/300.44 67725[0:Res:935.2,945.1] || member(u,v)* member(singleton(u),w)* equal(complement(cross_product(w,v)),universal_class)** -> .
% 299.74/300.44 67785[4:SpL:47967.0,57575.0] || subclass(union(u,complement(power_class(v))),null_class) -> member(singleton(w),intersection(complement(u),power_class(v)))*.
% 299.74/300.44 67786[4:SpL:47973.0,57575.0] || subclass(union(complement(power_class(u)),v),null_class) -> member(singleton(w),intersection(power_class(u),complement(v)))*.
% 299.74/300.44 68121[4:SpL:826.1,63912.0] || equal(successor(unordered_pair(u,not_subclass_element(cross_product(v,w),x))),null_class)** -> subclass(cross_product(v,w),x).
% 299.74/300.44 68138[4:SpL:826.1,63917.0] || equal(successor(unordered_pair(not_subclass_element(cross_product(u,v),w),x)),null_class)** -> subclass(cross_product(u,v),w).
% 299.74/300.44 68316[2:Obv:68220.1] || equal(u,v) -> equal(intersection(v,unordered_pair(v,u)),null_class)** equal(unordered_pair(v,u),null_class).
% 299.74/300.44 68369[0:Res:12468.3,48.0] || member(u,universal_class)* member(v,u)* subclass(element_relation,successor_relation)* -> equal(successor(v),u).
% 299.74/300.44 68395[4:Res:12468.3,17301.0] || member(u,universal_class)* member(v,u)* subclass(element_relation,domain_relation)* -> equal(cantor(v),u).
% 299.74/300.44 68397[4:Res:12468.3,50055.1] || member(u,universal_class)* member(v,u)* subclass(element_relation,w)* equal(null_class,w) -> .
% 299.74/300.44 68406[4:MRR:68382.0,138.0] || member(u,singleton(singleton(singleton(v))))* subclass(element_relation,application_function) -> member(singleton(v),cantor(u)).
% 299.74/300.44 68910[4:SpL:826.1,66665.0] || subclass(universal_class,regular(unordered_pair(u,not_subclass_element(cross_product(v,w),x))))* -> subclass(cross_product(v,w),x).
% 299.74/300.44 68996[4:SpL:826.1,67472.0] || subclass(universal_class,regular(unordered_pair(not_subclass_element(cross_product(u,v),w),x)))* -> subclass(cross_product(u,v),w).
% 299.74/300.44 69134[4:SpL:826.1,68921.0] || equal(regular(unordered_pair(u,not_subclass_element(cross_product(v,w),x))),universal_class)** -> subclass(cross_product(v,w),x).
% 299.74/300.44 69146[4:SpL:826.1,69008.0] || equal(regular(unordered_pair(not_subclass_element(cross_product(u,v),w),x)),universal_class)** -> subclass(cross_product(u,v),w).
% 299.74/300.44 69423[4:Res:17312.2,69345.0] || member(u,universal_class) subclass(domain_relation,cantor(complement(cross_product(singleton(ordered_pair(u,cantor(u))),universal_class))))* -> .
% 299.74/300.44 70031[0:SpR:47967.0,43541.0] || -> equal(intersection(union(u,complement(power_class(v))),restrict(intersection(complement(u),power_class(v)),w,x)),null_class)**.
% 299.74/300.44 70032[0:SpR:47973.0,43541.0] || -> equal(intersection(union(complement(power_class(u)),v),restrict(intersection(power_class(u),complement(v)),w,x)),null_class)**.
% 299.74/300.44 70121[0:Rew:43541.0,70085.1] || member(not_subclass_element(restrict(u,v,w),null_class),complement(u))* -> subclass(restrict(u,v,w),null_class).
% 299.74/300.44 70266[0:Res:50.1,6527.0] inductive(symmetric_difference(complement(intersection(u,v)),union(u,v))) || -> member(null_class,complement(symmetric_difference(u,v)))*.
% 299.74/300.44 70969[4:SpR:49204.0,60885.0] || -> subclass(union(null_class,symmetric_difference(complement(power_class(complement(power_class(u)))),v)),union(image(element_relation,power_class(u)),v))*.
% 299.74/300.44 70989[4:SpR:49205.0,60885.0] || -> subclass(union(null_class,symmetric_difference(u,complement(power_class(complement(power_class(v)))))),union(u,image(element_relation,power_class(v))))*.
% 299.74/300.44 71384[4:MRR:71354.3,50094.0] || member(not_subclass_element(u,v),element_relation)* subclass(u,regular(compose(element_relation,universal_class)))* -> subclass(u,v).
% 299.74/300.44 71482[4:SpR:19166.0,8230.0] || -> equal(second(not_subclass_element(restrict(cross_product(null_class,u),v,w),null_class)),range__dfg(cross_product(v,w),universal_class,u))**.
% 299.74/300.44 71566[4:SpR:71468.1,106.0] || equal(single_valued1(u),universal_class) -> equal(domain__dfg(u,image(inverse(u),null_class),single_valued2(u)),single_valued3(u))**.
% 299.74/300.44 71643[4:SpL:71468.1,17286.1] || equal(u,universal_class) member(u,cantor(v))* equal(restrict(v,null_class,universal_class),null_class)** -> .
% 299.74/300.44 71950[4:SpR:19166.0,8231.0] || -> equal(first(not_subclass_element(restrict(cross_product(u,null_class),v,w),null_class)),domain__dfg(cross_product(v,w),u,universal_class))**.
% 299.74/300.44 72154[2:MRR:72096.0,6257.1] || -> member(image(element_relation,power_class(u)),power_class(complement(power_class(u))))* equal(singleton(image(element_relation,power_class(u))),null_class).
% 299.74/300.44 72951[4:Rew:33549.0,72855.2] || subclass(u,union(v,v))* member(not_subclass_element(u,null_class),complement(v))* -> subclass(u,null_class).
% 299.74/300.44 72952[4:Rew:33560.0,72854.2] || subclass(u,union(null_class,v)) member(not_subclass_element(u,null_class),complement(v))* -> subclass(u,null_class).
% 299.74/300.44 72953[4:Rew:35210.0,72847.2] || subclass(u,complement(singleton(null_class))) member(not_subclass_element(u,null_class),successor(null_class))* -> subclass(u,null_class).
% 299.74/300.44 72954[0:Rew:43993.0,72845.2] || subclass(u,complement(v)) member(not_subclass_element(u,null_class),intersection(v,w))* -> subclass(u,null_class).
% 299.74/300.44 72955[4:Rew:35214.0,72844.2] || subclass(u,complement(v)) member(not_subclass_element(u,null_class),union(v,v))* -> subclass(u,null_class).
% 299.74/300.44 72956[4:Rew:33865.0,72843.2] || subclass(u,complement(v)) member(not_subclass_element(u,null_class),union(null_class,v))* -> subclass(u,null_class).
% 299.74/300.44 72957[0:Rew:44530.0,72841.2] || subclass(u,complement(v)) member(not_subclass_element(u,null_class),intersection(w,v))* -> subclass(u,null_class).
% 299.74/300.44 72959[4:Rew:34628.0,72833.2] || subclass(u,successor(null_class)) member(not_subclass_element(u,null_class),complement(singleton(null_class)))* -> subclass(u,null_class).
% 299.74/300.44 72960[4:Rew:10129.0,72832.2] || subclass(u,element_relation) member(not_subclass_element(u,null_class),complement(compose(element_relation,universal_class)))* -> subclass(u,null_class).
% 299.74/300.44 72961[0:Rew:43164.0,72828.2] || subclass(u,intersection(v,w))* member(not_subclass_element(u,null_class),complement(w))* -> subclass(u,null_class).
% 299.74/300.44 72962[0:Rew:42566.0,72827.2] || subclass(u,intersection(v,w))* member(not_subclass_element(u,null_class),complement(v))* -> subclass(u,null_class).
% 299.74/300.44 72990[0:Obv:72908.1] || subclass(symmetric_difference(u,v),w) -> subclass(symmetric_difference(u,v),intersection(complement(intersection(u,v)),w))*.
% 299.74/300.44 72992[0:Rew:32.0,72991.1] || subclass(restrict(u,v,w),x) -> subclass(restrict(u,v,w),restrict(x,v,w))*.
% 299.74/300.44 73242[4:Rew:10129.0,73034.1] || member(not_subclass_element(intersection(u,element_relation),null_class),complement(compose(element_relation,universal_class)))* -> subclass(intersection(u,element_relation),null_class).
% 299.74/300.44 73557[4:Rew:10129.0,73352.1] || member(not_subclass_element(intersection(element_relation,u),null_class),complement(compose(element_relation,universal_class)))* -> subclass(intersection(element_relation,u),null_class).
% 299.74/300.44 73881[4:Rew:73795.0,29627.1] || member(u,intersection(union(v,null_class),complement(w)))* member(u,union(complement(v),w)) -> .
% 299.74/300.44 73886[4:Rew:73795.0,72975.0] || subclass(u,complement(v)) member(not_subclass_element(u,null_class),union(v,null_class))* -> subclass(u,null_class).
% 299.74/300.44 73892[4:Rew:73795.0,32991.2] || member(u,universal_class) subclass(universal_class,union(v,null_class))* member(sum_class(u),complement(v))* -> .
% 299.74/300.44 73893[4:Rew:73795.0,33109.2] || member(u,universal_class) subclass(universal_class,union(v,null_class))* member(power_class(u),complement(v))* -> .
% 299.74/300.44 73931[4:Rew:73795.0,72978.1] || subclass(u,union(v,null_class)) member(not_subclass_element(u,null_class),complement(v))* -> subclass(u,null_class).
% 299.74/300.44 74041[4:Rew:73795.0,29598.1] || member(u,intersection(complement(v),union(w,null_class)))* member(u,union(v,complement(w))) -> .
% 299.74/300.44 74047[4:Rew:73795.0,65055.1] || equal(successor(u),null_class) member(v,complement(w)) member(v,union(w,u))* -> .
% 299.74/300.44 75971[4:Rew:28759.0,74438.1] || equal(successor(u),null_class) member(v,union(null_class,w))* -> member(v,union(u,w))*.
% 299.74/300.44 74771[4:Rew:74517.0,67176.1] || equal(successor(power_class(u)),null_class) -> equal(symmetric_difference(complement(v),power_class(u)),union(null_class,complement(v)))**.
% 299.74/300.44 75025[4:Rew:75021.0,64848.1] || equal(successor(u),null_class) member(v,union(null_class,w))* -> member(v,union(w,u))*.
% 299.74/300.44 75038[4:Rew:75021.0,37406.0] || subclass(u,union(null_class,v)) -> subclass(u,w) member(not_subclass_element(u,w),union(v,null_class))*.
% 299.74/300.44 75040[4:Rew:75021.0,34529.1] || member(u,universal_class) subclass(universal_class,union(null_class,v)) -> member(power_class(u),union(v,null_class))*.
% 299.74/300.44 75041[4:Rew:75021.0,34122.1] || member(u,universal_class) subclass(universal_class,union(null_class,v)) -> member(sum_class(u),union(v,null_class))*.
% 299.74/300.44 77368[5:Res:75463.0,6373.0] || subclass(universal_class,u)* subclass(u,v)* -> member(power_class(regular(complement(sum_class(range_of(null_class))))),v)*.
% 299.74/300.44 77369[5:Res:75463.0,6314.0] || subclass(universal_class,u)* subclass(u,v)* -> member(sum_class(regular(complement(sum_class(range_of(null_class))))),v)*.
% 299.74/300.44 77604[4:Rew:77602.0,77292.0] || member(u,union(element_relation,complement(compose(element_relation,universal_class))))* subclass(universal_class,v)* -> member(u,v)*.
% 299.74/300.44 77698[5:Res:75461.0,6373.0] || subclass(universal_class,u)* subclass(u,v)* -> member(power_class(regular(complement(apply(null_class,w)))),v)*.
% 299.74/300.44 77699[5:Res:75461.0,6314.0] || subclass(universal_class,u)* subclass(u,v)* -> member(sum_class(regular(complement(apply(null_class,w)))),v)*.
% 299.74/300.44 77948[4:Rew:28751.0,77810.1] || member(u,universal_class) subclass(universal_class,union(v,null_class)) -> member(sum_class(u),union(null_class,v))*.
% 299.74/300.44 77949[4:Rew:28751.0,77811.1] || member(u,universal_class) subclass(universal_class,union(v,null_class)) -> member(power_class(u),union(null_class,v))*.
% 299.74/300.44 77950[4:Rew:28751.0,77812.0] || subclass(u,union(v,null_class)) -> subclass(u,w) member(not_subclass_element(u,w),union(null_class,v))*.
% 299.74/300.44 78012[4:Res:77739.0,7881.0] || subclass(u,v) -> subclass(union(u,null_class),w) member(not_subclass_element(union(u,null_class),w),v)*.
% 299.74/300.44 78825[4:Rew:28751.0,78593.1] || member(u,universal_class) subclass(universal_class,union(v,null_class)) -> member(sum_class(u),union(v,v))*.
% 299.74/300.44 78826[4:Rew:28751.0,78594.1] || member(u,universal_class) subclass(universal_class,union(v,null_class)) -> member(power_class(u),union(v,v))*.
% 299.74/300.44 78827[4:Rew:28751.0,78595.0] || subclass(u,union(v,null_class)) -> subclass(u,w) member(not_subclass_element(u,w),union(v,v))*.
% 299.74/300.44 79314[9:Res:77998.1,3479.0] function(u) || subclass(u,v) -> equal(successor(u),null_class) member(regular(successor(u)),v)*.
% 299.74/300.44 79328[9:Res:77998.1,3480.0] function(complement(u)) || member(regular(successor(complement(u))),u)* -> equal(successor(complement(u)),null_class).
% 299.74/300.44 79343[9:Res:77998.1,905.1] function(cross_product(universal_class,universal_class)) single_valued_class(successor(cross_product(universal_class,universal_class))) || -> function(successor(cross_product(universal_class,universal_class)))*.
% 299.74/300.44 79694[0:SpR:75578.0,7758.1] || -> subclass(intersection(intersection(u,v),w),x) member(not_subclass_element(intersection(intersection(v,u),w),x),u)*.
% 299.74/300.44 79695[0:SpR:75578.0,7759.1] || -> subclass(intersection(intersection(u,v),w),x) member(not_subclass_element(intersection(intersection(v,u),w),x),v)*.
% 299.74/300.44 79711[0:SpR:75578.0,6565.1] || -> subclass(intersection(u,intersection(v,w)),x) member(not_subclass_element(intersection(intersection(v,w),u),x),v)*.
% 299.74/300.44 79712[0:SpR:75578.0,6566.1] || -> subclass(intersection(u,intersection(v,w)),x) member(not_subclass_element(intersection(intersection(v,w),u),x),w)*.
% 299.74/300.44 79721[0:SpR:75578.0,13412.1] || member(u,union(v,w)) -> member(u,intersection(w,v))* member(u,symmetric_difference(v,w)).
% 299.74/300.44 79725[0:SpR:75578.0,6565.1] || -> subclass(intersection(u,intersection(v,w)),x) member(not_subclass_element(intersection(u,intersection(w,v)),x),v)*.
% 299.74/300.44 79726[0:SpR:75578.0,6566.1] || -> subclass(intersection(u,intersection(v,w)),x) member(not_subclass_element(intersection(u,intersection(w,v)),x),w)*.
% 299.74/300.44 79731[0:SpR:75578.0,7755.2] || subclass(u,v) -> subclass(intersection(u,w),x) member(not_subclass_element(intersection(w,u),x),v)*.
% 299.74/300.44 79734[0:SpR:75578.0,7758.1] || -> subclass(intersection(intersection(u,v),w),x) member(not_subclass_element(intersection(w,intersection(u,v)),x),u)*.
% 299.74/300.44 79735[0:SpR:75578.0,7759.1] || -> subclass(intersection(intersection(u,v),w),x) member(not_subclass_element(intersection(w,intersection(u,v)),x),v)*.
% 299.74/300.44 79760[0:SpR:75578.0,6563.2] || subclass(u,v) -> subclass(intersection(w,u),x) member(not_subclass_element(intersection(u,w),x),v)*.
% 299.74/300.44 79912[0:SpL:75578.0,6546.1] || member(u,symmetric_difference(v,w))* subclass(complement(intersection(w,v)),x)* -> member(u,x)*.
% 299.74/300.44 79931[0:SpL:75578.0,47998.0] || member(u,intersection(power_class(v),complement(w)))* member(u,union(w,complement(power_class(v)))) -> .
% 299.74/300.44 79941[0:SpL:75578.0,48187.0] || member(u,intersection(complement(v),power_class(w)))* member(u,union(complement(power_class(w)),v)) -> .
% 299.74/300.44 80205[4:Rew:80146.0,43665.0] || -> equal(intersection(union(null_class,symmetric_difference(u,v)),symmetric_difference(union(u,v),complement(intersection(u,v)))),null_class)**.
% 299.74/300.44 80213[0:Rew:80146.0,58863.0] || -> subclass(restrict(symmetric_difference(union(u,v),complement(intersection(u,v))),w,x),complement(symmetric_difference(u,v)))*.
% 299.74/300.44 80349[0:SpR:80005.0,6323.2] || member(u,universal_class) subclass(universal_class,symmetric_difference(v,w)) -> member(sum_class(u),union(w,v))*.
% 299.74/300.44 80350[0:SpR:80005.0,6382.2] || member(u,universal_class) subclass(universal_class,symmetric_difference(v,w)) -> member(power_class(u),union(w,v))*.
% 299.74/300.44 80351[0:SpR:80005.0,7893.2] || subclass(u,symmetric_difference(v,w)) -> subclass(u,x) member(not_subclass_element(u,x),union(w,v))*.
% 299.74/300.44 82002[0:Res:50.1,77406.0] inductive(symmetric_difference(union(u,v),complement(intersection(u,v)))) || -> member(null_class,complement(symmetric_difference(u,v)))*.
% 299.74/300.44 82341[0:SpR:48835.0,79675.0] || -> subclass(symmetric_difference(power_class(complement(power_class(u))),power_class(v)),union(complement(power_class(v)),image(element_relation,power_class(u))))*.
% 299.74/300.44 82342[0:SpR:48838.0,79675.0] || -> subclass(symmetric_difference(power_class(u),power_class(complement(power_class(v)))),union(image(element_relation,power_class(v)),complement(power_class(u))))*.
% 299.74/300.44 82677[4:SpR:75151.0,11931.0] || -> member(not_subclass_element(u,complement(sum_class(range_of(null_class)))),apply(null_class,v))* subclass(u,complement(apply(null_class,v))).
% 299.74/300.44 82744[4:SpR:75151.0,11931.0] || -> member(not_subclass_element(u,complement(apply(null_class,v))),sum_class(range_of(null_class)))* subclass(u,complement(sum_class(range_of(null_class)))).
% 299.74/300.44 83569[4:Obv:83554.1] || equal(complement(u),null_class) -> equal(regular(unordered_pair(v,u)),v)** equal(unordered_pair(v,u),null_class).
% 299.74/300.44 83570[4:Obv:83553.1] || equal(complement(u),null_class) -> equal(regular(unordered_pair(u,v)),v)** equal(unordered_pair(u,v),null_class).
% 299.74/300.44 83658[4:Obv:83646.1] || equal(power_class(u),universal_class) -> equal(regular(unordered_pair(v,u)),v)** equal(unordered_pair(v,u),null_class).
% 299.74/300.44 83659[4:Obv:83645.1] || equal(power_class(u),universal_class) -> equal(regular(unordered_pair(u,v)),v)** equal(unordered_pair(u,v),null_class).
% 299.74/300.44 83682[4:Obv:83671.1] || equal(sum_class(u),universal_class) -> equal(regular(unordered_pair(v,u)),v)** equal(unordered_pair(v,u),null_class).
% 299.74/300.44 83683[4:Obv:83670.1] || equal(sum_class(u),universal_class) -> equal(regular(unordered_pair(u,v)),v)** equal(unordered_pair(u,v),null_class).
% 299.74/300.44 83723[4:SpR:74143.0,24029.0] || -> subclass(complement(successor(union(u,null_class))),intersection(union(null_class,complement(u)),complement(singleton(union(u,null_class)))))*.
% 299.74/300.44 83882[4:Rew:74143.0,83763.1] || -> member(not_subclass_element(u,union(null_class,complement(v))),union(v,null_class))* subclass(u,union(null_class,complement(v))).
% 299.74/300.44 83886[4:Rew:74143.0,83794.1] || member(regular(union(null_class,complement(u))),union(u,null_class))* -> equal(union(null_class,complement(u)),null_class).
% 299.74/300.44 84071[4:SpR:75150.0,11931.0] || -> member(not_subclass_element(u,complement(apply(null_class,v))),apply(null_class,w))* subclass(u,complement(apply(null_class,w))).
% 299.74/300.44 84547[4:SpR:78724.0,407.2] || member(union(null_class,u),universal_class) subclass(universal_class,v) -> member(power_class(union(u,null_class)),v)*.
% 299.74/300.44 84579[4:SpR:78724.0,407.2] || member(union(u,null_class),universal_class) subclass(universal_class,v) -> member(power_class(union(null_class,u)),v)*.
% 299.74/300.44 84899[4:Rew:28748.0,84838.2,47746.1,84838.2,28748.0,84838.1] || equal(null_class,u) member(regular(complement(v)),union(u,v))* -> equal(complement(v),null_class).
% 299.74/300.44 84902[4:Rew:28748.0,84816.2,75578.0,84816.2,47746.1,84816.2,28748.0,84816.1,75578.0,84816.1] || equal(null_class,u) member(regular(complement(v)),union(v,u))* -> equal(complement(v),null_class).
% 299.74/300.44 85021[0:MRR:84995.1,68.2] function(u) || member(v,universal_class) subclass(universal_class,complement(unordered_pair(image(u,v),w)))* -> .
% 299.74/300.44 85022[0:MRR:84991.1,68.2] function(u) || member(v,universal_class) subclass(universal_class,complement(unordered_pair(w,image(u,v))))* -> .
% 299.74/300.44 85099[0:MRR:85071.0,12507.2] || member(u,universal_class) subclass(u,complement(unordered_pair(apply(choice,u),v)))* -> equal(u,null_class).
% 299.74/300.44 85100[0:MRR:85067.0,12507.2] || member(u,universal_class) subclass(u,complement(unordered_pair(v,apply(choice,u))))* -> equal(u,null_class).
% 299.74/300.44 85101[0:Obv:85085.4] || subclass(u,v) member(u,universal_class) subclass(u,complement(v))* -> equal(u,null_class).
% 299.74/300.44 85204[4:Res:13677.2,46994.1] || member(u,universal_class) equal(compose(v,singleton(u)),u)** subclass(compose_class(v),null_class) -> .
% 299.74/300.44 85213[4:Res:13677.2,50055.1] || member(u,universal_class) equal(compose(v,singleton(u)),u)** equal(compose_class(v),null_class) -> .
% 299.74/300.44 85518[4:Obv:85500.1] || equal(cantor(u),universal_class) -> equal(regular(unordered_pair(v,u)),v)** equal(unordered_pair(v,u),null_class).
% 299.74/300.44 85519[4:Obv:85499.1] || equal(cantor(u),universal_class) -> equal(regular(unordered_pair(u,v)),v)** equal(unordered_pair(u,v),null_class).
% 299.74/300.44 85704[4:SSi:85698.0,72.0] || equal(u,universal_class) -> equal(unordered_pair(u,v),null_class) equal(apply(choice,unordered_pair(u,v)),v)**.
% 299.74/300.44 85705[4:SSi:85700.0,72.0] || equal(u,universal_class) -> equal(unordered_pair(v,u),null_class) equal(apply(choice,unordered_pair(v,u)),v)**.
% 299.74/300.44 85842[4:Rew:28759.0,85789.1,28759.0,85789.0] || member(union(null_class,compose(element_relation,universal_class)),element_relation)* -> equal(singleton(union(null_class,compose(element_relation,universal_class))),null_class).
% 299.74/300.44 85843[2:Rew:47972.0,85762.1] || -> member(power_class(complement(power_class(u))),image(element_relation,power_class(u)))* equal(singleton(power_class(complement(power_class(u)))),null_class).
% 299.74/300.44 86695[4:SpL:77752.0,17824.1] || member(u,universal_class) subclass(domain_relation,union(v,null_class)) -> member(ordered_pair(u,cantor(u)),v)*.
% 299.74/300.44 86744[4:Rew:77752.0,86573.0] || -> subclass(intersection(union(u,null_class),v),w) member(not_subclass_element(intersection(union(u,null_class),v),w),u)*.
% 299.74/300.44 86745[4:Rew:77752.0,86586.0] || -> subclass(intersection(u,union(v,null_class)),w) member(not_subclass_element(intersection(u,union(v,null_class)),w),v)*.
% 299.74/300.44 86783[4:SpR:77754.0,407.2] || member(union(u,null_class),universal_class) subclass(universal_class,v) -> member(power_class(union(u,u)),v)*.
% 299.74/300.44 86817[4:SpR:77754.0,407.2] || member(union(u,u),universal_class)* subclass(universal_class,v) -> member(power_class(union(u,null_class)),v)*.
% 299.74/300.44 87340[4:Obv:87324.1] || equal(u,universal_class) -> equal(not_subclass_element(unordered_pair(v,u),w),v)** subclass(unordered_pair(v,u),w).
% 299.74/300.44 87341[4:Obv:87322.1] || equal(u,universal_class) -> equal(not_subclass_element(unordered_pair(u,v),w),v)** subclass(unordered_pair(u,v),w).
% 299.74/300.44 87347[4:SpL:23551.0,72139.0] || subclass(ordered_pair(u,v),regular(ordered_pair(u,v)))* -> equal(regular(ordered_pair(u,v)),singleton(u)).
% 299.74/300.44 87425[4:Res:138.0,17826.0] || subclass(domain_relation,u)* subclass(u,v)* -> member(ordered_pair(singleton(w),cantor(singleton(w))),v)*.
% 299.74/300.44 87979[4:Res:18386.2,50055.1] || member(u,universal_class) equal(compose(v,u),cantor(u))** equal(compose_class(v),null_class) -> .
% 299.74/300.44 88011[9:Res:79114.1,10.0] function(u) || subclass(u,intersection(successor(u),v))* -> equal(intersection(successor(u),v),u).
% 299.74/300.44 88066[9:Res:79218.1,10.0] function(u) || subclass(u,intersection(v,successor(u)))* -> equal(intersection(v,successor(u)),u).
% 299.74/300.44 88154[0:SpR:80128.0,11931.0] || -> member(not_subclass_element(u,complement(symmetric_difference(v,w))),symmetric_difference(w,v))* subclass(u,complement(symmetric_difference(w,v))).
% 299.74/300.44 88246[0:SpL:80128.0,174.0] || member(regular(complement(symmetric_difference(u,v))),symmetric_difference(v,u))* -> equal(complement(symmetric_difference(v,u)),null_class).
% 299.74/300.44 88475[0:SpR:47967.0,80315.0] || -> subclass(symmetric_difference(complement(u),union(v,complement(power_class(w)))),union(intersection(complement(v),power_class(w)),u))*.
% 299.74/300.44 88476[0:SpR:47973.0,80315.0] || -> subclass(symmetric_difference(complement(u),union(complement(power_class(v)),w)),union(intersection(power_class(v),complement(w)),u))*.
% 299.74/300.44 88499[0:SpR:47967.0,80315.0] || -> subclass(symmetric_difference(union(u,complement(power_class(v))),complement(w)),union(w,intersection(complement(u),power_class(v))))*.
% 299.74/300.44 88500[0:SpR:47973.0,80315.0] || -> subclass(symmetric_difference(union(complement(power_class(u)),v),complement(w)),union(w,intersection(power_class(u),complement(v))))*.
% 299.74/300.44 88583[4:SpR:49204.0,80327.0] || -> subclass(union(null_class,symmetric_difference(u,complement(power_class(complement(power_class(v)))))),union(image(element_relation,power_class(v)),u))*.
% 299.74/300.44 88597[4:SpR:49205.0,80327.0] || -> subclass(union(null_class,symmetric_difference(complement(power_class(complement(power_class(u)))),v)),union(v,image(element_relation,power_class(u))))*.
% 299.74/300.44 88981[4:MRR:88926.0,138.0] || subclass(intersection(complement(u),power_class(v)),null_class) -> member(singleton(w),union(u,complement(power_class(v))))*.
% 299.74/300.44 89253[4:SpL:23551.0,87357.0] || equal(regular(ordered_pair(u,v)),ordered_pair(u,v))** -> equal(regular(ordered_pair(u,v)),singleton(u)).
% 299.74/300.44 89400[4:MRR:89344.0,138.0] || subclass(intersection(power_class(u),complement(v)),null_class) -> member(singleton(w),union(complement(power_class(u)),v))*.
% 299.74/300.44 90752[4:SpL:42086.0,17824.1] || member(u,universal_class) subclass(domain_relation,union(v,v))* -> member(ordered_pair(u,cantor(u)),v)*.
% 299.74/300.44 90805[4:Rew:42086.0,90613.0] || -> subclass(intersection(union(u,u),v),w) member(not_subclass_element(intersection(union(u,u),v),w),u)*.
% 299.74/300.44 90806[4:Rew:42086.0,90626.0] || -> subclass(intersection(u,union(v,v)),w) member(not_subclass_element(intersection(u,union(v,v)),w),v)*.
% 299.74/300.44 90951[4:Res:90947.1,3479.0] || equal(complement(u),null_class) subclass(u,v)* -> equal(w,null_class) member(regular(w),v)*.
% 299.74/300.44 91180[4:Res:90947.1,1000.1] || equal(complement(u),null_class) member(ordered_pair(v,w),compose(x,y))* -> member(w,u)*.
% 299.74/300.44 91249[4:Rew:29.0,90976.0] || equal(union(u,v),null_class) member(regular(w),union(u,v))* -> equal(w,null_class).
% 299.74/300.44 91880[0:SpR:49204.0,58323.0] || -> subclass(intersection(u,symmetric_difference(complement(power_class(complement(power_class(v)))),w)),union(image(element_relation,power_class(v)),w))*.
% 299.74/300.44 91894[0:SpR:49205.0,58323.0] || -> subclass(intersection(u,symmetric_difference(v,complement(power_class(complement(power_class(w)))))),union(v,image(element_relation,power_class(w))))*.
% 299.74/300.44 92601[4:Res:92197.1,3478.0] || subclass(u,singleton(v))* -> equal(union(null_class,u),null_class) equal(regular(union(null_class,u)),v)*.
% 299.74/300.44 92671[4:Res:92198.1,3478.0] || subclass(u,singleton(v))* -> equal(union(u,null_class),null_class) equal(regular(union(u,null_class)),v)*.
% 299.74/300.44 92709[0:SpR:49204.0,60748.0] || -> subclass(intersection(symmetric_difference(complement(power_class(complement(power_class(u)))),v),w),union(image(element_relation,power_class(u)),v))*.
% 299.74/300.44 92723[0:SpR:49205.0,60748.0] || -> subclass(intersection(symmetric_difference(u,complement(power_class(complement(power_class(v))))),w),union(u,image(element_relation,power_class(v))))*.
% 299.74/300.44 92810[0:SpR:71286.1,3413.1] || subclass(u,v) -> equal(symmetric_difference(v,u),null_class) member(regular(symmetric_difference(v,u)),complement(u))*.
% 299.74/300.44 93284[4:Rew:28748.0,93184.2,47746.1,93184.2,28748.0,93184.1] || equal(null_class,u) -> member(not_subclass_element(v,complement(w)),union(u,w))* subclass(v,complement(w)).
% 299.74/300.44 93287[4:Rew:28748.0,93160.2,75578.0,93160.2,47746.1,93160.2,28748.0,93160.1,75578.0,93160.1] || equal(null_class,u) -> member(not_subclass_element(v,complement(w)),union(w,u))* subclass(v,complement(w)).
% 299.74/300.44 95481[4:Rew:28759.0,95443.1,28759.0,95443.0] || member(regular(complement(successor(union(null_class,u)))),u)* -> equal(complement(successor(union(null_class,u))),null_class).
% 299.74/300.44 95454[4:Res:95322.0,7880.0] || -> subclass(complement(successor(complement(singleton(u)))),v) equal(not_subclass_element(complement(successor(complement(singleton(u)))),v),u)**.
% 299.74/300.44 95531[4:Res:95463.0,7880.0] || -> subclass(complement(successor(complement(successor(null_class)))),u) equal(not_subclass_element(complement(successor(complement(successor(null_class)))),u),null_class)**.
% 299.74/300.44 95723[4:Obv:95694.0] || subclass(domain_relation,u) member(v,universal_class)* subclass(domain_relation,regular(u))* -> equal(u,null_class).
% 299.74/300.44 95728[4:MRR:95727.3,52671.2] || member(cantor(u),v)* member(u,w)* subclass(domain_relation,regular(cross_product(w,v)))* -> .
% 299.74/300.44 95803[4:Res:95477.0,389.1] inductive(complement(successor(union(null_class,complement(omega))))) || -> equal(complement(successor(union(null_class,complement(omega)))),omega)**.
% 299.74/300.44 95914[4:Res:95588.0,3480.0] || member(regular(complement(successor(union(u,null_class)))),u)* -> equal(complement(successor(union(u,null_class))),null_class).
% 299.74/300.44 96015[4:Res:95600.0,3480.0] || member(regular(complement(successor(union(u,u)))),u)* -> equal(complement(successor(union(u,u))),null_class).
% 299.74/300.44 96305[4:SpL:47967.0,95426.0] || equal(successor(union(u,complement(power_class(v)))),null_class) -> subclass(universal_class,intersection(complement(u),power_class(v)))*.
% 299.74/300.44 96306[4:SpL:47973.0,95426.0] || equal(successor(union(complement(power_class(u)),v)),null_class) -> subclass(universal_class,intersection(power_class(u),complement(v)))*.
% 299.74/300.44 99929[0:Res:65.1,3486.0] function(u) || -> equal(u,null_class) equal(ordered_pair(first(regular(u)),second(regular(u))),regular(u))**.
% 299.74/300.44 100180[0:SpR:31362.0,7971.2] || member(u,universal_class) -> member(u,image(element_relation,union(v,v)))* member(u,power_class(complement(v))).
% 299.74/300.44 100477[4:MRR:100413.1,736.1] || subclass(universal_class,cross_product(singleton(u),universal_class))* member(singleton(v),w)* -> member(u,cantor(w))*.
% 299.74/300.44 100483[4:MRR:100437.0,100437.2,736.1,736.1] || subclass(universal_class,cross_product(singleton(u),universal_class))* member(power_class(v),w)* -> member(u,cantor(w))*.
% 299.74/300.44 100484[4:MRR:100436.0,100436.2,736.1,736.1] || subclass(universal_class,cross_product(singleton(u),universal_class))* member(sum_class(v),w)* -> member(u,cantor(w))*.
% 299.74/300.44 100935[0:SpL:31362.0,8658.1] || member(u,intersection(complement(v),union(w,w)))* member(u,union(v,complement(w))) -> .
% 299.74/300.44 101644[0:SpL:31362.0,8668.1] || member(u,intersection(union(v,v),complement(w)))* member(u,union(complement(v),w)) -> .
% 299.74/300.44 102164[4:Obv:102134.1] || subclass(unordered_pair(u,v),v)* -> member(u,unordered_pair(u,v))* subclass(unordered_pair(u,v),w)*.
% 299.74/300.44 102165[4:Obv:102132.1] || subclass(unordered_pair(u,v),u)* -> member(v,unordered_pair(u,v))* subclass(unordered_pair(u,v),w)*.
% 299.74/300.44 102461[0:Rew:102293.0,80526.0] || member(not_subclass_element(union(u,v),w),complement(union(v,u)))* -> subclass(union(v,u),w).
% 299.74/300.44 102462[0:Rew:102293.0,79928.0] || member(not_subclass_element(union(u,v),w),complement(union(v,u)))* -> subclass(union(u,v),w).
% 299.74/300.44 102534[0:Rew:102293.0,79930.1] || member(u,image(element_relation,union(v,w)))* member(u,power_class(complement(union(w,v)))) -> .
% 299.74/300.44 102845[6:Rew:102293.0,32621.1] || -> member(null_class,intersection(complement(u),union(v,w)))* member(null_class,union(u,complement(union(v,w)))).
% 299.74/300.44 102847[4:Rew:102293.0,29060.0] || -> equal(union(null_class,intersection(complement(u),union(v,w))),complement(union(u,complement(union(v,w)))))**.
% 299.74/300.44 102867[4:Rew:102293.0,65056.1] || equal(successor(u),null_class) -> equal(union(u,complement(union(v,w))),complement(union(v,w)))**.
% 299.74/300.44 102904[0:Rew:102293.0,8290.0] || -> subclass(symmetric_difference(complement(u),power_class(complement(union(v,w)))),union(u,image(element_relation,union(v,w))))*.
% 299.74/300.44 102906[0:Rew:102293.0,88471.0] || -> subclass(symmetric_difference(complement(u),power_class(complement(union(v,w)))),union(image(element_relation,union(v,w)),u))*.
% 299.74/300.44 103055[4:Rew:102293.0,29001.0] || -> equal(complement(intersection(union(null_class,u),union(v,w))),union(complement(u),complement(union(v,w))))**.
% 299.74/300.44 103056[4:Rew:102293.0,74233.0] || -> equal(complement(intersection(union(u,null_class),union(v,w))),union(complement(u),complement(union(v,w))))**.
% 299.74/300.44 103184[6:Rew:102293.0,32623.1] || -> member(null_class,intersection(union(u,v),complement(w)))* member(null_class,union(complement(union(u,v)),w)).
% 299.74/300.44 103186[4:Rew:102293.0,29045.0] || -> equal(union(null_class,intersection(union(u,v),complement(w))),complement(union(complement(union(u,v)),w)))**.
% 299.74/300.44 103252[4:Rew:102293.0,64617.1] || equal(successor(image(element_relation,union(u,v))),null_class)** -> equal(power_class(complement(union(u,v))),universal_class).
% 299.74/300.44 103262[2:Rew:102293.0,39166.1] || equal(image(element_relation,union(u,v)),domain_relation) subclass(universal_class,power_class(complement(union(u,v))))* -> .
% 299.74/300.44 103263[2:Rew:102293.0,18831.1] || subclass(domain_relation,image(element_relation,union(u,v)))* subclass(universal_class,power_class(complement(union(u,v)))) -> .
% 299.74/300.44 103277[0:Rew:102293.0,8300.0] || -> subclass(symmetric_difference(power_class(complement(union(u,v))),complement(w)),union(image(element_relation,union(u,v)),w))*.
% 299.74/300.44 103279[0:Rew:102293.0,88495.0] || -> subclass(symmetric_difference(power_class(complement(union(u,v))),complement(w)),union(w,image(element_relation,union(u,v))))*.
% 299.74/300.44 103287[2:Rew:102293.0,39201.1] || equal(image(element_relation,union(u,v)),domain_relation) subclass(domain_relation,power_class(complement(union(u,v))))* -> .
% 299.74/300.44 103288[2:Rew:102293.0,14706.1] || subclass(domain_relation,image(element_relation,union(u,v)))* subclass(domain_relation,power_class(complement(union(u,v)))) -> .
% 299.74/300.44 103290[2:Rew:102293.0,14943.1] || equal(image(element_relation,union(u,v)),domain_relation)** equal(power_class(complement(union(u,v))),domain_relation) -> .
% 299.74/300.44 103291[4:Rew:102293.0,20268.1] || -> member(singleton(null_class),image(element_relation,union(u,v)))* member(singleton(null_class),power_class(complement(union(u,v)))).
% 299.74/300.44 103327[4:Rew:102293.0,96301.0] || equal(successor(power_class(complement(union(u,v)))),null_class) -> subclass(universal_class,image(element_relation,union(u,v)))*.
% 299.74/300.44 103328[4:Rew:102293.0,56790.0] || equal(successor(power_class(complement(union(u,v)))),null_class) -> member(x__dfg,image(element_relation,union(u,v)))*.
% 299.74/300.44 103329[4:Rew:102293.0,56772.0] || equal(successor(power_class(complement(union(u,v)))),null_class) -> member(omega,image(element_relation,union(u,v)))*.
% 299.74/300.44 103330[6:Rew:102293.0,56721.0] || equal(successor(power_class(complement(union(u,v)))),null_class) -> member(null_class,image(element_relation,union(u,v)))*.
% 299.74/300.44 103343[4:Rew:102293.0,67781.0] || subclass(power_class(complement(union(u,v))),null_class) -> member(singleton(w),image(element_relation,union(u,v)))*.
% 299.74/300.44 103344[0:Rew:102293.0,70027.0] || -> equal(intersection(power_class(complement(union(u,v))),restrict(image(element_relation,union(u,v)),w,x)),null_class)**.
% 299.74/300.44 103359[0:Rew:102293.0,8354.0] || -> subclass(symmetric_difference(union(u,v),complement(singleton(complement(union(u,v))))),successor(complement(union(u,v))))*.
% 299.74/300.44 103418[4:Rew:102293.0,28959.0] || -> equal(complement(intersection(union(u,v),union(null_class,w))),union(complement(union(u,v)),complement(w)))**.
% 299.74/300.44 103419[4:Rew:102293.0,74045.0] || -> equal(complement(intersection(union(u,v),union(w,null_class))),union(complement(union(u,v)),complement(w)))**.
% 299.74/300.44 103724[4:Rew:103496.0,99893.1] inductive(intersection(union(null_class,union(omega,omega)),u)) || -> equal(intersection(union(null_class,omega),u),omega)**.
% 299.74/300.44 103725[4:Rew:103496.0,97741.1] inductive(intersection(union(null_class,union(omega,null_class)),u)) || -> equal(intersection(union(null_class,omega),u),omega)**.
% 299.74/300.45 103726[4:Rew:103496.0,96793.1] inductive(intersection(union(null_class,union(null_class,omega)),u)) || -> equal(intersection(union(null_class,omega),u),omega)**.
% 299.74/300.45 103727[4:Rew:103496.0,100847.1] inductive(intersection(u,union(null_class,union(omega,omega)))) || -> equal(intersection(u,union(null_class,omega)),omega)**.
% 299.74/300.45 103728[4:Rew:103496.0,98147.1] inductive(intersection(u,union(null_class,union(omega,null_class)))) || -> equal(intersection(u,union(null_class,omega)),omega)**.
% 299.74/300.45 103729[4:Rew:103496.0,96900.1] inductive(intersection(u,union(null_class,union(null_class,omega)))) || -> equal(intersection(u,union(null_class,omega)),omega)**.
% 299.74/300.45 103879[0:Rew:103871.0,48480.0] || -> equal(power_class(intersection(power_class(u),complement(singleton(complement(power_class(u)))))),power_class(complement(successor(complement(power_class(u))))))**.
% 299.74/300.45 103901[0:Rew:103871.0,92918.1] || subclass(complement(singleton(u)),complement(u))* -> equal(power_class(complement(successor(u))),power_class(complement(singleton(u)))).
% 299.74/300.45 103956[4:Rew:103948.0,74275.1] || equal(successor(singleton(u)),null_class) -> equal(union(v,complement(successor(u))),union(v,complement(u)))**.
% 299.74/300.45 104097[0:Rew:102293.0,102466.0] || member(regular(complement(union(u,v))),union(v,u))* -> equal(complement(union(v,u)),null_class).
% 299.74/300.45 104098[0:Rew:102293.0,102538.0] || -> member(not_subclass_element(u,complement(union(v,w))),union(w,v))* subclass(u,complement(union(w,v))).
% 299.74/300.45 104105[0:Rew:102293.0,102965.0] || -> member(not_subclass_element(u,complement(union(v,w))),union(w,v))* subclass(u,complement(union(v,w))).
% 299.74/300.45 104112[0:Rew:102293.0,103375.1] || member(regular(complement(union(u,v))),union(v,u))* -> equal(complement(union(u,v)),null_class).
% 299.74/300.45 104160[9:Rew:46.0,102756.1] function(intersection(complement(u),complement(singleton(u)))) || -> equal(successor(complement(successor(u))),complement(successor(u)))**.
% 299.74/300.45 104846[4:SpR:103878.0,407.2] || member(complement(successor(null_class)),universal_class) subclass(universal_class,u) -> member(power_class(complement(singleton(null_class))),u)*.
% 299.74/300.45 107563[2:SpR:103871.0,35620.0] || -> subclass(regular(image(element_relation,successor(u))),power_class(complement(successor(u))))* equal(image(element_relation,successor(u)),null_class).
% 299.74/300.45 107587[0:SpR:103871.0,28.2] || member(u,universal_class) -> member(u,image(element_relation,successor(v)))* member(u,power_class(complement(successor(v)))).
% 299.74/300.45 107616[4:SpL:103871.0,13510.1] || equal(image(element_relation,successor(u)),cantor(xf))** equal(power_class(complement(successor(u))),cantor(xf)) -> .
% 299.74/300.45 107696[2:Rew:103871.0,107580.1] || -> member(power_class(complement(successor(u))),image(element_relation,successor(u)))* equal(singleton(power_class(complement(successor(u)))),null_class).
% 299.74/300.45 107697[0:Rew:103871.0,107610.1] || subclass(power_class(complement(successor(u))),image(element_relation,successor(u)))* -> equal(power_class(complement(successor(u))),null_class).
% 299.74/300.45 108218[4:SpR:103948.0,63899.1] || equal(successor(intersection(complement(u),successor(v))),null_class)** -> equal(union(u,complement(successor(v))),universal_class).
% 299.74/300.45 108220[0:SpR:103948.0,7868.0] || -> subclass(symmetric_difference(union(u,complement(successor(v))),complement(w)),union(intersection(complement(u),successor(v)),w))*.
% 299.74/300.45 108222[0:SpR:103948.0,80315.0] || -> subclass(symmetric_difference(union(u,complement(successor(v))),complement(w)),union(w,intersection(complement(u),successor(v))))*.
% 299.74/300.45 108226[4:SpR:103948.0,20262.1] || -> member(singleton(null_class),intersection(complement(u),successor(v)))* member(singleton(null_class),union(u,complement(successor(v)))).
% 299.74/300.45 108254[0:SpR:103948.0,43541.0] || -> equal(intersection(union(u,complement(successor(v))),restrict(intersection(complement(u),successor(v)),w,x)),null_class)**.
% 299.74/300.45 108268[0:SpR:103948.0,7868.0] || -> subclass(symmetric_difference(complement(u),union(v,complement(successor(w)))),union(u,intersection(complement(v),successor(w))))*.
% 299.74/300.45 108270[0:SpR:103948.0,80315.0] || -> subclass(symmetric_difference(complement(u),union(v,complement(successor(w)))),union(intersection(complement(v),successor(w)),u))*.
% 299.74/300.45 108329[2:SpL:103948.0,37648.1] || equal(intersection(complement(u),successor(v)),domain_relation) subclass(universal_class,union(u,complement(successor(v))))* -> .
% 299.74/300.45 108330[2:SpL:103948.0,17229.1] || subclass(domain_relation,intersection(complement(u),successor(v)))* subclass(universal_class,union(u,complement(successor(v)))) -> .
% 299.74/300.45 108340[2:SpL:103948.0,37652.1] || equal(intersection(complement(u),successor(v)),domain_relation) subclass(domain_relation,union(u,complement(successor(v))))* -> .
% 299.74/300.45 108341[2:SpL:103948.0,14644.1] || subclass(domain_relation,intersection(complement(u),successor(v)))* subclass(domain_relation,union(u,complement(successor(v)))) -> .
% 299.74/300.45 108342[2:SpL:103948.0,14917.1] || equal(intersection(complement(u),successor(v)),domain_relation)** equal(union(u,complement(successor(v))),domain_relation) -> .
% 299.74/300.45 108349[4:SpL:103948.0,95426.0] || equal(successor(union(u,complement(successor(v)))),null_class) -> subclass(universal_class,intersection(complement(u),successor(v)))*.
% 299.74/300.45 108350[4:SpL:103948.0,55718.0] || equal(successor(union(u,complement(successor(v)))),null_class) -> member(x__dfg,intersection(complement(u),successor(v)))*.
% 299.74/300.45 108351[4:SpL:103948.0,55572.0] || equal(successor(union(u,complement(successor(v)))),null_class) -> member(omega,intersection(complement(u),successor(v)))*.
% 299.74/300.45 108352[6:SpL:103948.0,55384.0] || equal(successor(union(u,complement(successor(v)))),null_class) -> member(null_class,intersection(complement(u),successor(v)))*.
% 299.74/300.45 108353[4:SpL:103948.0,57575.0] || subclass(union(u,complement(successor(v))),null_class) -> member(singleton(w),intersection(complement(u),successor(v)))*.
% 299.74/300.45 108355[0:SpL:103948.0,27.1] || member(u,intersection(complement(v),successor(w)))* member(u,union(v,complement(successor(w)))) -> .
% 299.74/300.45 108729[4:SpL:102311.0,107302.0] || subclass(power_class(complement(union(u,v))),null_class) -> subclass(regular(null_class),image(element_relation,union(u,v)))*.
% 299.74/300.45 108731[4:SpL:47967.0,107302.0] || subclass(union(u,complement(power_class(v))),null_class) -> subclass(regular(null_class),intersection(complement(u),power_class(v)))*.
% 299.74/300.45 108732[4:SpL:103948.0,107302.0] || subclass(union(u,complement(successor(v))),null_class) -> subclass(regular(null_class),intersection(complement(u),successor(v)))*.
% 299.74/300.45 108733[4:SpL:47973.0,107302.0] || subclass(union(complement(power_class(u)),v),null_class) -> subclass(regular(null_class),intersection(power_class(u),complement(v)))*.
% 299.74/300.45 109099[0:Rew:80005.0,108974.1] || equal(union(u,v),universal_class) -> equal(union(null_class,intersection(u,v)),complement(symmetric_difference(u,v)))**.
% 299.74/300.45 109461[9:Res:107477.1,10.0] function(u) || subclass(complement(u),regular(successor(u)))* -> equal(regular(successor(u)),complement(u)).
% 299.74/300.45 110328[4:Res:107482.0,3480.0] || member(regular(regular(union(u,v))),union(u,v))* -> equal(regular(union(u,v)),null_class).
% 299.74/300.45 110761[4:Rew:74143.0,110649.1] || member(u,image(element_relation,union(v,v)))* member(u,power_class(union(null_class,complement(v)))) -> .
% 299.74/300.45 110779[4:Rew:102311.0,110688.0] || equal(power_class(complement(union(u,v))),null_class) member(x__dfg,power_class(complement(union(u,v))))* -> .
% 299.74/300.45 110782[4:Rew:102311.0,110697.0] || equal(power_class(complement(union(u,v))),null_class) member(omega,power_class(complement(union(u,v))))* -> .
% 299.74/300.45 110788[9:Rew:103906.1,110787.2,83780.1,110787.2] function(u) || member(v,image(element_relation,successor(u)))* member(v,power_class(complement(u))) -> .
% 299.74/300.45 111016[4:Res:110094.0,3480.0] || member(regular(regular(union(u,v))),union(v,u))* -> equal(regular(union(u,v)),null_class).
% 299.74/300.45 111843[4:Rew:59307.1,111816.2] || subclass(intersection(singleton(null_class),u),v)* -> equal(intersection(successor(null_class),u),null_class) member(null_class,v).
% 299.74/300.45 111844[4:Rew:59306.1,111815.2] || subclass(intersection(singleton(null_class),u),v)* -> subclass(intersection(successor(null_class),u),w)* member(null_class,v).
% 299.74/300.45 112338[4:Rew:112333.0,112337.0] || member(u,union(successor(null_class),singleton(singleton(null_class))))* subclass(universal_class,v)* -> member(u,v)*.
% 299.74/300.45 112353[4:Rew:111870.0,112298.2] || subclass(u,singleton(singleton(null_class))) member(not_subclass_element(u,null_class),successor(null_class))* -> subclass(u,null_class).
% 299.74/300.45 112370[0:SpL:80005.0,102317.0] || member(not_subclass_element(union(u,v),w),complement(union(u,v)))* -> subclass(union(v,u),w).
% 299.74/300.45 112493[4:Rew:36664.0,112373.0] || member(not_subclass_element(union(u,u),v),union(null_class,complement(u)))* -> subclass(union(u,null_class),v).
% 299.74/300.45 112498[4:Rew:36664.0,112384.0] || member(not_subclass_element(union(u,u),v),union(null_class,complement(u)))* -> subclass(union(null_class,u),v).
% 299.74/300.45 112500[4:Rew:74143.0,112397.0] || member(not_subclass_element(union(u,null_class),v),union(null_class,complement(u)))* -> subclass(union(u,u),v).
% 299.74/300.45 112503[4:Rew:29733.0,112400.0] || member(not_subclass_element(union(null_class,u),v),union(null_class,complement(u)))* -> subclass(union(u,u),v).
% 299.74/300.45 112416[4:SpL:36664.0,102317.0] || member(not_subclass_element(union(u,u),v),union(null_class,complement(u)))* -> subclass(union(u,u),v).
% 299.74/300.45 112417[4:SpL:74143.0,102317.0] || member(not_subclass_element(union(u,null_class),v),union(null_class,complement(u)))* -> subclass(union(u,null_class),v).
% 299.74/300.45 112418[4:SpL:29733.0,102317.0] || member(not_subclass_element(union(null_class,u),v),union(null_class,complement(u)))* -> subclass(union(null_class,u),v).
% 299.74/300.45 112615[4:Rew:59307.1,112590.2] || subclass(intersection(u,singleton(null_class)),v)* -> equal(intersection(successor(null_class),u),null_class) member(null_class,v).
% 299.74/300.45 112616[4:Rew:59306.1,112589.2] || subclass(intersection(u,singleton(null_class)),v)* -> subclass(intersection(successor(null_class),u),w)* member(null_class,v).
% 299.74/300.45 112874[0:Res:50.1,102295.0] inductive(symmetric_difference(complement(u),union(v,w))) || -> member(null_class,union(u,complement(union(v,w))))*.
% 299.74/300.45 113196[6:Rew:112707.0,113187.1] || member(ordered_pair(u,not_subclass_element(v,range_of(null_class))),compose(successor(null_class),w))* -> subclass(v,range_of(null_class)).
% 299.74/300.45 113305[0:Res:50.1,102309.0] inductive(symmetric_difference(union(u,v),complement(w))) || -> member(null_class,union(complement(union(u,v)),w))*.
% 299.74/300.45 113541[4:Rew:103878.0,113472.2,105000.0,113472.2] || member(u,universal_class) -> member(u,image(element_relation,successor(null_class)))* member(u,power_class(complement(singleton(null_class)))).
% 299.74/300.45 113570[4:MRR:113478.0,138.0] || subclass(image(element_relation,union(u,v)),null_class) -> member(singleton(w),power_class(complement(union(u,v))))*.
% 299.74/300.45 113678[4:Rew:57933.1,113654.2] || subclass(intersection(singleton(null_class),u),v)* -> equal(intersection(u,successor(null_class)),null_class) member(null_class,v).
% 299.74/300.45 113679[4:Rew:57932.1,113653.2] || subclass(intersection(singleton(null_class),u),v)* -> subclass(intersection(u,successor(null_class)),w)* member(null_class,v).
% 299.74/300.45 113733[4:Rew:57933.1,113712.2] || subclass(intersection(u,singleton(null_class)),v)* -> equal(intersection(u,successor(null_class)),null_class) member(null_class,v).
% 299.74/300.45 113734[4:Rew:57932.1,113711.2] || subclass(intersection(u,singleton(null_class)),v)* -> subclass(intersection(u,successor(null_class)),w)* member(null_class,v).
% 299.74/300.45 114242[4:Rew:105000.0,114099.1,75578.0,114099.0] || member(u,intersection(successor(null_class),complement(v)))* member(u,union(v,complement(successor(null_class)))) -> .
% 299.74/300.45 115197[0:Rew:46.0,115063.1] || member(u,intersection(successor(v),complement(w)))* member(u,union(complement(successor(v)),w)) -> .
% 299.74/300.45 115622[4:Rew:115433.0,115566.2] || subclass(u,complement(successor(null_class))) member(not_subclass_element(u,null_class),singleton(null_class))* -> subclass(u,null_class).
% 299.74/300.45 115742[0:SpR:46.0,104178.0] || -> equal(union(complement(union(u,v)),complement(successor(w))),complement(intersection(union(u,v),successor(w))))**.
% 299.74/300.45 115793[0:SpR:46.0,104178.0] || -> equal(union(complement(successor(u)),complement(union(v,w))),complement(intersection(successor(u),union(v,w))))**.
% 299.74/300.45 115958[4:Rew:115957.0,115789.0] || -> equal(complement(intersection(union(u,v),union(w,w))),union(complement(union(u,v)),complement(w)))**.
% 299.74/300.45 115979[4:Rew:115978.0,115840.0] || -> equal(complement(intersection(union(u,u),union(v,w))),union(complement(u),complement(union(v,w))))**.
% 299.74/300.45 115992[9:Rew:31362.0,115726.1] function(complement(union(u,v))) || -> equal(successor(complement(union(u,v))),complement(union(u,v)))**.
% 299.74/300.45 116465[4:Rew:115340.0,116347.2] || subclass(u,union(null_class,complement(v)))* member(not_subclass_element(u,null_class),v) -> subclass(u,null_class).
% 299.74/300.45 117021[4:Res:114705.1,9804.1] || equal(u,universal_class) member(v,universal_class) -> equal(v,null_class) member(apply(choice,v),u)*.
% 299.74/300.45 117061[4:Res:114705.1,9742.2] function(u) || equal(v,universal_class) member(w,universal_class) -> member(image(u,w),v)*.
% 299.74/300.45 117156[4:Rew:117155.1,67408.1] || equal(complement(power_class(u)),universal_class) -> equal(symmetric_difference(power_class(u),complement(v)),union(null_class,complement(v)))**.
% 299.74/300.45 117992[4:Rew:117991.1,67164.1] || equal(complement(power_class(u)),universal_class) -> equal(symmetric_difference(complement(v),power_class(u)),union(null_class,complement(v)))**.
% 299.74/300.45 118200[4:SpR:117109.1,102302.0] || equal(complement(u),universal_class) -> equal(union(u,complement(union(v,w))),complement(union(v,w)))**.
% 299.74/300.45 121049[0:Rew:75578.0,120752.0] || -> equal(intersection(complement(intersection(u,v)),union(u,intersection(u,v))),symmetric_difference(u,intersection(u,v)))**.
% 299.74/300.45 120918[0:SpR:9395.0,90326.0] || -> equal(intersection(successor(u),symmetric_difference(complement(u),complement(singleton(u)))),symmetric_difference(complement(u),complement(singleton(u))))**.
% 299.74/300.45 121018[4:Rew:120884.1,83122.2] || equal(intersection(u,complement(compose(element_relation,universal_class))),universal_class)** member(null_class,element_relation) -> equal(u,null_class).
% 299.74/300.45 121543[0:Rew:75578.0,121258.0] || -> equal(intersection(complement(intersection(u,v)),union(v,intersection(u,v))),symmetric_difference(v,intersection(u,v)))**.
% 299.74/300.45 121821[0:SpR:49204.0,91863.0] || -> subclass(intersection(u,symmetric_difference(v,complement(power_class(complement(power_class(w)))))),union(image(element_relation,power_class(w)),v))*.
% 299.74/300.45 121834[0:SpR:49205.0,91863.0] || -> subclass(intersection(u,symmetric_difference(complement(power_class(complement(power_class(v)))),w)),union(w,image(element_relation,power_class(v))))*.
% 299.74/300.45 121943[4:Rew:111564.0,121835.0] || -> subclass(intersection(u,symmetric_difference(power_class(v),union(w,x))),complement(intersection(union(w,x),power_class(v))))*.
% 299.74/300.45 121944[4:Rew:112120.0,121839.0] || -> subclass(intersection(u,symmetric_difference(union(v,w),power_class(x))),complement(intersection(power_class(x),union(v,w))))*.
% 299.74/300.45 122000[4:Res:92199.1,3478.0] || subclass(u,singleton(v))* -> equal(union(u,u),null_class) equal(regular(union(u,u)),v)*.
% 299.74/300.45 122051[0:SpR:49204.0,92692.0] || -> subclass(intersection(symmetric_difference(u,complement(power_class(complement(power_class(v))))),w),union(image(element_relation,power_class(v)),u))*.
% 299.74/300.45 122064[0:SpR:49205.0,92692.0] || -> subclass(intersection(symmetric_difference(complement(power_class(complement(power_class(u)))),v),w),union(v,image(element_relation,power_class(u))))*.
% 299.74/300.45 122183[4:Rew:111564.0,122065.0] || -> subclass(intersection(symmetric_difference(power_class(u),union(v,w)),x),complement(intersection(union(v,w),power_class(u))))*.
% 299.74/300.45 122184[4:Rew:112120.0,122069.0] || -> subclass(intersection(symmetric_difference(union(u,v),power_class(w)),x),complement(intersection(power_class(w),union(u,v))))*.
% 299.74/300.45 122190[0:SpR:92837.1,3413.1] || subclass(u,v) -> equal(symmetric_difference(u,v),null_class) member(regular(symmetric_difference(u,v)),complement(u))*.
% 299.74/300.45 122354[0:SpR:92837.1,75599.0] || subclass(union(u,v),complement(intersection(u,v)))* -> equal(symmetric_difference(u,v),union(u,v)).
% 299.74/300.45 122835[0:SpL:47972.0,122349.0] || subclass(image(element_relation,power_class(u)),power_class(complement(power_class(u))))* -> equal(image(element_relation,power_class(u)),null_class).
% 299.74/300.45 122837[0:SpL:103871.0,122349.0] || subclass(image(element_relation,successor(u)),power_class(complement(successor(u))))* -> equal(image(element_relation,successor(u)),null_class).
% 299.74/300.45 123939[4:SpR:77631.0,123487.0] || -> subclass(complement(successor(complement(symmetric_difference(union(u,v),complement(intersection(u,v)))))),complement(symmetric_difference(u,v)))*.
% 299.74/300.45 123971[4:SpR:103074.0,123487.0] || -> subclass(complement(successor(union(image(element_relation,power_class(u)),complement(union(v,w))))),power_class(complement(power_class(u))))*.
% 299.74/300.45 123983[4:Res:123487.0,389.1] inductive(complement(successor(complement(intersection(omega,u))))) || -> equal(complement(successor(complement(intersection(omega,u)))),omega)**.
% 299.74/300.45 124143[4:Res:123906.0,389.1] inductive(complement(successor(complement(intersection(u,omega))))) || -> equal(complement(successor(complement(intersection(u,omega)))),omega)**.
% 299.74/300.45 124395[4:Rew:103496.0,124282.0] || -> subclass(regular(union(image(element_relation,union(u,v)),complement(power_class(w)))),power_class(complement(union(u,v))))*.
% 299.74/300.45 124396[4:Rew:103496.0,124283.0] || -> subclass(regular(union(intersection(complement(u),power_class(v)),complement(power_class(w)))),union(u,complement(power_class(v))))*.
% 299.74/300.45 124397[4:Rew:103496.0,124284.0] || -> subclass(regular(union(intersection(power_class(u),complement(v)),complement(power_class(w)))),union(complement(power_class(u)),v))*.
% 299.74/300.45 124572[4:Rew:103496.0,124460.0] || -> subclass(regular(union(complement(power_class(u)),image(element_relation,union(v,w)))),power_class(complement(union(v,w))))*.
% 299.74/300.45 124573[4:Rew:103496.0,124465.0] || -> subclass(regular(union(complement(power_class(u)),intersection(complement(v),power_class(w)))),union(v,complement(power_class(w))))*.
% 299.74/300.45 124574[4:Rew:103496.0,124466.0] || -> subclass(regular(union(complement(power_class(u)),intersection(power_class(v),complement(w)))),union(complement(power_class(v)),w))*.
% 299.74/300.45 124656[4:SpR:103450.0,123906.0] || -> subclass(complement(successor(union(complement(union(u,v)),image(element_relation,power_class(w))))),power_class(complement(power_class(w))))*.
% 299.74/300.45 124921[4:SpR:103948.0,124374.0] || -> subclass(regular(union(intersection(complement(u),successor(v)),complement(power_class(w)))),union(u,complement(successor(v))))*.
% 299.74/300.45 125013[4:SpR:102311.0,124375.0] || -> subclass(regular(union(image(element_relation,union(u,v)),complement(successor(w)))),power_class(complement(union(u,v))))*.
% 299.74/300.45 125015[4:SpR:47967.0,124375.0] || -> subclass(regular(union(intersection(complement(u),power_class(v)),complement(successor(w)))),union(u,complement(power_class(v))))*.
% 299.74/300.45 125016[4:SpR:103948.0,124375.0] || -> subclass(regular(union(intersection(complement(u),successor(v)),complement(successor(w)))),union(u,complement(successor(v))))*.
% 299.74/300.45 125017[4:SpR:47973.0,124375.0] || -> subclass(regular(union(intersection(power_class(u),complement(v)),complement(successor(w)))),union(complement(power_class(u)),v))*.
% 299.74/300.45 125587[4:Res:125528.0,7880.0] || -> subclass(regular(successor(complement(successor(null_class)))),u) equal(not_subclass_element(regular(successor(complement(successor(null_class)))),u),null_class)**.
% 299.74/300.45 125613[4:SpR:103948.0,124551.0] || -> subclass(regular(union(complement(power_class(u)),intersection(complement(v),successor(w)))),union(v,complement(successor(w))))*.
% 299.74/300.45 125720[4:SpR:102311.0,125049.0] || -> subclass(regular(union(complement(successor(u)),image(element_relation,union(v,w)))),power_class(complement(union(v,w))))*.
% 299.74/300.45 125722[4:SpR:47967.0,125049.0] || -> subclass(regular(union(complement(successor(u)),intersection(complement(v),power_class(w)))),union(v,complement(power_class(w))))*.
% 299.74/300.45 125723[4:SpR:103948.0,125049.0] || -> subclass(regular(union(complement(successor(u)),intersection(complement(v),successor(w)))),union(v,complement(successor(w))))*.
% 299.74/300.45 125724[4:SpR:47973.0,125049.0] || -> subclass(regular(union(complement(successor(u)),intersection(power_class(v),complement(w)))),union(complement(power_class(v)),w))*.
% 299.74/300.45 126743[4:Res:12102.1,64986.1] || equal(successor(complement(restrict(u,v,w))),null_class)** -> equal(symmetric_difference(u,cross_product(v,w)),null_class).
% 299.74/300.45 126857[4:SpR:49204.0,124367.0] || -> subclass(regular(complement(symmetric_difference(complement(power_class(complement(power_class(u)))),v))),union(image(element_relation,power_class(u)),v))*.
% 299.74/300.45 126870[4:SpR:49205.0,124367.0] || -> subclass(regular(complement(symmetric_difference(u,complement(power_class(complement(power_class(v))))))),union(u,image(element_relation,power_class(v))))*.
% 299.74/300.45 127353[4:Res:12271.1,64986.1] || equal(successor(complement(restrict(u,v,w))),null_class)** -> equal(symmetric_difference(cross_product(v,w),u),null_class).
% 299.74/300.45 127724[4:SpR:49204.0,126836.0] || -> subclass(regular(complement(symmetric_difference(u,complement(power_class(complement(power_class(v))))))),union(image(element_relation,power_class(v)),u))*.
% 299.74/300.45 127737[4:SpR:49205.0,126836.0] || -> subclass(regular(complement(symmetric_difference(complement(power_class(complement(power_class(u)))),v))),union(v,image(element_relation,power_class(u))))*.
% 299.74/300.45 127835[4:Rew:111564.0,127738.0] || -> subclass(regular(complement(symmetric_difference(power_class(u),union(v,w)))),complement(intersection(union(v,w),power_class(u))))*.
% 299.74/300.45 127836[4:Rew:112120.0,127742.0] || -> subclass(regular(complement(symmetric_difference(union(u,v),power_class(w)))),complement(intersection(power_class(w),union(u,v))))*.
% 299.74/300.45 128102[4:Rew:29733.0,128064.1] || member(u,universal_class) -> member(u,union(null_class,complement(restrict(v,w,x))))* member(u,v).
% 299.74/300.45 128461[2:Rew:75578.0,128460.0] || -> equal(intersection(regular(cross_product(u,v)),restrict(w,u,v)),null_class)** equal(cross_product(u,v),null_class).
% 299.74/300.45 129278[4:Obv:129265.1] || equal(unordered_pair(u,v),v) -> member(u,unordered_pair(u,v))* subclass(unordered_pair(u,v),w)*.
% 299.74/300.45 129279[4:Obv:129263.1] || equal(unordered_pair(u,v),u) -> member(v,unordered_pair(u,v))* subclass(unordered_pair(u,v),w)*.
% 299.74/300.45 130406[4:Rew:130392.0,130405.0] || member(u,union(v,intersection(w,complement(v))))* subclass(universal_class,x)* -> member(u,x)*.
% 299.74/300.45 130423[2:Rew:129832.0,130278.2] || subclass(u,intersection(v,complement(w)))* member(not_subclass_element(u,null_class),w) -> subclass(u,null_class).
% 299.74/300.45 130863[4:Rew:130849.0,130862.0] || member(u,union(v,intersection(complement(v),w)))* subclass(universal_class,x)* -> member(u,x)*.
% 299.74/300.45 130882[2:Rew:129959.0,130740.2] || subclass(u,intersection(complement(v),w))* member(not_subclass_element(u,null_class),v) -> subclass(u,null_class).
% 299.74/300.45 132798[4:Rew:132793.0,132797.0] || member(u,union(singleton(v),union(null_class,v)))* subclass(universal_class,w)* -> member(u,w)*.
% 299.74/300.45 132812[4:Rew:132350.0,132718.2] || subclass(u,union(null_class,v)) member(not_subclass_element(u,null_class),singleton(v))* -> subclass(u,null_class).
% 299.74/300.45 133085[4:Rew:133080.0,133084.0] || member(u,union(singleton(v),union(v,null_class)))* subclass(universal_class,w)* -> member(u,w)*.
% 299.74/300.45 133099[4:Rew:132427.0,133018.2] || subclass(u,union(v,null_class)) member(not_subclass_element(u,null_class),singleton(v))* -> subclass(u,null_class).
% 299.74/300.45 133580[4:Rew:133567.0,133579.0] || member(u,union(v,union(null_class,singleton(v))))* subclass(universal_class,w)* -> member(u,w)*.
% 299.74/300.45 133597[4:Rew:132488.0,133477.2] || subclass(u,union(null_class,singleton(v)))* member(not_subclass_element(u,null_class),v) -> subclass(u,null_class).
% 299.74/300.45 134237[4:Rew:134231.0,134236.0] || member(u,union(singleton(v),union(v,v)))* subclass(universal_class,w)* -> member(u,w)*.
% 299.74/300.45 134257[4:Rew:132645.0,134174.2] || subclass(u,union(v,v))* member(not_subclass_element(u,null_class),singleton(v))* -> subclass(u,null_class).
% 299.74/300.45 134596[4:Rew:134590.0,134595.0] || member(u,union(singleton(v),intersection(w,v)))* subclass(universal_class,x)* -> member(u,x)*.
% 299.74/300.45 134611[4:Rew:133741.0,134510.2] || subclass(u,intersection(v,w))* member(not_subclass_element(u,null_class),singleton(w))* -> subclass(u,null_class).
% 299.74/300.45 134777[4:SpR:77631.0,133863.0] || -> equal(intersection(singleton(complement(symmetric_difference(u,v))),symmetric_difference(union(u,v),complement(intersection(u,v)))),null_class)**.
% 299.74/300.45 134932[4:Rew:134926.0,134931.0] || member(u,union(singleton(v),intersection(v,w)))* subclass(universal_class,x)* -> member(u,x)*.
% 299.74/300.45 134946[4:Rew:133863.0,134856.2] || subclass(u,intersection(v,w))* member(not_subclass_element(u,null_class),singleton(v))* -> subclass(u,null_class).
% 299.74/300.45 135498[4:Rew:135486.0,135497.0] || member(u,union(v,intersection(w,singleton(v))))* subclass(universal_class,x)* -> member(u,x)*.
% 299.74/300.45 135514[4:Rew:133953.0,135396.2] || subclass(u,intersection(v,singleton(w)))* member(not_subclass_element(u,null_class),w) -> subclass(u,null_class).
% 299.74/300.45 135994[4:Rew:135982.0,135993.0] || member(u,union(v,intersection(singleton(v),w)))* subclass(universal_class,x)* -> member(u,x)*.
% 299.74/300.45 136010[4:Rew:135111.0,135891.2] || subclass(u,intersection(singleton(v),w))* member(not_subclass_element(u,null_class),v) -> subclass(u,null_class).
% 299.74/300.45 136196[2:SpR:102311.0,130204.0] || -> equal(intersection(image(element_relation,union(u,v)),restrict(power_class(complement(union(u,v))),w,x)),null_class)**.
% 299.74/300.45 136198[2:SpR:47967.0,130204.0] || -> equal(intersection(intersection(complement(u),power_class(v)),restrict(union(u,complement(power_class(v))),w,x)),null_class)**.
% 299.74/300.45 136199[2:SpR:103948.0,130204.0] || -> equal(intersection(intersection(complement(u),successor(v)),restrict(union(u,complement(successor(v))),w,x)),null_class)**.
% 299.74/300.45 136200[2:SpR:47973.0,130204.0] || -> equal(intersection(intersection(power_class(u),complement(v)),restrict(union(complement(power_class(u)),v),w,x)),null_class)**.
% 299.74/300.45 136984[4:Res:17312.2,136895.0] || member(u,universal_class) subclass(domain_relation,cantor(singleton(cross_product(singleton(ordered_pair(u,cantor(u))),universal_class))))* -> .
% 299.74/300.45 137061[4:Res:17312.2,132175.0] || member(u,universal_class) subclass(domain_relation,singleton(v)) member(ordered_pair(u,cantor(u)),v)* -> .
% 299.74/300.45 137152[4:Res:882.2,137098.0] || member(restrict(u,v,w),cross_product(v,w))* member(restrict(u,v,w),u)* -> .
% 299.74/300.45 137153[4:Res:48052.1,137098.0] || member(image(element_relation,power_class(u)),universal_class) -> member(image(element_relation,power_class(u)),power_class(complement(power_class(u))))*.
% 299.74/300.45 137237[4:Rew:47972.0,137197.1] || member(power_class(complement(power_class(u))),universal_class) -> member(power_class(complement(power_class(u))),image(element_relation,power_class(u)))*.
% 299.74/300.45 137238[4:Rew:103871.0,137199.1] || member(power_class(complement(successor(u))),universal_class) -> member(power_class(complement(successor(u))),image(element_relation,successor(u)))*.
% 299.74/300.45 137485[4:Rew:134411.0,137423.1] || member(not_subclass_element(restrict(u,v,w),null_class),singleton(u))* -> subclass(restrict(u,v,w),null_class).
% 299.74/300.45 143721[0:MRR:143695.1,1042.0] function(element_relation) || subclass(universal_class,symmetric_difference(u,v)) -> member(complement(power_class(universal_class)),union(u,v))*.
% 299.74/300.45 143877[0:Res:55.0,9739.1] function(u) || subclass(universal_class,v)* subclass(v,w)* -> member(image(u,omega),w)*.
% 299.74/300.45 143879[0:Res:147.0,9739.1] function(u) || subclass(universal_class,v)* subclass(v,w)* -> member(image(u,x__dfg),w)*.
% 299.74/300.45 143887[0:Res:1042.0,9739.1] function(u) || subclass(universal_class,v)* subclass(v,w)* -> member(image(u,null_class),w)*.
% 299.74/300.45 144333[0:Res:147.0,9801.0] || subclass(x__dfg,u)* subclass(u,v)* -> equal(null_class,x__dfg) member(apply(choice,x__dfg),v)*.
% 299.74/300.45 144376[0:Rew:640.1,144334.3] || subclass(singleton(u),v)* subclass(v,w)* -> equal(singleton(u),null_class) member(u,w)*.
% 299.74/300.45 144665[0:Rew:48279.0,144664.0] || -> equal(symmetric_difference(power_class(complement(power_class(universal_class))),complement(power_class(u))),symmetric_difference(image(element_relation,power_class(universal_class)),power_class(u)))**.
% 299.74/300.45 144949[4:Rew:48279.0,144948.0] || -> equal(symmetric_difference(power_class(complement(power_class(null_class))),complement(power_class(u))),symmetric_difference(image(element_relation,power_class(null_class)),power_class(u)))**.
% 299.74/300.45 145011[4:Res:10118.0,14385.0] || -> equal(ordered_pair(first(ordered_pair(x__dfg,singleton(u))),second(ordered_pair(x__dfg,singleton(u)))),ordered_pair(x__dfg,singleton(u)))**.
% 299.74/300.45 145121[0:Res:55.0,14385.0] || -> equal(ordered_pair(first(ordered_pair(omega,singleton(u))),second(ordered_pair(omega,singleton(u)))),ordered_pair(omega,singleton(u)))**.
% 299.74/300.45 145131[0:Res:1042.0,14385.0] || -> equal(ordered_pair(first(ordered_pair(null_class,singleton(u))),second(ordered_pair(null_class,singleton(u)))),ordered_pair(null_class,singleton(u)))**.
% 299.74/300.45 145353[2:SpL:100001.0,110.0] || member(ordered_pair(u,regular(domain_relation)),application_function)* -> equal(apply(u,first(regular(domain_relation))),second(regular(domain_relation))).
% 299.74/300.45 145354[2:SpL:100001.0,99.0] || member(ordered_pair(u,regular(domain_relation)),composition_function)* -> equal(compose(u,first(regular(domain_relation))),second(regular(domain_relation))).
% 299.74/300.45 145367[4:Rew:100001.0,145320.1] || member(singleton(singleton(singleton(regular(domain_relation)))),application_function) -> member(first(regular(domain_relation)),cantor(singleton(regular(domain_relation))))*.
% 299.74/300.45 145380[2:Res:145277.0,14382.0] || -> equal(ordered_pair(first(ordered_pair(regular(domain_relation),omega)),second(ordered_pair(regular(domain_relation),omega))),ordered_pair(regular(domain_relation),omega))**.
% 299.74/300.45 145381[2:Res:145277.0,14306.0] || -> equal(ordered_pair(first(ordered_pair(regular(domain_relation),x__dfg)),second(ordered_pair(regular(domain_relation),x__dfg))),ordered_pair(regular(domain_relation),x__dfg))**.
% 299.74/300.45 145388[4:Res:145277.0,17826.0] || subclass(domain_relation,u)* subclass(u,v)* -> member(ordered_pair(regular(domain_relation),cantor(regular(domain_relation))),v)*.
% 299.74/300.45 145696[4:SpR:104218.0,123487.0] || -> subclass(complement(successor(complement(symmetric_difference(complement(u),union(v,w))))),union(u,complement(union(v,w))))*.
% 299.74/300.45 146078[0:Rew:75578.0,145710.0] || -> equal(intersection(symmetric_difference(complement(u),union(v,w)),complement(union(u,complement(union(v,w))))),null_class)**.
% 299.74/300.45 145725[0:SpR:104218.0,57833.0] || -> subclass(restrict(symmetric_difference(complement(u),union(v,w)),x,y),union(u,complement(union(v,w))))*.
% 299.74/300.45 146079[4:Rew:75578.0,145740.0] || -> equal(intersection(symmetric_difference(complement(u),union(v,w)),singleton(union(u,complement(union(v,w))))),null_class)**.
% 299.74/300.45 146616[4:SpR:103225.0,123906.0] || -> subclass(complement(successor(complement(symmetric_difference(union(u,v),complement(w))))),union(complement(union(u,v)),w))*.
% 299.74/300.45 146645[0:SpR:103225.0,58368.0] || -> subclass(restrict(symmetric_difference(union(u,v),complement(w)),x,y),union(complement(union(u,v)),w))*.
% 299.74/300.45 147003[0:Rew:75578.0,146714.0] || -> equal(intersection(symmetric_difference(union(u,v),complement(w)),complement(union(complement(union(u,v)),w))),null_class)**.
% 299.74/300.45 147004[4:Rew:75578.0,146727.0] || -> equal(intersection(symmetric_difference(union(u,v),complement(w)),singleton(union(complement(union(u,v)),w))),null_class)**.
% 299.74/300.45 147380[2:SpL:7118.0,13769.0] || equal(u,range_of(null_class)) member(ordered_pair(v,w),compose(null_class,x))* -> member(w,u)*.
% 299.74/300.45 147778[0:Rew:32.0,147777.0] || -> subclass(intersection(u,restrict(v,w,x)),restrict(intersection(u,restrict(v,w,x)),w,x))*.
% 299.74/300.45 147933[0:Rew:32.0,147932.0] || -> subclass(intersection(restrict(u,v,w),x),restrict(intersection(restrict(u,v,w),x),v,w))*.
% 299.74/300.45 148070[2:Res:145290.1,6525.0] || subclass(universal_class,symmetric_difference(u,cross_product(v,w))) -> member(regular(domain_relation),complement(restrict(u,v,w)))*.
% 299.74/300.45 148072[2:Res:145290.1,47999.0] || subclass(universal_class,symmetric_difference(complement(u),power_class(v))) -> member(regular(domain_relation),union(u,complement(power_class(v))))*.
% 299.74/300.45 148074[2:Res:145290.1,6526.0] || subclass(universal_class,symmetric_difference(cross_product(u,v),w)) -> member(regular(domain_relation),complement(restrict(w,u,v)))*.
% 299.74/300.45 148075[2:Res:145290.1,48188.0] || subclass(universal_class,symmetric_difference(power_class(u),complement(v))) -> member(regular(domain_relation),union(complement(power_class(u)),v))*.
% 299.74/300.45 148115[4:MRR:148110.1,736.1] || subclass(universal_class,cross_product(singleton(u),universal_class))* member(regular(domain_relation),v)* -> member(u,cantor(v))*.
% 299.74/300.45 148175[9:MRR:148174.3,59311.0] function(u) || equal(successor(null_class),u)* member(singleton(singleton(null_class)),cross_product(universal_class,universal_class))* -> .
% 299.74/300.45 148291[4:MRR:148290.2,122883.0] || member(union(null_class,u),universal_class) subclass(union(null_class,u),regular(u))* -> equal(u,null_class).
% 299.74/300.45 148398[4:SpL:100002.0,110.0] || member(ordered_pair(u,regular(composition_function)),application_function)* -> equal(apply(u,first(regular(composition_function))),second(regular(composition_function))).
% 299.74/300.45 148399[4:SpL:100002.0,99.0] || member(ordered_pair(u,regular(composition_function)),composition_function)* -> equal(compose(u,first(regular(composition_function))),second(regular(composition_function))).
% 299.74/300.45 148412[4:Rew:100002.0,148365.1] || member(singleton(singleton(singleton(regular(composition_function)))),application_function) -> member(first(regular(composition_function)),cantor(singleton(regular(composition_function))))*.
% 299.74/300.45 148425[4:Res:148322.0,14382.0] || -> equal(ordered_pair(first(ordered_pair(regular(composition_function),omega)),second(ordered_pair(regular(composition_function),omega))),ordered_pair(regular(composition_function),omega))**.
% 299.74/300.45 148426[4:Res:148322.0,14306.0] || -> equal(ordered_pair(first(ordered_pair(regular(composition_function),x__dfg)),second(ordered_pair(regular(composition_function),x__dfg))),ordered_pair(regular(composition_function),x__dfg))**.
% 299.74/300.45 148433[4:Res:148322.0,17826.0] || subclass(domain_relation,u)* subclass(u,v)* -> member(ordered_pair(regular(composition_function),cantor(regular(composition_function))),v)*.
% 299.74/300.45 150254[4:Res:148335.1,6525.0] || subclass(universal_class,symmetric_difference(u,cross_product(v,w))) -> member(regular(composition_function),complement(restrict(u,v,w)))*.
% 299.74/300.45 150256[4:Res:148335.1,47999.0] || subclass(universal_class,symmetric_difference(complement(u),power_class(v))) -> member(regular(composition_function),union(u,complement(power_class(v))))*.
% 299.74/300.45 150258[4:Res:148335.1,6526.0] || subclass(universal_class,symmetric_difference(cross_product(u,v),w)) -> member(regular(composition_function),complement(restrict(w,u,v)))*.
% 299.74/300.45 150259[4:Res:148335.1,48188.0] || subclass(universal_class,symmetric_difference(power_class(u),complement(v))) -> member(regular(composition_function),union(complement(power_class(u)),v))*.
% 299.74/300.45 150299[4:MRR:150294.1,736.1] || subclass(universal_class,cross_product(singleton(u),universal_class))* member(regular(composition_function),v)* -> member(u,cantor(v))*.
% 299.74/300.45 152377[4:Rew:7754.1,152376.0] || member(complement(singleton(null_class)),complement(successor(null_class))) -> subclass(intersection(singleton(complement(singleton(null_class))),u),null_class)*.
% 299.74/300.45 152379[4:Rew:6562.1,152378.0] || member(complement(singleton(null_class)),complement(successor(null_class))) -> subclass(intersection(u,singleton(complement(singleton(null_class)))),null_class)*.
% 299.74/300.45 158499[4:MRR:158498.1,12451.1] || equal(successor(u),null_class) member(v,union(u,w))* -> member(v,union(null_class,w))*.
% 299.74/300.45 158501[4:MRR:158500.1,12451.1] || equal(successor(u),null_class) member(v,union(w,u))* -> member(v,union(null_class,w))*.
% 299.74/300.45 159248[6:MRR:159247.1,49704.0] inductive(ordered_pair(u,v)) || -> equal(unordered_pair(u,singleton(v)),regular(omega))** equal(regular(omega),null_class).
% 299.74/300.45 159574[4:Res:82661.0,421.1] || member(u,universal_class) -> member(u,successor(apply(null_class,v)))* member(u,complement(sum_class(range_of(null_class))))*.
% 299.74/300.45 160164[4:Res:82728.0,421.1] || member(u,universal_class) -> member(u,successor(sum_class(range_of(null_class)))) member(u,complement(apply(null_class,v)))*.
% 299.74/300.45 161567[4:Res:95417.0,421.1] || member(u,universal_class) -> member(u,successor(complement(apply(null_class,v))))* member(u,sum_class(range_of(null_class))).
% 299.74/300.45 161702[4:Res:95422.0,421.1] || member(u,universal_class) -> member(u,successor(complement(sum_class(range_of(null_class)))))* member(u,apply(null_class,v))*.
% 299.74/300.45 162227[6:SpL:161913.0,110.0] || member(ordered_pair(u,regular(element_relation)),application_function)* -> equal(apply(u,first(regular(element_relation))),second(regular(element_relation))).
% 299.74/300.45 162228[6:SpL:161913.0,99.0] || member(ordered_pair(u,regular(element_relation)),composition_function)* -> equal(compose(u,first(regular(element_relation))),second(regular(element_relation))).
% 299.74/300.45 162242[6:Rew:161913.0,162194.1] || member(singleton(singleton(singleton(regular(element_relation)))),application_function) -> member(first(regular(element_relation)),cantor(singleton(regular(element_relation))))*.
% 299.74/300.45 162276[6:Res:162150.0,14382.0] || -> equal(ordered_pair(first(ordered_pair(regular(element_relation),omega)),second(ordered_pair(regular(element_relation),omega))),ordered_pair(regular(element_relation),omega))**.
% 299.74/300.45 162277[6:Res:162150.0,14306.0] || -> equal(ordered_pair(first(ordered_pair(regular(element_relation),x__dfg)),second(ordered_pair(regular(element_relation),x__dfg))),ordered_pair(regular(element_relation),x__dfg))**.
% 299.74/300.45 162284[6:Res:162150.0,17826.0] || subclass(domain_relation,u)* subclass(u,v)* -> member(ordered_pair(regular(element_relation),cantor(regular(element_relation))),v)*.
% 299.74/300.45 162472[0:SpR:48063.0,59078.0] || -> subclass(intersection(symmetric_difference(complement(u),power_class(complement(power_class(v)))),w),union(u,image(element_relation,power_class(v))))*.
% 299.74/300.45 162484[4:SpR:48063.0,59213.0] || -> subclass(union(null_class,symmetric_difference(complement(u),power_class(complement(power_class(v))))),union(u,image(element_relation,power_class(v))))*.
% 299.74/300.45 162508[0:SpR:48063.0,57711.0] || -> subclass(intersection(u,symmetric_difference(complement(v),power_class(complement(power_class(w))))),union(v,image(element_relation,power_class(w))))*.
% 299.74/300.45 162739[4:Rew:108911.0,162454.0] || -> subclass(regular(complement(symmetric_difference(complement(u),power_class(complement(power_class(v)))))),union(u,image(element_relation,power_class(v))))*.
% 299.74/300.45 162787[4:Rew:28748.0,162589.1,75578.0,162589.1,10134.0,162589.1,73795.0,162589.1] || equal(null_class,u) -> equal(union(u,image(element_relation,power_class(v))),complement(power_class(complement(power_class(v)))))**.
% 299.74/300.45 162940[0:SpR:48279.0,59078.0] || -> subclass(intersection(symmetric_difference(power_class(complement(power_class(u))),complement(v)),w),union(image(element_relation,power_class(u)),v))*.
% 299.74/300.45 162952[4:SpR:48279.0,59213.0] || -> subclass(union(null_class,symmetric_difference(power_class(complement(power_class(u))),complement(v))),union(image(element_relation,power_class(u)),v))*.
% 299.74/300.45 162976[0:SpR:48279.0,57711.0] || -> subclass(intersection(u,symmetric_difference(power_class(complement(power_class(v))),complement(w))),union(image(element_relation,power_class(v)),w))*.
% 299.74/300.45 163214[4:Rew:108911.0,162922.0] || -> subclass(regular(complement(symmetric_difference(power_class(complement(power_class(u))),complement(v)))),union(image(element_relation,power_class(u)),v))*.
% 299.74/300.45 164454[6:Res:162163.1,6525.0] || subclass(universal_class,symmetric_difference(u,cross_product(v,w))) -> member(regular(element_relation),complement(restrict(u,v,w)))*.
% 299.74/300.45 164456[6:Res:162163.1,47999.0] || subclass(universal_class,symmetric_difference(complement(u),power_class(v))) -> member(regular(element_relation),union(u,complement(power_class(v))))*.
% 299.74/300.45 164458[6:Res:162163.1,6526.0] || subclass(universal_class,symmetric_difference(cross_product(u,v),w)) -> member(regular(element_relation),complement(restrict(w,u,v)))*.
% 299.74/300.45 164459[6:Res:162163.1,48188.0] || subclass(universal_class,symmetric_difference(power_class(u),complement(v))) -> member(regular(element_relation),union(complement(power_class(u)),v))*.
% 299.74/300.45 164498[6:MRR:164493.1,736.1] || subclass(universal_class,cross_product(singleton(u),universal_class))* member(regular(element_relation),v)* -> member(u,cantor(v))*.
% 299.74/300.45 165215[0:Rew:76768.0,165071.2,76768.0,165071.0] || member(u,universal_class) subclass(universal_class,v) -> equal(u,null_class) member(apply(choice,u),v)*.
% 299.74/300.45 165725[4:MRR:165719.1,1042.0] || subclass(domain_relation,compose(u,v))* -> member(null_class,cantor(v)) member(null_class,image(u,range_of(null_class)))*.
% 299.74/300.45 165726[4:MRR:165718.1,1042.0] || equal(compose(u,v),domain_relation)** -> member(null_class,cantor(v))* member(null_class,image(u,range_of(null_class)))*.
% 299.74/300.45 167194[0:Res:101.0,7890.0] || -> subclass(domain_relation,u) equal(ordered_pair(first(not_subclass_element(domain_relation,u)),second(not_subclass_element(domain_relation,u))),not_subclass_element(domain_relation,u))**.
% 299.74/300.45 167195[0:Res:47.0,7890.0] || -> subclass(successor_relation,u) equal(ordered_pair(first(not_subclass_element(successor_relation,u)),second(not_subclass_element(successor_relation,u))),not_subclass_element(successor_relation,u))**.
% 299.74/300.45 167196[0:Res:21.0,7890.0] || -> subclass(element_relation,u) equal(ordered_pair(first(not_subclass_element(element_relation,u)),second(not_subclass_element(element_relation,u))),not_subclass_element(element_relation,u))**.
% 299.74/300.45 167200[0:Res:108.0,7890.0] || -> subclass(application_function,u) equal(ordered_pair(first(not_subclass_element(application_function,u)),second(not_subclass_element(application_function,u))),not_subclass_element(application_function,u))**.
% 299.74/300.45 167201[0:Res:98.0,7890.0] || -> subclass(composition_function,u) equal(ordered_pair(first(not_subclass_element(composition_function,u)),second(not_subclass_element(composition_function,u))),not_subclass_element(composition_function,u))**.
% 299.74/300.45 169922[4:Res:124011.0,421.1] || member(u,universal_class) -> member(u,successor(complement(intersection(successor(null_class),v))))* member(u,singleton(null_class)).
% 299.74/300.45 170033[4:Res:124171.0,421.1] || member(u,universal_class) -> member(u,successor(complement(intersection(v,successor(null_class)))))* member(u,singleton(null_class)).
% 299.74/300.45 170081[4:SpR:71286.1,129693.0] || subclass(intersection(u,complement(singleton(null_class))),successor(null_class))* -> subclass(intersection(u,complement(singleton(null_class))),null_class).
% 299.74/300.45 5092[3:SpR:5066.0,100.1] || member(ordered_pair(xf,inverse(xf)),cross_product(universal_class,universal_class)) -> member(ordered_pair(xf,ordered_pair(inverse(xf),null_class)),composition_function)*.
% 299.74/300.45 973[0:Res:26.2,945.1] || member(singleton(u),v)* member(singleton(u),w)* equal(complement(intersection(w,v)),universal_class)** -> .
% 299.74/300.45 7686[0:Res:6599.0,10.0] || subclass(cross_product(u,v),restrict(w,u,v))* -> equal(restrict(w,u,v),cross_product(u,v)).
% 299.74/300.45 7870[0:Res:7792.0,10.0] || subclass(complement(intersection(u,v)),symmetric_difference(u,v))* -> equal(complement(intersection(u,v)),symmetric_difference(u,v)).
% 299.74/300.45 11250[4:Res:11057.1,617.0] || equal(ordered_pair(u,v),cantor(xf)) -> equal(unordered_pair(u,singleton(v)),x__dfg)** equal(singleton(u),x__dfg).
% 299.74/300.45 13871[0:Obv:13824.0] || -> equal(not_subclass_element(unordered_pair(u,v),complement(w)),u)** member(v,w) subclass(unordered_pair(u,v),complement(w)).
% 299.74/300.45 13872[0:Obv:13823.0] || -> equal(not_subclass_element(unordered_pair(u,v),complement(w)),v)** member(u,w) subclass(unordered_pair(u,v),complement(w)).
% 299.74/300.45 13878[0:Res:429.1,125.0] || subclass(universal_class,cross_product(universal_class,cross_product(universal_class,universal_class))) -> member(ordered_pair(xf,ordered_pair(x__dfg,apply(xf,x__dfg))),application_function)*.
% 299.74/300.45 14392[0:Res:1042.0,937.0] || member(u,v)* -> equal(ordered_pair(first(ordered_pair(u,null_class)),second(ordered_pair(u,null_class))),ordered_pair(u,null_class))**.
% 299.74/300.45 14987[0:Obv:14980.1] || member(ordered_pair(u,v),compose(w,x)) -> subclass(singleton(v),image(w,image(x,singleton(u))))*.
% 299.74/300.45 16302[2:SpL:565.0,8051.0] || subclass(domain_relation,symmetric_difference(u,cross_product(v,w))) -> member(ordered_pair(null_class,null_class),complement(restrict(u,v,w)))*.
% 299.74/300.45 16303[2:SpL:566.0,8051.0] || subclass(domain_relation,symmetric_difference(cross_product(u,v),w)) -> member(ordered_pair(null_class,null_class),complement(restrict(w,u,v)))*.
% 299.74/300.45 16409[4:Res:192.1,12471.0] || -> equal(intersection(sum_class(range_of(null_class)),u),null_class) member(regular(intersection(sum_class(range_of(null_class)),u)),apply(null_class,v))*.
% 299.74/300.45 16426[4:Res:184.1,12471.0] || -> equal(intersection(u,sum_class(range_of(null_class))),null_class) member(regular(intersection(u,sum_class(range_of(null_class)))),apply(null_class,v))*.
% 299.74/300.45 16467[4:Res:192.1,12473.0] || -> equal(intersection(apply(null_class,u),v),null_class) member(regular(intersection(apply(null_class,u),v)),sum_class(range_of(null_class)))*.
% 299.74/300.45 16484[4:Res:184.1,12473.0] || -> equal(intersection(u,apply(null_class,v)),null_class) member(regular(intersection(u,apply(null_class,v))),sum_class(range_of(null_class)))*.
% 299.74/300.45 16769[2:SpL:565.0,16318.0] || equal(symmetric_difference(u,cross_product(v,w)),domain_relation) -> member(ordered_pair(null_class,null_class),complement(restrict(u,v,w)))*.
% 299.74/300.45 16770[2:SpL:566.0,16318.0] || equal(symmetric_difference(cross_product(u,v),w),domain_relation) -> member(ordered_pair(null_class,null_class),complement(restrict(w,u,v)))*.
% 299.74/300.45 16888[0:Rew:41.0,16880.0] || member(flip(cross_product(u,universal_class)),inverse(u)) -> member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),element_relation)*.
% 299.74/300.45 16889[0:Rew:56.0,16879.0] || member(restrict(element_relation,universal_class,u),sum_class(u)) -> member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),element_relation)*.
% 299.74/300.45 17003[0:SpL:565.0,672.0] || subclass(universal_class,symmetric_difference(u,cross_product(v,w))) -> member(unordered_pair(x,y),complement(restrict(u,v,w)))*.
% 299.74/300.45 17004[0:SpL:566.0,672.0] || subclass(universal_class,symmetric_difference(cross_product(u,v),w)) -> member(unordered_pair(x,y),complement(restrict(w,u,v)))*.
% 299.74/300.45 17212[0:Res:1040.2,725.1] || member(ordered_pair(u,v),cross_product(universal_class,universal_class))* subclass(composition_function,w) subclass(universal_class,complement(w))* -> .
% 299.74/300.45 20639[4:Res:17312.2,17917.0] || member(u,universal_class) subclass(domain_relation,cantor(ordered_pair(u,cantor(u))))* subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.45 21624[5:SpL:565.0,21266.0] || subclass(universal_class,symmetric_difference(u,cross_product(v,w))) -> member(sum_class(range_of(null_class)),complement(restrict(u,v,w)))*.
% 299.74/300.45 21625[5:SpL:566.0,21266.0] || subclass(universal_class,symmetric_difference(cross_product(u,v),w)) -> member(sum_class(range_of(null_class)),complement(restrict(w,u,v)))*.
% 299.74/300.45 23059[0:Res:51.1,3478.0] inductive(singleton(u)) || -> equal(image(successor_relation,singleton(u)),null_class) equal(regular(image(successor_relation,singleton(u))),u)**.
% 299.74/300.45 23517[0:Res:431.1,270.0] || subclass(ordered_pair(u,v),restrict(w,x,y))* -> member(unordered_pair(u,singleton(v)),cross_product(x,y)).
% 299.74/300.45 23533[2:Res:431.1,6873.0] || subclass(ordered_pair(u,v),regular(w))* member(unordered_pair(u,singleton(v)),w) -> equal(w,null_class).
% 299.74/300.45 23742[0:Res:417.2,6547.1] || subclass(u,intersection(v,w)) member(not_subclass_element(u,x),symmetric_difference(v,w))* -> subclass(u,x).
% 299.74/300.45 23745[0:Res:408.2,6547.1] || member(u,universal_class) subclass(universal_class,intersection(v,w)) member(sum_class(u),symmetric_difference(v,w))* -> .
% 299.74/300.45 23746[0:Res:407.2,6547.1] || member(u,universal_class) subclass(universal_class,intersection(v,w)) member(power_class(u),symmetric_difference(v,w))* -> .
% 299.74/300.45 23759[0:Res:431.1,6547.1] || subclass(ordered_pair(u,v),intersection(w,x)) member(unordered_pair(u,singleton(v)),symmetric_difference(w,x))* -> .
% 299.74/300.45 24860[2:Rew:3142.1,24859.1] || member(regular(u),intersection(v,singleton(u)))* -> equal(u,null_class) equal(intersection(v,singleton(u)),null_class).
% 299.74/300.45 24951[4:Res:192.1,12472.0] || -> equal(intersection(apply(null_class,u),v),null_class) member(regular(intersection(apply(null_class,u),v)),apply(null_class,w))*.
% 299.74/300.45 24975[4:Res:184.1,12472.0] || -> equal(intersection(u,apply(null_class,v)),null_class) member(regular(intersection(u,apply(null_class,v))),apply(null_class,w))*.
% 299.74/300.45 25139[2:Rew:3314.1,25138.1] || member(regular(u),intersection(singleton(u),v))* -> equal(u,null_class) equal(intersection(singleton(u),v),null_class).
% 299.74/300.45 26698[0:Res:3276.1,4.0] || subclass(union(u,v),w) -> equal(symmetric_difference(u,v),null_class) member(regular(symmetric_difference(u,v)),w)*.
% 299.74/300.45 26864[0:SpL:569.0,3481.0] || subclass(u,symmetric_difference(complement(v),complement(w)))* -> equal(u,null_class) member(regular(u),union(v,w)).
% 299.74/300.45 26896[0:Res:6600.0,3481.0] || -> equal(restrict(intersection(u,v),w,x),null_class) member(regular(restrict(intersection(u,v),w,x)),u)*.
% 299.74/300.45 27053[0:Res:6600.0,3482.0] || -> equal(restrict(intersection(u,v),w,x),null_class) member(regular(restrict(intersection(u,v),w,x)),v)*.
% 299.74/300.45 27189[0:Res:5691.1,4.0] || subclass(universal_class,symmetric_difference(u,v)) subclass(union(u,v),w)* -> member(unordered_pair(x,y),w)*.
% 299.74/300.45 27482[0:Res:13341.2,6535.0] || subclass(universal_class,symmetric_difference(complement(u),complement(v)))* -> equal(w,null_class) member(regular(w),union(u,v))*.
% 299.74/300.45 27768[0:Rew:58.0,27733.2,58.0,27733.1,58.0,27733.0] || member(power_class(u),universal_class) -> subclass(singleton(apply(choice,power_class(u))),power_class(u))* equal(power_class(u),null_class).
% 299.74/300.45 27814[4:Res:27755.1,10.0] || equal(power_class(u),cantor(xf)) subclass(power_class(u),singleton(x__dfg))* -> equal(power_class(u),singleton(x__dfg)).
% 299.74/300.45 27994[0:Res:9918.1,4.0] || member(u,universal_class) subclass(union(v,w),x)* -> member(u,complement(v))* member(u,x)*.
% 299.74/300.45 28270[0:Res:9919.1,4.0] || member(u,universal_class) subclass(union(v,w),x)* -> member(u,complement(w))* member(u,x)*.
% 299.74/300.45 28378[0:Res:283.1,4.0] || subclass(u,v) -> equal(restrict(u,w,x),null_class) member(regular(restrict(u,w,x)),v)*.
% 299.74/300.45 28637[4:Res:12455.1,14561.0] || member(not_subclass_element(u,intersection(compose(element_relation,universal_class),u)),element_relation)* -> subclass(u,intersection(compose(element_relation,universal_class),u)).
% 299.74/300.45 28661[0:Rew:32.0,28575.1] || member(not_subclass_element(u,restrict(u,v,w)),cross_product(v,w))* -> subclass(u,restrict(u,v,w)).
% 299.74/300.45 28680[0:MRR:28636.0,12502.1] || -> member(not_subclass_element(u,intersection(union(v,w),u)),complement(v))* subclass(u,intersection(union(v,w),u)).
% 299.74/300.45 28681[0:MRR:28635.0,12502.1] || -> member(not_subclass_element(u,intersection(union(v,w),u)),complement(w))* subclass(u,intersection(union(v,w),u)).
% 299.74/300.45 30898[4:Rew:29733.0,29153.1,28750.0,29153.1,29733.0,29153.0] || member(not_subclass_element(union(null_class,complement(u)),v),union(null_class,u))* -> subclass(union(null_class,complement(u)),v).
% 299.74/300.45 30904[4:Rew:28759.0,29379.1] || -> equal(union(null_class,apply(null_class,u)),null_class) member(regular(union(null_class,apply(null_class,u))),apply(null_class,v))*.
% 299.74/300.45 30905[4:Rew:28759.0,29380.1] || -> equal(union(null_class,apply(null_class,u)),null_class) member(regular(union(null_class,apply(null_class,u))),sum_class(range_of(null_class)))*.
% 299.74/300.45 30906[4:Rew:28759.0,29388.1] || -> equal(union(null_class,sum_class(range_of(null_class))),null_class) member(regular(union(null_class,sum_class(range_of(null_class)))),apply(null_class,u))*.
% 299.74/300.45 30907[4:Rew:28759.0,29403.1] || member(not_subclass_element(u,union(null_class,compose(element_relation,universal_class))),element_relation)* -> subclass(u,union(null_class,compose(element_relation,universal_class))).
% 299.74/300.45 30908[4:Rew:28759.0,29416.1] || member(regular(union(null_class,regular(u))),u)* -> equal(union(null_class,regular(u)),null_class) equal(u,null_class).
% 299.74/300.45 29449[4:Rew:28759.0,27473.0] || equal(union(null_class,symmetric_difference(complement(u),complement(v))),universal_class)** -> member(ordered_pair(null_class,null_class),union(u,v)).
% 299.74/300.45 29450[5:Rew:28759.0,27458.0] || equal(union(null_class,symmetric_difference(complement(u),complement(v))),universal_class)** -> member(sum_class(range_of(null_class)),union(u,v)).
% 299.74/300.45 29451[5:Rew:28759.0,27452.0] || equal(union(null_class,symmetric_difference(complement(u),complement(v))),universal_class)** -> member(apply(null_class,w),union(u,v))*.
% 299.74/300.45 29453[4:Rew:28759.0,27475.0] || equal(union(null_class,symmetric_difference(complement(u),complement(v))),domain_relation)** -> member(ordered_pair(null_class,null_class),union(u,v)).
% 299.74/300.45 30909[4:Rew:28759.0,29471.1] || -> equal(union(null_class,symmetric_difference(u,v)),null_class) member(regular(union(null_class,symmetric_difference(u,v))),union(u,v))*.
% 299.74/300.45 30910[4:Rew:28759.0,29484.1] || -> equal(union(null_class,restrict(u,v,w)),null_class) member(regular(union(null_class,restrict(u,v,w))),u)*.
% 299.74/300.45 30911[4:Rew:28759.0,29555.1] || member(not_subclass_element(union(null_class,u),intersection(v,u)),v)* -> subclass(union(null_class,u),intersection(v,u)).
% 299.74/300.45 32849[0:SpR:8781.1,71.0] || -> equal(cross_product(singleton(u),universal_class),null_class) equal(apply(regular(cross_product(singleton(u),universal_class)),u),sum_class(range_of(null_class)))**.
% 299.74/300.45 33019[0:SpR:32996.0,236.1] || member(inverse(cross_product(u,universal_class)),universal_class) -> member(ordered_pair(inverse(cross_product(u,universal_class)),image(universal_class,u)),domain_relation)*.
% 299.74/300.45 33416[4:Rew:28759.0,33375.1] || member(regular(intersection(u,union(null_class,v))),complement(v))* -> equal(intersection(u,union(null_class,v)),null_class).
% 299.74/300.45 33791[4:Rew:28759.0,33742.1] || member(regular(intersection(union(null_class,u),v)),complement(u))* -> equal(intersection(union(null_class,u),v),null_class).
% 299.74/300.45 34105[0:SpL:116.0,6316.1] || member(u,universal_class) subclass(universal_class,symmetric_difference(v,w)) -> member(sum_class(u),complement(intersection(v,w)))*.
% 299.74/300.45 34512[0:SpL:116.0,6375.1] || member(u,universal_class) subclass(universal_class,symmetric_difference(v,w)) -> member(power_class(u),complement(intersection(v,w)))*.
% 299.74/300.45 35927[4:SpR:28759.0,9310.0] || -> equal(union(intersection(u,complement(v)),intersection(complement(u),union(null_class,v))),complement(symmetric_difference(u,complement(v))))**.
% 299.74/300.45 35944[4:SpR:28759.0,9310.0] || -> equal(union(intersection(complement(u),v),intersection(union(null_class,u),complement(v))),complement(symmetric_difference(complement(u),v)))**.
% 299.74/300.45 36360[2:Obv:36345.0] || -> equal(regular(unordered_pair(u,v)),u) subclass(v,complement(unordered_pair(u,v)))* equal(unordered_pair(u,v),null_class).
% 299.74/300.45 36361[2:Obv:36344.0] || -> equal(regular(unordered_pair(u,v)),v) subclass(u,complement(unordered_pair(u,v)))* equal(unordered_pair(u,v),null_class).
% 299.74/300.45 36693[4:SpL:29733.0,3480.0] || subclass(u,union(null_class,complement(v)))* member(regular(u),union(null_class,v)) -> equal(u,null_class).
% 299.74/300.45 36694[4:SpL:29733.0,6535.0] || member(u,symmetric_difference(union(null_class,complement(v)),complement(w)))* -> member(u,union(union(null_class,v),w)).
% 299.74/300.45 36699[4:SpL:29733.0,6535.0] || member(u,symmetric_difference(complement(v),union(null_class,complement(w))))* -> member(u,union(v,union(null_class,w))).
% 299.74/300.45 37383[0:SpL:116.0,7884.0] || subclass(u,symmetric_difference(v,w)) -> subclass(u,x) member(not_subclass_element(u,x),complement(intersection(v,w)))*.
% 299.74/300.45 37705[0:Res:285.1,27.1] || member(not_subclass_element(restrict(complement(u),v,w),x),u)* -> subclass(restrict(complement(u),v,w),x).
% 299.74/300.45 38504[4:Res:406.1,17395.0] || subclass(universal_class,cantor(regular(cross_product(singleton(singleton(u)),universal_class))))* -> equal(cross_product(singleton(singleton(u)),universal_class),null_class).
% 299.74/300.45 39157[4:SpR:8226.0,35696.1] || member(inverse(restrict(cross_product(u,universal_class),v,w)),universal_class)* -> member(image(cross_product(v,w),u),universal_class).
% 299.74/300.45 39252[0:MRR:39235.0,138.0] || member(complement(u),universal_class) -> member(singleton(complement(u)),u)* member(singleton(singleton(singleton(complement(u)))),element_relation)*.
% 299.74/300.45 39607[9:Rew:39510.1,39516.2] function(cantor(u)) function(v) || equal(cantor(cantor(w)),universal_class) -> compatible(v,w,u)*.
% 299.74/300.45 40545[9:Rew:40368.1,40486.2] one_to_one(u) || member(inverse(u),cantor(regular(cross_product(null_class,universal_class))))* -> equal(cross_product(null_class,universal_class),null_class).
% 299.74/300.45 41664[4:Rew:36664.0,41605.1] || member(not_subclass_element(union(null_class,complement(u)),v),union(u,u))* -> subclass(union(null_class,complement(u)),v).
% 299.74/300.45 41624[4:SpL:36664.0,3480.0] || subclass(u,union(null_class,complement(v)))* member(regular(u),union(v,v))* -> equal(u,null_class).
% 299.74/300.45 41625[4:SpL:36664.0,6535.0] || member(u,symmetric_difference(union(null_class,complement(v)),complement(w)))* -> member(u,union(union(v,v),w))*.
% 299.74/300.45 41630[4:SpL:36664.0,6535.0] || member(u,symmetric_difference(complement(v),union(null_class,complement(w))))* -> member(u,union(v,union(w,w)))*.
% 299.74/300.45 41725[4:SpR:314.0,17398.1] || subclass(domain_relation,rotate(u)) -> member(ordered_pair(ordered_pair(v,cantor(singleton(singleton(singleton(v))))),singleton(v)),u)*.
% 299.74/300.45 41737[4:Res:17398.1,27.1] || subclass(domain_relation,rotate(complement(u))) member(ordered_pair(ordered_pair(v,cantor(ordered_pair(w,v))),w),u)* -> .
% 299.74/300.45 41741[4:Res:17398.1,24.0] || subclass(domain_relation,rotate(intersection(u,v)))* -> member(ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),x),u)*.
% 299.74/300.45 41742[4:Res:17398.1,25.0] || subclass(domain_relation,rotate(intersection(u,v)))* -> member(ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),x),v)*.
% 299.74/300.45 41766[4:Res:17398.1,40266.0] || subclass(domain_relation,rotate(successor(null_class))) -> member(ordered_pair(ordered_pair(u,cantor(ordered_pair(v,u))),v),singleton(null_class))*.
% 299.74/300.45 41783[4:Res:17398.1,110.0] || subclass(domain_relation,rotate(application_function)) -> equal(apply(ordered_pair(u,cantor(ordered_pair(ordered_pair(v,w),u))),v),w)**.
% 299.74/300.45 41837[4:SpR:314.0,17399.1] || subclass(domain_relation,flip(u)) -> member(ordered_pair(ordered_pair(v,singleton(v)),cantor(singleton(singleton(singleton(v))))),u)*.
% 299.74/300.45 41844[4:SpR:314.0,17399.1] || subclass(domain_relation,flip(u)) -> member(ordered_pair(singleton(singleton(singleton(v))),cantor(ordered_pair(v,singleton(v)))),u)*.
% 299.74/300.45 41855[4:Res:17399.1,27.1] || subclass(domain_relation,flip(complement(u))) member(ordered_pair(ordered_pair(v,w),cantor(ordered_pair(w,v))),u)* -> .
% 299.74/300.45 41859[4:Res:17399.1,24.0] || subclass(domain_relation,flip(intersection(u,v)))* -> member(ordered_pair(ordered_pair(w,x),cantor(ordered_pair(x,w))),u)*.
% 299.74/300.45 41860[4:Res:17399.1,25.0] || subclass(domain_relation,flip(intersection(u,v)))* -> member(ordered_pair(ordered_pair(w,x),cantor(ordered_pair(x,w))),v)*.
% 299.74/300.45 41884[4:Res:17399.1,40266.0] || subclass(domain_relation,flip(successor(null_class))) -> member(ordered_pair(ordered_pair(u,v),cantor(ordered_pair(v,u))),singleton(null_class))*.
% 299.74/300.45 41983[0:Res:3143.2,27.1] || subclass(u,complement(v)) member(regular(intersection(w,u)),v)* -> equal(intersection(w,u),null_class).
% 299.74/300.45 41987[0:Res:3143.2,24.0] || subclass(u,intersection(v,w))* -> equal(intersection(x,u),null_class) member(regular(intersection(x,u)),v)*.
% 299.74/300.45 41988[0:Res:3143.2,25.0] || subclass(u,intersection(v,w))* -> equal(intersection(x,u),null_class) member(regular(intersection(x,u)),w)*.
% 299.74/300.45 42012[4:Res:3143.2,40266.0] || subclass(u,successor(null_class)) -> equal(intersection(v,u),null_class) member(regular(intersection(v,u)),singleton(null_class))*.
% 299.74/300.45 42510[0:Res:3145.1,628.0] || -> equal(intersection(u,intersection(singleton(v),w)),null_class) equal(regular(intersection(u,intersection(singleton(v),w))),v)**.
% 299.74/300.45 43106[0:Res:3146.1,628.0] || -> equal(intersection(u,intersection(v,singleton(w))),null_class) equal(regular(intersection(u,intersection(v,singleton(w)))),w)**.
% 299.74/300.45 43443[0:Res:3315.2,27.1] || subclass(u,complement(v)) member(regular(intersection(u,w)),v)* -> equal(intersection(u,w),null_class).
% 299.74/300.45 43447[0:Res:3315.2,24.0] || subclass(u,intersection(v,w))* -> equal(intersection(u,x),null_class) member(regular(intersection(u,x)),v)*.
% 299.74/300.45 43448[0:Res:3315.2,25.0] || subclass(u,intersection(v,w))* -> equal(intersection(u,x),null_class) member(regular(intersection(u,x)),w)*.
% 299.74/300.45 43472[4:Res:3315.2,40266.0] || subclass(u,successor(null_class)) -> equal(intersection(u,v),null_class) member(regular(intersection(u,v)),singleton(null_class))*.
% 299.74/300.45 43938[0:Res:3317.1,628.0] || -> equal(intersection(intersection(singleton(u),v),w),null_class) equal(regular(intersection(intersection(singleton(u),v),w)),u)**.
% 299.74/300.45 44473[0:Res:3318.1,628.0] || -> equal(intersection(intersection(u,singleton(v)),w),null_class) equal(regular(intersection(intersection(u,singleton(v)),w)),v)**.
% 299.74/300.45 45062[0:Res:60.0,3479.0] || subclass(cross_product(universal_class,universal_class),u) -> equal(compose(v,w),null_class) member(regular(compose(v,w)),u)*.
% 299.74/300.45 45067[0:Res:38.0,3479.0] || subclass(cross_product(cross_product(universal_class,universal_class),universal_class),u)* -> equal(flip(v),null_class) member(regular(flip(v)),u)*.
% 299.74/300.45 45068[0:Res:35.0,3479.0] || subclass(cross_product(cross_product(universal_class,universal_class),universal_class),u)* -> equal(rotate(v),null_class) member(regular(rotate(v)),u)*.
% 299.74/300.45 45121[4:Res:18517.0,3479.0] || subclass(apply(null_class,u),v)* -> equal(apply(null_class,w),null_class) member(regular(apply(null_class,w)),v)*.
% 299.74/300.45 45122[4:Res:18097.0,3479.0] || subclass(apply(null_class,u),v)* -> equal(sum_class(range_of(null_class)),null_class) member(regular(sum_class(range_of(null_class))),v)*.
% 299.74/300.45 45123[4:Res:18754.0,3479.0] || subclass(sum_class(range_of(null_class)),u) -> equal(apply(null_class,v),null_class) member(regular(apply(null_class,v)),u)*.
% 299.74/300.45 45124[4:Res:31805.0,3479.0] || subclass(union(u,u),v)* -> equal(union(null_class,u),null_class) member(regular(union(null_class,u)),v)*.
% 299.74/300.45 45126[2:Res:35620.0,3479.0] || subclass(complement(u),v) -> equal(u,null_class) equal(regular(u),null_class) member(regular(regular(u)),v)*.
% 299.74/300.45 45131[2:Res:36356.0,3479.0] || subclass(complement(singleton(u)),v)* -> equal(singleton(u),null_class) equal(u,null_class) member(regular(u),v).
% 299.74/300.45 45720[4:SpR:41644.0,27749.0] || -> subclass(singleton(regular(power_class(union(u,u)))),power_class(union(u,u)))* equal(power_class(union(null_class,u)),null_class).
% 299.74/300.45 45743[4:SpR:41644.0,27749.0] || -> subclass(singleton(regular(power_class(union(null_class,u)))),power_class(union(null_class,u)))* equal(power_class(union(u,u)),null_class).
% 299.74/300.45 46687[6:Res:46629.1,885.1] || subclass(intersection(u,v),null_class)* member(null_class,union(u,v)) -> member(null_class,symmetric_difference(u,v)).
% 299.74/300.45 46770[4:SpL:28759.0,9516.0] || equal(u,union(null_class,v))* member(w,universal_class) -> member(w,complement(v))* member(w,u)*.
% 299.74/300.45 46905[5:Res:21248.1,6525.0] || subclass(universal_class,symmetric_difference(u,cross_product(v,w))) -> member(apply(null_class,x),complement(restrict(u,v,w)))*.
% 299.74/300.45 46930[0:Res:429.1,6525.0] || subclass(universal_class,symmetric_difference(u,cross_product(v,w))) -> member(ordered_pair(x,y),complement(restrict(u,v,w)))*.
% 299.74/300.45 47087[5:Res:21248.1,6526.0] || subclass(universal_class,symmetric_difference(cross_product(u,v),w)) -> member(apply(null_class,x),complement(restrict(w,u,v)))*.
% 299.74/300.45 47112[0:Res:429.1,6526.0] || subclass(universal_class,symmetric_difference(cross_product(u,v),w)) -> member(ordered_pair(x,y),complement(restrict(w,u,v)))*.
% 299.74/300.45 47687[0:Rew:8091.0,47611.1] || equal(u,universal_class) -> equal(complement(intersection(power_class(v),power_class(universal_class))),complement(intersection(power_class(v),power_class(u))))*.
% 299.74/300.45 47688[0:Rew:8015.0,47630.1] || equal(u,universal_class) -> equal(complement(intersection(power_class(universal_class),power_class(v))),complement(intersection(power_class(u),power_class(v))))*.
% 299.74/300.45 47692[4:Rew:28759.0,47691.0] || -> equal(complement(intersection(power_class(union(null_class,u)),power_class(v))),complement(intersection(power_class(union(u,u)),power_class(v))))*.
% 299.74/300.45 47696[4:Rew:28759.0,47695.0] || -> equal(complement(intersection(power_class(u),power_class(union(null_class,v)))),complement(intersection(power_class(u),power_class(union(v,v)))))*.
% 299.74/300.45 47839[0:Res:5957.2,628.0] || member(inverse(u),universal_class) subclass(domain_relation,singleton(v))* -> equal(ordered_pair(inverse(u),range_of(u)),v)*.
% 299.74/300.45 48015[0:Rew:47963.0,23991.0] || -> subclass(complement(union(u,intersection(complement(v),power_class(w)))),intersection(complement(u),union(v,complement(power_class(w)))))*.
% 299.74/300.45 48084[0:Rew:47963.0,40988.0] || -> member(not_subclass_element(u,image(element_relation,power_class(v))),power_class(complement(power_class(v))))* subclass(u,image(element_relation,power_class(v))).
% 299.74/300.45 48110[0:Rew:47963.0,8028.0] || subclass(universal_class,union(u,complement(power_class(v)))) member(singleton(w),intersection(complement(u),power_class(v)))* -> .
% 299.74/300.45 48148[0:Rew:47963.0,24013.0] || -> subclass(complement(union(intersection(complement(u),power_class(v)),w)),intersection(union(u,complement(power_class(v))),complement(w)))*.
% 299.74/300.45 48153[0:Rew:47963.0,28213.1] || equal(complement(successor(intersection(complement(u),power_class(v)))),universal_class)** -> member(x__dfg,union(u,complement(power_class(v)))).
% 299.74/300.45 48154[0:Rew:47963.0,28334.1] || equal(complement(successor(intersection(complement(u),power_class(v)))),universal_class)** -> member(omega,union(u,complement(power_class(v)))).
% 299.74/300.45 48157[0:Rew:47963.0,28445.1] || equal(complement(successor(intersection(complement(u),power_class(v)))),universal_class)** -> member(null_class,union(u,complement(power_class(v)))).
% 299.74/300.45 48204[0:Rew:47963.0,23994.0] || -> subclass(complement(union(u,intersection(power_class(v),complement(w)))),intersection(complement(u),union(complement(power_class(v)),w)))*.
% 299.74/300.45 48232[0:Rew:47963.0,46121.0] || member(not_subclass_element(intersection(u,power_class(v)),w),complement(power_class(v)))* -> subclass(intersection(u,power_class(v)),w).
% 299.74/300.45 48233[0:Rew:47963.0,46758.2] || equal(u,power_class(v))* member(w,universal_class) -> member(w,complement(power_class(v)))* member(w,u)*.
% 299.74/300.45 48277[0:Rew:47963.0,8350.0] || -> subclass(symmetric_difference(power_class(complement(power_class(u))),complement(singleton(image(element_relation,power_class(u))))),successor(image(element_relation,power_class(u))))*.
% 299.74/300.45 48340[0:Rew:47963.0,37972.0] || member(regular(image(element_relation,power_class(u))),power_class(complement(power_class(u))))* -> equal(image(element_relation,power_class(u)),null_class).
% 299.74/300.45 48344[4:Rew:47963.0,38866.0] || equal(power_class(complement(power_class(u))),singleton(singleton(null_class))) member(singleton(null_class),image(element_relation,power_class(u)))* -> .
% 299.74/300.45 48398[0:Rew:47963.0,8105.0] || subclass(universal_class,union(complement(power_class(u)),v)) member(singleton(w),intersection(power_class(u),complement(v)))* -> .
% 299.74/300.45 48436[0:Rew:47963.0,24016.0] || -> subclass(complement(union(intersection(power_class(u),complement(v)),w)),intersection(union(complement(power_class(u)),v),complement(w)))*.
% 299.74/300.45 48441[0:Rew:47963.0,28216.1] || equal(complement(successor(intersection(power_class(u),complement(v)))),universal_class)** -> member(x__dfg,union(complement(power_class(u)),v)).
% 299.74/300.45 48442[0:Rew:47963.0,28337.1] || equal(complement(successor(intersection(power_class(u),complement(v)))),universal_class)** -> member(omega,union(complement(power_class(u)),v)).
% 299.74/300.45 48445[0:Rew:47963.0,28448.1] || equal(complement(successor(intersection(power_class(u),complement(v)))),universal_class)** -> member(null_class,union(complement(power_class(u)),v)).
% 299.74/300.45 48527[0:Rew:47963.0,46496.0] || member(not_subclass_element(intersection(power_class(u),v),w),complement(power_class(u)))* -> subclass(intersection(power_class(u),v),w).
% 299.74/300.45 48836[0:Rew:47963.0,48065.1] || -> member(not_subclass_element(u,power_class(complement(power_class(v)))),image(element_relation,power_class(v)))* subclass(u,power_class(complement(power_class(v)))).
% 299.74/300.45 50175[0:SpL:25457.1,47979.0] || equal(u,universal_class) member(not_subclass_element(power_class(universal_class),v),complement(power_class(universal_class)))* -> subclass(power_class(u),v)*.
% 299.74/300.45 50176[0:SpL:25457.1,47979.0] || equal(u,universal_class) member(not_subclass_element(power_class(u),v),complement(power_class(u)))* -> subclass(power_class(universal_class),v).
% 299.74/300.45 50249[4:Res:19302.1,47968.0] || equal(image(element_relation,power_class(u)),singleton(singleton(null_class))) member(singleton(null_class),power_class(complement(power_class(u))))* -> .
% 299.74/300.45 50309[0:SpR:47963.0,530.3] function(element_relation) || member(complement(u),universal_class) subclass(universal_class,v) -> member(complement(power_class(u)),v)*.
% 299.74/300.45 50495[0:Rew:50323.0,45137.1] || subclass(power_class(universal_class),u)* -> member(v,complement(power_class(universal_class)))* equal(singleton(v),null_class) member(v,u)*.
% 299.74/300.45 50497[0:Rew:50323.0,25185.2] || equal(u,universal_class) member(v,universal_class) -> member(v,complement(power_class(universal_class)))* member(v,power_class(u))*.
% 299.74/300.45 50519[0:Rew:50323.0,33351.1] || equal(u,universal_class) member(not_subclass_element(power_class(u),v),complement(power_class(universal_class)))* -> subclass(power_class(universal_class),v).
% 299.74/300.45 50520[0:Rew:50323.0,33322.1] || equal(u,universal_class) member(not_subclass_element(power_class(u),v),complement(power_class(universal_class)))* -> subclass(power_class(u),v).
% 299.74/300.45 51129[0:Rew:50323.0,50534.2] || equal(u,universal_class) -> member(not_subclass_element(v,complement(power_class(universal_class))),power_class(u))* subclass(v,complement(power_class(universal_class))).
% 299.74/300.45 50788[4:Rew:50325.0,45138.1] || subclass(power_class(null_class),u)* -> member(v,complement(power_class(null_class)))* equal(singleton(v),null_class) member(v,u)*.
% 299.74/300.45 51135[4:Rew:28759.0,50819.1] || member(u,universal_class) -> member(u,complement(power_class(union(null_class,v))))* member(u,power_class(union(v,v)))*.
% 299.74/300.45 51498[4:SpR:47746.1,49204.0] || equal(power_class(u),null_class) -> equal(union(image(element_relation,power_class(u)),v),union(complement(power_class(universal_class)),v))**.
% 299.74/300.45 51499[0:SpR:25086.1,49204.0] || equal(power_class(u),universal_class) -> equal(union(image(element_relation,power_class(u)),v),union(complement(power_class(null_class)),v))**.
% 299.74/300.45 51693[4:SpR:47746.1,49205.0] || equal(power_class(u),null_class) -> equal(union(v,image(element_relation,power_class(u))),union(v,complement(power_class(universal_class))))**.
% 299.74/300.45 51694[0:SpR:25086.1,49205.0] || equal(power_class(u),universal_class) -> equal(union(v,image(element_relation,power_class(u))),union(v,complement(power_class(null_class))))**.
% 299.74/300.45 51848[4:SpL:28759.0,47999.0] || member(u,symmetric_difference(union(null_class,v),power_class(w)))* -> member(u,union(complement(v),complement(power_class(w)))).
% 299.74/300.45 51870[5:Res:21248.1,47999.0] || subclass(universal_class,symmetric_difference(complement(u),power_class(v))) -> member(apply(null_class,w),union(u,complement(power_class(v))))*.
% 299.74/300.45 51872[0:Res:405.1,47999.0] || subclass(universal_class,symmetric_difference(complement(u),power_class(v))) -> member(unordered_pair(w,x),union(u,complement(power_class(v))))*.
% 299.74/300.45 51879[5:Res:21256.1,47999.0] || subclass(universal_class,symmetric_difference(complement(u),power_class(v))) -> member(sum_class(range_of(null_class)),union(u,complement(power_class(v))))*.
% 299.74/300.45 51895[0:Res:429.1,47999.0] || subclass(universal_class,symmetric_difference(complement(u),power_class(v))) -> member(ordered_pair(w,x),union(u,complement(power_class(v))))*.
% 299.74/300.45 51896[2:Res:31230.1,47999.0] || equal(symmetric_difference(complement(u),power_class(v)),domain_relation) -> member(ordered_pair(null_class,null_class),union(u,complement(power_class(v))))*.
% 299.74/300.45 51897[2:Res:7349.1,47999.0] || subclass(domain_relation,symmetric_difference(complement(u),power_class(v))) -> member(ordered_pair(null_class,null_class),union(u,complement(power_class(v))))*.
% 299.74/300.45 51958[4:SpL:28759.0,48188.0] || member(u,symmetric_difference(power_class(v),union(null_class,w)))* -> member(u,union(complement(power_class(v)),complement(w))).
% 299.74/300.45 51985[5:Res:21248.1,48188.0] || subclass(universal_class,symmetric_difference(power_class(u),complement(v))) -> member(apply(null_class,w),union(complement(power_class(u)),v))*.
% 299.74/300.45 51987[0:Res:405.1,48188.0] || subclass(universal_class,symmetric_difference(power_class(u),complement(v))) -> member(unordered_pair(w,x),union(complement(power_class(u)),v))*.
% 299.74/300.45 51994[5:Res:21256.1,48188.0] || subclass(universal_class,symmetric_difference(power_class(u),complement(v))) -> member(sum_class(range_of(null_class)),union(complement(power_class(u)),v))*.
% 299.74/300.45 52010[0:Res:429.1,48188.0] || subclass(universal_class,symmetric_difference(power_class(u),complement(v))) -> member(ordered_pair(w,x),union(complement(power_class(u)),v))*.
% 299.74/300.45 52011[2:Res:31230.1,48188.0] || equal(symmetric_difference(power_class(u),complement(v)),domain_relation) -> member(ordered_pair(null_class,null_class),union(complement(power_class(u)),v))*.
% 299.74/300.45 52012[2:Res:7349.1,48188.0] || subclass(domain_relation,symmetric_difference(power_class(u),complement(v))) -> member(ordered_pair(null_class,null_class),union(complement(power_class(u)),v))*.
% 299.74/300.45 52068[0:SpR:9395.0,7792.0] || -> subclass(symmetric_difference(successor(u),union(complement(u),complement(singleton(u)))),complement(symmetric_difference(complement(u),complement(singleton(u)))))*.
% 299.74/300.45 52152[0:SpL:9395.0,3481.0] || subclass(u,symmetric_difference(complement(v),complement(singleton(v))))* -> equal(u,null_class) member(regular(u),successor(v)).
% 299.74/300.45 52574[4:MRR:52573.0,35099.1] || equal(compose(u,v),cantor(v))** member(v,universal_class) subclass(domain_relation,complement(compose_class(u)))* -> .
% 299.74/300.45 52650[4:Res:882.2,50055.1] || member(u,cross_product(v,w))* member(u,x)* equal(restrict(x,v,w),null_class)** -> .
% 299.74/300.45 52677[4:Res:1068.3,50055.1] || member(u,universal_class)* member(v,universal_class)* equal(successor(v),u)* equal(successor_relation,null_class) -> .
% 299.74/300.45 52701[4:Res:61.1,50055.1] || member(ordered_pair(u,v),compose(w,x))* equal(image(w,image(x,singleton(u))),null_class) -> .
% 299.74/300.45 53002[4:Rew:28748.0,52912.1] || equal(null_class,u) member(regular(union(u,v)),complement(v))* -> equal(union(u,v),null_class).
% 299.74/300.45 54395[0:Res:59.1,6314.0] || member(u,universal_class) subclass(universal_class,v)* subclass(v,w)* -> member(sum_class(power_class(u)),w)*.
% 299.74/300.45 54396[0:Res:57.1,6314.0] || member(u,universal_class) subclass(universal_class,v)* subclass(v,w)* -> member(sum_class(sum_class(u)),w)*.
% 299.74/300.45 54400[0:Res:6254.1,6314.0] function(u) || subclass(universal_class,v)* subclass(v,w)* -> member(sum_class(apply(u,x)),w)*.
% 299.74/300.45 54404[0:Res:12502.1,6314.0] || subclass(universal_class,u)* subclass(u,v)* -> subclass(w,x) member(sum_class(not_subclass_element(w,x)),v)*.
% 299.74/300.45 54405[4:Res:35099.1,6314.0] || member(u,universal_class) subclass(universal_class,v)* subclass(v,w)* -> member(sum_class(cantor(u)),w)*.
% 299.74/300.45 54559[0:Res:59.1,6373.0] || member(u,universal_class) subclass(universal_class,v)* subclass(v,w)* -> member(power_class(power_class(u)),w)*.
% 299.74/300.45 54560[0:Res:57.1,6373.0] || member(u,universal_class) subclass(universal_class,v)* subclass(v,w)* -> member(power_class(sum_class(u)),w)*.
% 299.74/300.45 54564[0:Res:6254.1,6373.0] function(u) || subclass(universal_class,v)* subclass(v,w)* -> member(power_class(apply(u,x)),w)*.
% 299.74/300.45 54568[0:Res:12502.1,6373.0] || subclass(universal_class,u)* subclass(u,v)* -> subclass(w,x) member(power_class(not_subclass_element(w,x)),v)*.
% 299.74/300.45 54569[4:Res:35099.1,6373.0] || member(u,universal_class) subclass(universal_class,v)* subclass(v,w)* -> member(power_class(cantor(u)),w)*.
% 299.74/300.45 55008[2:Obv:54987.2] || subclass(u,v) member(regular(u),singleton(v))* -> equal(u,null_class) equal(singleton(v),null_class).
% 299.74/300.45 55608[4:Res:11057.1,47998.0] || equal(intersection(complement(u),power_class(v)),cantor(xf)) member(x__dfg,union(u,complement(power_class(v))))* -> .
% 299.74/300.45 55624[6:Res:32644.1,47998.0] || equal(intersection(complement(u),power_class(v)),successor(null_class)) member(null_class,union(u,complement(power_class(v))))* -> .
% 299.74/300.45 55625[6:Res:32575.1,47998.0] || equal(intersection(complement(u),power_class(v)),singleton(null_class)) member(null_class,union(u,complement(power_class(v))))* -> .
% 299.74/300.45 55755[4:Res:11057.1,48187.0] || equal(intersection(power_class(u),complement(v)),cantor(xf)) member(x__dfg,union(complement(power_class(u)),v))* -> .
% 299.74/300.45 55771[6:Res:32644.1,48187.0] || equal(intersection(power_class(u),complement(v)),successor(null_class)) member(null_class,union(complement(power_class(u)),v))* -> .
% 299.74/300.45 55772[6:Res:32575.1,48187.0] || equal(intersection(power_class(u),complement(v)),singleton(null_class)) member(null_class,union(complement(power_class(u)),v))* -> .
% 299.74/300.45 55882[4:Res:11057.1,8686.2] || equal(union(u,v),cantor(xf))** member(x__dfg,complement(v))* member(x__dfg,complement(u))* -> .
% 299.74/300.45 55897[6:Res:49515.1,8686.2] || equal(complement(union(u,v)),null_class)** member(null_class,complement(v)) member(null_class,complement(u)) -> .
% 299.74/300.45 55898[6:Res:32644.1,8686.2] || equal(union(u,v),successor(null_class))** member(null_class,complement(v))* member(null_class,complement(u))* -> .
% 299.74/300.45 55899[6:Res:32575.1,8686.2] || equal(union(u,v),singleton(null_class))** member(null_class,complement(v))* member(null_class,complement(u))* -> .
% 299.74/300.45 56161[4:SpR:23551.0,27909.1] || equal(u,universal_class) -> equal(regular(ordered_pair(v,w)),singleton(v)) member(regular(ordered_pair(v,w)),u)*.
% 299.74/300.45 56162[2:SpR:23551.0,405.1] || subclass(universal_class,u) -> equal(regular(ordered_pair(v,w)),singleton(v)) member(regular(ordered_pair(v,w)),u)*.
% 299.74/300.45 56177[2:SpL:23551.0,16812.0] || subclass(universal_class,complement(unordered_pair(regular(ordered_pair(u,v)),w)))* -> equal(regular(ordered_pair(u,v)),singleton(u)).
% 299.74/300.45 56178[2:SpL:23551.0,16903.0] || equal(complement(unordered_pair(regular(ordered_pair(u,v)),w)),universal_class)** -> equal(regular(ordered_pair(u,v)),singleton(u)).
% 299.74/300.45 56209[2:SpL:23551.0,16811.0] || subclass(universal_class,complement(unordered_pair(u,regular(ordered_pair(v,w)))))* -> equal(regular(ordered_pair(v,w)),singleton(v)).
% 299.74/300.45 56210[2:SpL:23551.0,16895.0] || equal(complement(unordered_pair(u,regular(ordered_pair(v,w)))),universal_class)** -> equal(regular(ordered_pair(v,w)),singleton(v)).
% 299.74/300.45 56361[0:SpL:29.0,6546.1] || member(u,symmetric_difference(complement(v),complement(w)))* subclass(union(v,w),x)* -> member(u,x)*.
% 299.74/300.45 56368[0:Res:65.1,6546.1] function(complement(intersection(u,v))) || member(w,symmetric_difference(u,v))* -> member(w,cross_product(universal_class,universal_class)).
% 299.74/300.45 56399[4:Rew:10128.0,56307.1,28752.1,56307.0] || member(u,union(v,regular(v)))* subclass(universal_class,w)* -> equal(v,null_class) member(u,w)*.
% 299.74/300.45 56401[4:Rew:46325.1,56400.1] || subclass(u,null_class) member(v,union(u,w))* subclass(universal_class,x)* -> member(v,x)*.
% 299.74/300.45 56403[4:Rew:29042.1,56402.0] || member(u,union(v,singleton(w)))* subclass(universal_class,x)* -> member(w,v) member(u,x)*.
% 299.74/300.45 56406[4:Rew:29049.1,56405.0] || member(u,union(singleton(v),w))* subclass(universal_class,x)* -> member(v,w) member(u,x)*.
% 299.74/300.45 56414[4:Rew:45997.1,56413.1] || subclass(u,null_class) member(v,union(w,u))* subclass(universal_class,x)* -> member(v,x)*.
% 299.74/300.45 57109[0:Res:6563.2,628.0] || subclass(u,singleton(v))* -> subclass(intersection(w,u),x) equal(not_subclass_element(intersection(w,u),x),v)*.
% 299.74/300.45 57998[4:Res:57812.0,3478.0] || -> equal(intersection(u,union(null_class,singleton(v))),null_class) equal(regular(intersection(u,union(null_class,singleton(v)))),v)**.
% 299.74/300.45 58003[4:Res:57812.0,905.1] single_valued_class(intersection(u,union(null_class,cross_product(universal_class,universal_class)))) || -> function(intersection(u,union(null_class,cross_product(universal_class,universal_class))))*.
% 299.74/300.45 58534[0:Res:7755.2,628.0] || subclass(u,singleton(v))* -> subclass(intersection(u,w),x) equal(not_subclass_element(intersection(u,w),x),v)*.
% 299.74/300.45 58742[4:Res:57960.0,10.0] || subclass(u,restrict(union(null_class,u),v,w))* -> equal(restrict(union(null_class,u),v,w),u).
% 299.74/300.45 58799[0:Res:57780.0,10.0] || subclass(u,intersection(v,restrict(u,w,x)))* -> equal(intersection(v,restrict(u,w,x)),u).
% 299.74/300.45 58893[0:Res:57833.0,10.0] || subclass(u,restrict(intersection(u,v),w,x))* -> equal(restrict(intersection(u,v),w,x),u).
% 299.74/300.45 59594[4:Res:59182.0,3478.0] || -> equal(intersection(union(null_class,singleton(u)),v),null_class) equal(regular(intersection(union(null_class,singleton(u)),v)),u)**.
% 299.74/300.45 59599[4:Res:59182.0,905.1] single_valued_class(intersection(union(null_class,cross_product(universal_class,universal_class)),u)) || -> function(intersection(union(null_class,cross_product(universal_class,universal_class)),u))*.
% 299.74/300.45 59749[0:Res:65.1,7881.0] function(u) || subclass(cross_product(universal_class,universal_class),v)* -> subclass(u,w) member(not_subclass_element(u,w),v)*.
% 299.74/300.45 59902[4:Res:59213.0,3478.0] || -> equal(union(null_class,intersection(singleton(u),v)),null_class) equal(regular(union(null_class,intersection(singleton(u),v))),u)**.
% 299.74/300.45 59968[4:Res:59945.0,7881.0] || subclass(complement(u),v) -> subclass(complement(successor(u)),w) member(not_subclass_element(complement(successor(u)),w),v)*.
% 299.74/300.45 59976[4:Res:59945.0,10201.0] || member(not_subclass_element(complement(successor(compose(element_relation,universal_class))),u),element_relation)* -> subclass(complement(successor(compose(element_relation,universal_class))),u).
% 299.74/300.45 60957[4:Res:60803.0,3478.0] || -> equal(union(null_class,intersection(u,singleton(v))),null_class) equal(regular(union(null_class,intersection(u,singleton(v)))),v)**.
% 299.74/300.45 61036[0:Obv:61019.2] || equal(u,v) member(v,w) -> subclass(unordered_pair(v,u),intersection(w,unordered_pair(v,u)))*.
% 299.74/300.45 61053[4:Res:61001.0,3479.0] || subclass(complement(singleton(u)),v) -> equal(complement(successor(u)),null_class) member(regular(complement(successor(u))),v)*.
% 299.74/300.45 61638[4:Res:59958.0,10.0] || subclass(union(null_class,u),complement(successor(complement(u))))* -> equal(complement(successor(complement(u))),union(null_class,u)).
% 299.74/300.45 61676[4:Res:61595.0,10.0] || subclass(successor(null_class),complement(successor(complement(singleton(null_class)))))* -> equal(complement(successor(complement(singleton(null_class)))),successor(null_class)).
% 299.74/300.45 61708[4:Res:61326.1,8686.2] || equal(complement(union(u,v)),null_class)** member(x__dfg,complement(v)) member(x__dfg,complement(u)) -> .
% 299.74/300.45 61763[4:Res:61327.1,8686.2] || equal(complement(union(u,v)),null_class)** member(omega,complement(v)) member(omega,complement(u)) -> .
% 299.74/300.45 62239[4:Res:60062.1,384.0] || equal(complement(cross_product(cross_product(universal_class,universal_class),universal_class)),universal_class)** -> equal(cross_product(cross_product(universal_class,universal_class),universal_class),flip(u))*.
% 299.74/300.45 62240[4:Res:60062.1,385.0] || equal(complement(cross_product(cross_product(universal_class,universal_class),universal_class)),universal_class)** -> equal(cross_product(cross_product(universal_class,universal_class),universal_class),rotate(u))*.
% 299.74/300.45 62345[4:Rew:28759.0,62246.0] || equal(union(null_class,intersection(u,v)),universal_class)** member(w,symmetric_difference(u,v))* -> member(w,x)*.
% 299.74/300.45 62533[4:Res:61605.0,10.0] || subclass(union(u,u),complement(successor(complement(u))))* -> equal(union(u,u),complement(successor(complement(u)))).
% 299.74/300.45 62588[4:Res:59822.0,10.0] || subclass(u,union(null_class,restrict(u,v,w)))* -> equal(union(null_class,restrict(u,v,w)),u).
% 299.74/300.45 62736[4:SpL:48835.0,47766.0] || equal(union(complement(power_class(u)),image(element_relation,power_class(v))),intersection(power_class(u),power_class(complement(power_class(v)))))** -> .
% 299.74/300.45 62761[4:Rew:10128.0,62714.1] || subclass(power_class(complement(power_class(u))),null_class) -> equal(union(complement(power_class(v)),image(element_relation,power_class(u))),universal_class)**.
% 299.74/300.45 62825[4:Res:58040.0,10.0] || subclass(u,restrict(union(u,u),v,w))* -> equal(restrict(union(u,u),v,w),u).
% 299.74/300.45 62941[0:Res:58368.0,10.0] || subclass(u,restrict(intersection(v,u),w,x))* -> equal(restrict(intersection(v,u),w,x),u).
% 299.74/300.45 63026[0:Res:59150.0,10.0] || subclass(u,intersection(restrict(u,v,w),x))* -> equal(intersection(restrict(u,v,w),x),u).
% 299.74/300.45 63195[4:SpL:48838.0,47766.0] || equal(union(image(element_relation,power_class(u)),complement(power_class(v))),intersection(power_class(complement(power_class(u))),power_class(v)))** -> .
% 299.74/300.45 63220[4:Rew:10128.0,63171.1] || subclass(power_class(complement(power_class(u))),null_class) -> equal(union(image(element_relation,power_class(u)),complement(power_class(v))),universal_class)**.
% 299.74/300.45 63331[4:Res:57956.0,3480.0] || member(regular(intersection(u,complement(successor(null_class)))),singleton(null_class))* -> equal(intersection(u,complement(successor(null_class))),null_class).
% 299.74/300.45 63377[4:Res:59550.0,3480.0] || member(regular(intersection(complement(successor(null_class)),u)),singleton(null_class))* -> equal(intersection(complement(successor(null_class)),u),null_class).
% 299.74/300.45 63627[0:Res:658.1,14306.0] || -> equal(singleton(u),null_class) equal(ordered_pair(first(ordered_pair(u,x__dfg)),second(ordered_pair(u,x__dfg))),ordered_pair(u,x__dfg))**.
% 299.74/300.45 63997[0:Res:658.1,14382.0] || -> equal(singleton(u),null_class) equal(ordered_pair(first(ordered_pair(u,omega)),second(ordered_pair(u,omega))),ordered_pair(u,omega))**.
% 299.74/300.45 64171[4:Rew:19172.0,64165.1] || member(singleton(singleton(singleton(singleton(singleton(null_class))))),application_function)* -> equal(apply(singleton(singleton(singleton(null_class))),null_class),universal_class).
% 299.74/300.45 64373[4:SpL:23551.0,61403.0] || equal(union(null_class,singleton(regular(ordered_pair(u,v)))),null_class)** -> equal(regular(ordered_pair(u,v)),singleton(u)).
% 299.74/300.45 64481[2:Rew:631.1,64480.1] || member(regular(intersection(u,v)),singleton(u))* -> equal(intersection(u,v),null_class) equal(singleton(u),null_class).
% 299.74/300.45 65161[2:Rew:631.1,65160.1] || member(regular(intersection(u,v)),singleton(v))* -> equal(intersection(u,v),null_class) equal(singleton(v),null_class).
% 299.74/300.45 65353[4:Res:64963.1,384.0] || equal(successor(cross_product(cross_product(universal_class,universal_class),universal_class)),null_class)** -> equal(cross_product(cross_product(universal_class,universal_class),universal_class),flip(u))*.
% 299.74/300.45 65354[4:Res:64963.1,385.0] || equal(successor(cross_product(cross_product(universal_class,universal_class),universal_class)),null_class)** -> equal(cross_product(cross_product(universal_class,universal_class),universal_class),rotate(u))*.
% 299.74/300.45 65765[0:Res:9.1,9800.1] || equal(singleton(u),v)* member(v,universal_class) -> equal(v,null_class) equal(apply(choice,v),u)*.
% 299.74/300.45 66357[4:Rew:66307.1,66356.1] || equal(null_class,u) member(v,union(u,w))* subclass(universal_class,x)* -> member(v,x)*.
% 299.74/300.45 66653[4:Rew:66605.1,66652.1] || equal(null_class,u) member(v,union(w,u))* subclass(universal_class,x)* -> member(v,x)*.
% 299.74/300.45 66664[4:SpL:23551.0,50060.0] || subclass(universal_class,regular(unordered_pair(u,regular(ordered_pair(v,w)))))* -> equal(regular(ordered_pair(v,w)),singleton(v)).
% 299.74/300.45 66911[4:Rew:48542.0,66818.2,28759.0,66818.2] || member(u,universal_class) -> member(u,complement(intersection(union(v,w),power_class(x))))* member(u,power_class(x)).
% 299.74/300.45 67243[4:SpL:23551.0,66978.0] || equal(complement(regular(singleton(regular(ordered_pair(u,v))))),null_class)** -> equal(regular(ordered_pair(u,v)),singleton(u)).
% 299.74/300.45 67471[4:SpL:23551.0,50068.0] || subclass(universal_class,regular(unordered_pair(regular(ordered_pair(u,v)),w)))* -> equal(regular(ordered_pair(u,v)),singleton(u)).
% 299.74/300.45 67628[4:Rew:48542.0,67543.2,28759.0,67543.2] || member(u,universal_class) -> member(u,complement(intersection(power_class(v),union(w,x))))* member(u,power_class(v)).
% 299.74/300.45 68096[4:SpL:23551.0,63910.0] || equal(successor(unordered_pair(u,regular(ordered_pair(v,w)))),null_class)** -> equal(regular(ordered_pair(v,w)),singleton(v)).
% 299.74/300.45 68127[4:SpL:23551.0,63916.0] || equal(successor(unordered_pair(regular(ordered_pair(u,v)),w)),null_class)** -> equal(regular(ordered_pair(u,v)),singleton(u)).
% 299.74/300.45 68370[0:Res:12468.3,17.0] || member(u,universal_class)* member(v,u)* subclass(element_relation,cross_product(w,x))* -> member(v,w)*.
% 299.74/300.45 68371[0:Res:12468.3,18.0] || member(u,universal_class)* member(v,u)* subclass(element_relation,cross_product(w,x))* -> member(u,x)*.
% 299.74/300.45 68393[0:Res:12468.3,725.1] || member(u,universal_class)* member(v,u)* subclass(element_relation,w) subclass(universal_class,complement(w))* -> .
% 299.74/300.45 68409[0:MRR:68372.2,21.0] || member(u,universal_class)* member(v,u)* subclass(composition_function,cross_product(w,x))* -> member(v,w)*.
% 299.74/300.45 68411[0:MRR:68381.0,138.0] || member(u,singleton(singleton(singleton(v))))* subclass(element_relation,application_function) -> equal(apply(u,singleton(v)),v).
% 299.74/300.45 68596[4:Res:9.1,17823.1] || equal(restrict(u,v,w),domain_relation)** member(x,universal_class) -> member(ordered_pair(x,cantor(x)),u)*.
% 299.74/300.45 68668[4:Res:17598.1,64986.1] || member(u,universal_class) equal(successor(cantor(v)),null_class) -> equal(sum_class(range_of(null_class)),apply(v,u))*.
% 299.74/300.45 68679[4:Res:1040.2,64986.1] || member(ordered_pair(u,v),cross_product(universal_class,universal_class))* subclass(composition_function,w)* equal(successor(w),null_class) -> .
% 299.74/300.45 68770[4:Res:12468.3,64986.1] || member(u,universal_class)* member(v,u)* subclass(element_relation,w)* equal(successor(w),null_class) -> .
% 299.74/300.45 68928[4:SpL:23551.0,66681.0] || equal(regular(unordered_pair(u,regular(ordered_pair(v,w)))),universal_class)** -> equal(regular(ordered_pair(v,w)),singleton(v)).
% 299.74/300.45 69014[4:SpL:23551.0,67485.0] || equal(regular(unordered_pair(regular(ordered_pair(u,v)),w)),universal_class)** -> equal(regular(ordered_pair(u,v)),singleton(u)).
% 299.74/300.45 69078[4:Res:67798.1,6525.0] || equal(complement(symmetric_difference(u,cross_product(v,w))),null_class) -> member(singleton(x),complement(restrict(u,v,w)))*.
% 299.74/300.45 69080[4:Res:67798.1,47999.0] || equal(complement(symmetric_difference(complement(u),power_class(v))),null_class) -> member(singleton(w),union(u,complement(power_class(v))))*.
% 299.74/300.45 69081[4:Res:67798.1,6526.0] || equal(complement(symmetric_difference(cross_product(u,v),w)),null_class) -> member(singleton(x),complement(restrict(w,u,v)))*.
% 299.74/300.45 69082[4:Res:67798.1,48188.0] || equal(complement(symmetric_difference(power_class(u),complement(v))),null_class) -> member(singleton(w),union(complement(power_class(u)),v))*.
% 299.74/300.45 69130[4:Rew:50992.0,69084.0] || equal(image(element_relation,union(u,v)),null_class) member(singleton(w),image(element_relation,union(u,v)))* -> .
% 299.74/300.45 69424[4:Res:17398.1,69345.0] || subclass(domain_relation,rotate(cantor(complement(cross_product(singleton(ordered_pair(ordered_pair(u,cantor(ordered_pair(v,u))),v)),universal_class)))))* -> .
% 299.74/300.45 69425[4:Res:17399.1,69345.0] || subclass(domain_relation,flip(cantor(complement(cross_product(singleton(ordered_pair(ordered_pair(u,v),cantor(ordered_pair(v,u)))),universal_class)))))* -> .
% 299.74/300.45 69433[4:Res:3315.2,69345.0] || subclass(u,cantor(complement(cross_product(singleton(regular(intersection(u,v))),universal_class))))* -> equal(intersection(u,v),null_class).
% 299.74/300.45 69434[4:Res:3143.2,69345.0] || subclass(u,cantor(complement(cross_product(singleton(regular(intersection(v,u))),universal_class))))* -> equal(intersection(v,u),null_class).
% 299.74/300.45 69456[0:Res:9.1,3477.0] || equal(unordered_pair(u,v),w)* -> equal(w,null_class) equal(regular(w),v)* equal(regular(w),u)*.
% 299.74/300.45 69511[9:SoR:69508.0,2767.2] single_valued_class(complement(cross_product(singleton(x__dfg),universal_class))) || equal(complement(cross_product(singleton(x__dfg),universal_class)),cross_product(universal_class,universal_class))** -> .
% 299.74/300.45 69615[4:Rew:28750.0,69522.1,28750.0,69522.0] || -> equal(intersection(union(null_class,u),v),null_class) member(regular(intersection(union(null_class,u),v)),union(u,u))*.
% 299.74/300.45 69678[9:SoR:69675.0,2767.2] single_valued_class(complement(cross_product(singleton(omega),universal_class))) || equal(complement(cross_product(singleton(omega),universal_class)),cross_product(universal_class,universal_class))** -> .
% 299.74/300.45 69788[4:Rew:28750.0,69695.1,28750.0,69695.0] || -> equal(intersection(u,union(null_class,v)),null_class) member(regular(intersection(u,union(null_class,v))),union(v,v))*.
% 299.74/300.45 69842[9:SoR:69684.0,2767.2] single_valued_class(complement(cross_product(singleton(null_class),universal_class))) || equal(complement(cross_product(singleton(null_class),universal_class)),cross_product(universal_class,universal_class))** -> .
% 299.74/300.45 69905[4:Res:17398.1,42116.0] || subclass(domain_relation,rotate(union(null_class,u))) -> member(ordered_pair(ordered_pair(v,cantor(ordered_pair(w,v))),w),u)*.
% 299.74/300.45 69906[4:Res:17399.1,42116.0] || subclass(domain_relation,flip(union(null_class,u))) -> member(ordered_pair(ordered_pair(v,w),cantor(ordered_pair(w,v))),u)*.
% 299.74/300.45 69916[4:Res:283.1,42116.0] || -> equal(restrict(union(null_class,u),v,w),null_class) member(regular(restrict(union(null_class,u),v,w)),u)*.
% 299.74/300.45 69922[4:Res:3315.2,42116.0] || subclass(u,union(null_class,v)) -> equal(intersection(u,w),null_class) member(regular(intersection(u,w)),v)*.
% 299.74/300.45 69923[4:Res:3143.2,42116.0] || subclass(u,union(null_class,v)) -> equal(intersection(w,u),null_class) member(regular(intersection(w,u)),v)*.
% 299.74/300.45 70108[4:Rew:70104.0,70107.0] || member(u,union(complement(v),restrict(v,w,x)))* subclass(universal_class,y)* -> member(u,y)*.
% 299.74/300.45 70862[0:Rew:29.0,70807.1] || member(not_subclass_element(u,union(v,w)),symmetric_difference(complement(v),complement(w)))* -> subclass(u,union(v,w)).
% 299.74/300.45 71386[2:Obv:71366.1] || subclass(restrict(u,v,w),regular(u))* -> subclass(restrict(u,v,w),x)* equal(u,null_class).
% 299.74/300.45 71453[2:Obv:71430.1] || subclass(unordered_pair(u,v),v)* -> equal(regular(unordered_pair(u,v)),u) equal(unordered_pair(u,v),null_class).
% 299.74/300.45 71454[2:Obv:71429.1] || subclass(unordered_pair(u,v),u)* -> equal(regular(unordered_pair(u,v)),v) equal(unordered_pair(u,v),null_class).
% 299.74/300.45 71931[4:Rew:71468.1,71650.2] || equal(u,universal_class) member(u,cantor(regular(cross_product(null_class,universal_class))))* -> equal(cross_product(null_class,universal_class),null_class).
% 299.74/300.45 72069[2:Obv:72060.1] || equal(unordered_pair(u,v),v) -> equal(regular(unordered_pair(u,v)),u)** equal(unordered_pair(u,v),null_class).
% 299.74/300.45 72070[2:Obv:72059.1] || equal(unordered_pair(u,v),u) -> equal(regular(unordered_pair(u,v)),v)** equal(unordered_pair(u,v),null_class).
% 299.74/300.45 72942[2:Rew:64457.0,72840.3] || subclass(u,v) member(not_subclass_element(u,null_class),regular(v))* -> equal(v,null_class) subclass(u,null_class).
% 299.74/300.45 72943[0:Rew:25125.0,72834.3] || subclass(u,v)* member(not_subclass_element(u,null_class),singleton(w))* -> member(w,v)* subclass(u,null_class).
% 299.74/300.45 72944[0:Rew:24850.0,72823.3] || subclass(u,singleton(v))* member(not_subclass_element(u,null_class),w)* -> member(v,w)* subclass(u,null_class).
% 299.74/300.45 72979[0:Rew:44263.0,72846.2] || subclass(u,complement(v)) member(not_subclass_element(u,null_class),restrict(v,w,x))* -> subclass(u,null_class).
% 299.74/300.45 72980[0:Rew:43541.0,72829.2] || subclass(u,restrict(v,w,x))* member(not_subclass_element(u,null_class),complement(v)) -> subclass(u,null_class).
% 299.74/300.45 72981[0:Obv:72918.2] || subclass(u,symmetric_difference(v,w)) subclass(u,x) -> subclass(u,intersection(union(v,w),x))*.
% 299.74/300.45 72982[0:Obv:72914.2] || subclass(u,v) subclass(intersection(u,w),x) -> subclass(intersection(u,w),intersection(v,x))*.
% 299.74/300.45 72983[0:Obv:72912.2] || subclass(u,v) subclass(intersection(w,u),x) -> subclass(intersection(w,u),intersection(v,x))*.
% 299.74/300.45 72986[0:Obv:72917.1] || subclass(intersection(intersection(u,v),w),x) -> subclass(intersection(intersection(u,v),w),intersection(u,x))*.
% 299.74/300.45 72987[0:Obv:72916.1] || subclass(intersection(u,intersection(v,w)),x) -> subclass(intersection(u,intersection(v,w)),intersection(w,x))*.
% 299.74/300.45 72988[0:Obv:72915.1] || subclass(intersection(intersection(u,v),w),x) -> subclass(intersection(intersection(u,v),w),intersection(v,x))*.
% 299.74/300.45 72989[0:Obv:72913.1] || subclass(intersection(u,intersection(v,w)),x) -> subclass(intersection(u,intersection(v,w)),intersection(v,x))*.
% 299.74/300.45 73232[2:Rew:64457.0,73042.2] || member(not_subclass_element(intersection(u,v),null_class),regular(v))* -> equal(v,null_class) subclass(intersection(u,v),null_class).
% 299.74/300.45 73233[0:Rew:25125.0,73036.2] || member(not_subclass_element(intersection(u,v),null_class),singleton(w))* -> member(w,v) subclass(intersection(u,v),null_class).
% 299.74/300.45 73258[0:Rew:43993.0,73047.1] || member(not_subclass_element(intersection(u,complement(v)),null_class),intersection(v,w))* -> subclass(intersection(u,complement(v)),null_class).
% 299.74/300.45 73259[4:Rew:35214.0,73046.1] || member(not_subclass_element(intersection(u,complement(v)),null_class),union(v,v))* -> subclass(intersection(u,complement(v)),null_class).
% 299.74/300.45 73260[4:Rew:33865.0,73045.1] || member(not_subclass_element(intersection(u,complement(v)),null_class),union(null_class,v))* -> subclass(intersection(u,complement(v)),null_class).
% 299.74/300.45 73261[0:Rew:44530.0,73043.1] || member(not_subclass_element(intersection(u,complement(v)),null_class),intersection(w,v))* -> subclass(intersection(u,complement(v)),null_class).
% 299.74/300.45 73296[0:Obv:73170.1] || subclass(intersection(u,v),symmetric_difference(w,x)) -> subclass(intersection(u,v),intersection(union(w,x),v))*.
% 299.74/300.45 73547[2:Rew:64457.0,73360.2] || member(not_subclass_element(intersection(u,v),null_class),regular(u))* -> equal(u,null_class) subclass(intersection(u,v),null_class).
% 299.74/300.45 73548[0:Rew:25125.0,73354.2] || member(not_subclass_element(intersection(u,v),null_class),singleton(w))* -> member(w,u) subclass(intersection(u,v),null_class).
% 299.74/300.45 73573[0:Rew:43993.0,73365.1] || member(not_subclass_element(intersection(complement(u),v),null_class),intersection(u,w))* -> subclass(intersection(complement(u),v),null_class).
% 299.74/300.45 73574[4:Rew:35214.0,73364.1] || member(not_subclass_element(intersection(complement(u),v),null_class),union(u,u))* -> subclass(intersection(complement(u),v),null_class).
% 299.74/300.45 73575[4:Rew:33865.0,73363.1] || member(not_subclass_element(intersection(complement(u),v),null_class),union(null_class,u))* -> subclass(intersection(complement(u),v),null_class).
% 299.74/300.45 73576[0:Rew:44530.0,73361.1] || member(not_subclass_element(intersection(complement(u),v),null_class),intersection(w,u))* -> subclass(intersection(complement(u),v),null_class).
% 299.74/300.45 73614[0:Obv:73488.1] || subclass(intersection(u,v),symmetric_difference(w,x)) -> subclass(intersection(u,v),intersection(union(w,x),u))*.
% 299.74/300.45 73766[0:Res:73491.0,3479.0] || subclass(intersection(u,v),w) -> equal(intersection(v,u),null_class) member(regular(intersection(v,u)),w)*.
% 299.74/300.45 73894[4:Rew:73795.0,33421.0] || member(regular(intersection(u,union(v,null_class))),complement(v))* -> equal(intersection(u,union(v,null_class)),null_class).
% 299.74/300.45 73897[4:Rew:73795.0,35929.0] || -> equal(union(intersection(u,complement(v)),intersection(complement(u),union(v,null_class))),complement(symmetric_difference(u,complement(v))))**.
% 299.74/300.45 73911[4:Rew:73795.0,46772.2] || equal(u,union(v,null_class))* member(w,universal_class) -> member(w,complement(v))* member(w,u)*.
% 299.74/300.45 73917[4:Rew:73795.0,51850.1] || member(u,symmetric_difference(union(v,null_class),power_class(w)))* -> member(u,union(complement(v),complement(power_class(w)))).
% 299.74/300.45 73921[4:Rew:73795.0,53000.1] || equal(null_class,u) member(regular(union(v,u)),complement(v))* -> equal(union(v,u),null_class).
% 299.74/300.45 76059[4:Rew:74143.0,73995.1,74143.0,73995.0] || member(u,union(null_class,complement(apply(null_class,v))))* -> member(u,union(null_class,complement(sum_class(range_of(null_class)))))*.
% 299.74/300.45 76060[4:Rew:74143.0,73996.1,74143.0,73996.0] || member(u,union(null_class,complement(apply(null_class,v))))* -> member(u,union(null_class,complement(apply(null_class,w))))*.
% 299.74/300.45 76061[4:Rew:74143.0,74004.1,74143.0,74004.0] || member(u,union(null_class,complement(sum_class(range_of(null_class)))))* -> member(u,union(null_class,complement(apply(null_class,v))))*.
% 299.74/300.45 74051[4:Rew:73795.0,51960.1] || member(u,symmetric_difference(power_class(v),union(w,null_class)))* -> member(u,union(complement(power_class(v)),complement(w))).
% 299.74/300.45 74251[4:Rew:73795.0,33798.0] || member(regular(intersection(union(u,null_class),v)),complement(u))* -> equal(intersection(union(u,null_class),v),null_class).
% 299.74/300.45 74252[4:Rew:73795.0,35946.0] || -> equal(union(intersection(complement(u),v),intersection(union(u,null_class),complement(v))),complement(symmetric_difference(complement(u),v)))**.
% 299.74/300.45 76136[4:Rew:74517.0,74816.0] || subclass(universal_class,union(null_class,apply(null_class,u)))* -> member(unordered_pair(v,w),union(null_class,apply(null_class,x)))*.
% 299.74/300.45 76137[4:Rew:74517.0,74820.0] || subclass(universal_class,union(null_class,sum_class(range_of(null_class)))) -> member(unordered_pair(u,v),union(null_class,apply(null_class,w)))*.
% 299.74/300.45 74831[4:Rew:74517.0,27974.1] || member(u,universal_class) -> member(u,union(null_class,apply(null_class,v)))* member(u,complement(apply(null_class,w)))*.
% 299.74/300.45 74832[4:Rew:74517.0,27973.1] || member(u,universal_class) -> member(u,union(null_class,apply(null_class,v)))* member(u,complement(sum_class(range_of(null_class)))).
% 299.74/300.45 76138[4:Rew:74517.0,74877.1] || subclass(universal_class,union(null_class,apply(null_class,u)))* -> member(unordered_pair(v,w),union(null_class,sum_class(range_of(null_class))))*.
% 299.74/300.45 74892[4:Rew:74517.0,27975.1] || member(u,universal_class) -> member(u,union(null_class,sum_class(range_of(null_class))))* member(u,complement(apply(null_class,v)))*.
% 299.74/300.45 76155[4:Rew:73795.0,73907.1] || member(not_subclass_element(intersection(u,complement(v)),null_class),union(v,null_class))* -> subclass(intersection(u,complement(v)),null_class).
% 299.74/300.45 76170[4:Rew:73795.0,74212.1] || subclass(union(u,null_class),complement(successor(complement(u))))* -> equal(complement(successor(complement(u))),union(u,null_class)).
% 299.74/300.45 76175[4:Rew:73795.0,74264.1] || member(not_subclass_element(intersection(complement(u),v),null_class),union(u,null_class))* -> subclass(intersection(complement(u),v),null_class).
% 299.74/300.45 76193[4:Rew:28759.0,76192.2] || equal(null_class,u) -> equal(union(null_class,v),null_class) member(regular(union(null_class,v)),union(u,v))*.
% 299.74/300.45 76224[4:Rew:75021.0,75042.1] || -> equal(intersection(u,union(null_class,v)),null_class) member(regular(intersection(u,union(null_class,v))),union(v,null_class))*.
% 299.74/300.45 76225[4:Rew:75021.0,75051.2] || equal(null_class,u) -> equal(union(null_class,v),null_class) member(regular(union(null_class,v)),union(v,u))*.
% 299.74/300.45 76226[4:Rew:75021.0,75073.2] || subclass(union(u,null_class),v) -> equal(union(null_class,u),null_class) member(regular(union(null_class,u)),v)*.
% 299.74/300.45 76228[4:Rew:75021.0,75085.1] || -> equal(intersection(union(null_class,u),v),null_class) member(regular(intersection(union(null_class,u),v)),union(u,null_class))*.
% 299.74/300.45 77376[9:SoR:77370.0,2767.2] single_valued_class(regular(complement(sum_class(range_of(null_class))))) || equal(regular(complement(sum_class(range_of(null_class)))),cross_product(universal_class,universal_class))** -> .
% 299.74/300.45 77525[0:SpL:75599.0,6547.1] || member(u,symmetric_difference(union(v,w),complement(intersection(v,w))))* member(u,symmetric_difference(v,w)) -> .
% 299.74/300.45 77706[9:SoR:77700.0,2767.2] single_valued_class(regular(complement(apply(null_class,u)))) || equal(regular(complement(apply(null_class,u))),cross_product(universal_class,universal_class))** -> .
% 299.74/300.45 77957[4:Rew:28751.0,77799.1,28751.0,77799.0] || -> equal(intersection(union(u,null_class),v),null_class) member(regular(intersection(union(u,null_class),v)),union(null_class,u))*.
% 299.74/300.45 77958[4:Rew:28751.0,77813.1,28751.0,77813.0] || -> equal(intersection(u,union(v,null_class)),null_class) member(regular(intersection(u,union(v,null_class))),union(null_class,v))*.
% 299.74/300.45 78208[4:Res:75136.0,3479.0] || subclass(union(null_class,u),v) -> equal(union(u,null_class),null_class) member(regular(union(u,null_class)),v)*.
% 299.74/300.45 78835[4:Rew:28751.0,78576.1,28751.0,78576.0] || -> equal(intersection(union(u,null_class),v),null_class) member(regular(intersection(union(u,null_class),v)),union(u,u))*.
% 299.74/300.45 78836[4:Rew:28751.0,78596.1,28751.0,78596.0] || -> equal(intersection(u,union(v,null_class)),null_class) member(regular(intersection(u,union(v,null_class))),union(v,v))*.
% 299.74/300.45 78897[4:Res:77744.0,3479.0] || subclass(union(u,u),v)* -> equal(union(u,null_class),null_class) member(regular(union(u,null_class)),v)*.
% 299.74/300.45 79198[4:Rew:74517.0,79174.1] single_valued_class(intersection(union(cross_product(universal_class,universal_class),null_class),u)) || -> function(intersection(union(null_class,cross_product(universal_class,universal_class)),u))*.
% 299.74/300.45 79296[4:Rew:74517.0,79275.1] single_valued_class(intersection(u,union(cross_product(universal_class,universal_class),null_class))) || -> function(intersection(u,union(null_class,cross_product(universal_class,universal_class))))*.
% 299.74/300.45 79313[9:Res:77998.1,7881.0] function(u) || subclass(u,v) -> subclass(successor(u),w) member(not_subclass_element(successor(u),w),v)*.
% 299.74/300.45 79389[4:Res:78131.0,3479.0] || subclass(union(u,null_class),v) -> equal(union(u,u),null_class) member(regular(union(u,u)),v)*.
% 299.74/300.45 79648[4:Res:78585.0,3479.0] || subclass(union(null_class,u),v) -> equal(union(u,u),null_class) member(regular(union(u,u)),v)*.
% 299.74/300.45 79717[0:SpR:75578.0,3147.1] || -> equal(intersection(u,restrict(v,w,x)),null_class) member(regular(intersection(restrict(v,w,x),u)),v)*.
% 299.74/300.45 79718[0:SpR:75578.0,3542.1] || -> equal(intersection(u,symmetric_difference(v,w)),null_class) member(regular(intersection(symmetric_difference(v,w),u)),union(v,w))*.
% 299.74/300.45 79738[0:SpR:75578.0,3537.1] || -> equal(intersection(symmetric_difference(u,v),w),null_class) member(regular(intersection(w,symmetric_difference(u,v))),union(u,v))*.
% 299.74/300.45 79777[0:SpR:75578.0,3319.1] || -> equal(intersection(restrict(u,v,w),x),null_class) member(regular(intersection(x,restrict(u,v,w))),u)*.
% 299.74/300.45 79881[2:SpL:75578.0,7728.0] || member(regular(intersection(regular(u),v)),u)* -> equal(intersection(v,regular(u)),null_class) equal(u,null_class).
% 299.74/300.45 79906[0:SpL:75578.0,14565.0] || member(not_subclass_element(intersection(u,v),intersection(w,u)),w)* -> subclass(intersection(v,u),intersection(w,u)).
% 299.74/300.45 79907[0:SpL:75578.0,14566.0] || member(not_subclass_element(intersection(u,v),intersection(w,v)),w)* -> subclass(intersection(v,u),intersection(w,v)).
% 299.74/300.45 79914[0:SpL:75578.0,6548.0] || member(not_subclass_element(u,complement(intersection(v,w))),symmetric_difference(w,v))* -> subclass(u,complement(intersection(w,v))).
% 299.74/300.45 79933[0:SpL:75578.0,14563.1] || subclass(u,v) member(not_subclass_element(u,intersection(v,w)),w)* -> subclass(u,intersection(w,v)).
% 299.74/300.45 79934[0:SpL:75578.0,14565.0] || member(not_subclass_element(intersection(u,v),intersection(v,w)),w)* -> subclass(intersection(u,v),intersection(w,v)).
% 299.74/300.45 79937[2:SpL:75578.0,7716.0] || member(regular(intersection(u,regular(v))),v)* -> equal(intersection(regular(v),u),null_class) equal(v,null_class).
% 299.74/300.45 79938[0:SpL:75578.0,14566.0] || member(not_subclass_element(intersection(u,v),intersection(u,w)),w)* -> subclass(intersection(u,v),intersection(w,u)).
% 299.74/300.45 80194[4:Rew:80146.0,66174.1] || equal(complement(symmetric_difference(u,v)),null_class) -> equal(symmetric_difference(union(u,v),complement(intersection(u,v))),null_class)**.
% 299.74/300.45 80195[2:Rew:80146.0,46227.1] || subclass(complement(symmetric_difference(u,v)),null_class) -> equal(symmetric_difference(union(u,v),complement(intersection(u,v))),null_class)**.
% 299.74/300.45 80325[0:SpR:80005.0,9418.1] || -> equal(symmetric_difference(complement(u),complement(v)),null_class) member(regular(symmetric_difference(complement(u),complement(v))),union(v,u))*.
% 299.74/300.45 80326[0:SpR:80005.0,3537.1] || -> equal(intersection(symmetric_difference(u,v),w),null_class) member(regular(intersection(symmetric_difference(u,v),w)),union(v,u))*.
% 299.74/300.45 80352[0:SpR:80005.0,3542.1] || -> equal(intersection(u,symmetric_difference(v,w)),null_class) member(regular(intersection(u,symmetric_difference(v,w))),union(w,v))*.
% 299.74/300.45 80379[0:SpR:80005.0,48104.0] || -> equal(intersection(union(u,complement(power_class(v))),union(power_class(v),complement(u))),symmetric_difference(complement(u),power_class(v)))**.
% 299.74/300.45 80409[0:SpR:80005.0,48104.0] || -> equal(intersection(union(complement(power_class(u)),v),union(complement(v),power_class(u))),symmetric_difference(complement(v),power_class(u)))**.
% 299.74/300.45 80630[0:Rew:80566.0,79913.0] || member(u,symmetric_difference(union(v,w),complement(intersection(w,v))))* -> member(u,complement(symmetric_difference(v,w))).
% 299.74/300.45 80741[0:Res:80313.0,3479.0] || subclass(union(u,v),w) -> equal(symmetric_difference(v,u),null_class) member(regular(symmetric_difference(v,u)),w)*.
% 299.74/300.45 81136[0:SpR:80566.0,3537.1] || -> equal(intersection(symmetric_difference(u,v),w),null_class) member(regular(intersection(symmetric_difference(v,u),w)),union(u,v))*.
% 299.74/300.45 81141[0:SpR:80566.0,3542.1] || -> equal(intersection(u,symmetric_difference(v,w)),null_class) member(regular(intersection(u,symmetric_difference(w,v))),union(v,w))*.
% 299.74/300.45 81146[0:SpR:80566.0,9418.1] || -> equal(symmetric_difference(complement(u),complement(v)),null_class) member(regular(symmetric_difference(complement(v),complement(u))),union(u,v))*.
% 299.74/300.45 81170[0:SpL:80566.0,6548.0] || member(not_subclass_element(u,complement(intersection(v,w))),symmetric_difference(w,v))* -> subclass(u,complement(intersection(v,w))).
% 299.74/300.45 81257[0:SpR:80005.0,75585.0] || -> equal(intersection(union(power_class(u),complement(v)),union(v,complement(power_class(u)))),symmetric_difference(power_class(u),complement(v)))**.
% 299.74/300.45 81299[0:SpR:80005.0,75585.0] || -> equal(intersection(union(complement(u),power_class(v)),union(complement(power_class(v)),u)),symmetric_difference(power_class(v),complement(u)))**.
% 299.74/300.45 81945[0:SpL:80005.0,77406.0] || member(u,symmetric_difference(union(v,w),complement(intersection(w,v))))* -> member(u,complement(symmetric_difference(w,v))).
% 299.74/300.45 82239[4:Res:77755.0,10.0] || subclass(u,restrict(union(u,null_class),v,w))* -> equal(restrict(union(u,null_class),v,w),u).
% 299.74/300.45 82368[0:Res:79675.0,10.0] || subclass(complement(intersection(u,v)),symmetric_difference(v,u))* -> equal(complement(intersection(u,v)),symmetric_difference(v,u)).
% 299.74/300.45 82427[0:Res:9.1,7886.0] || equal(restrict(u,v,w),x)* -> subclass(x,y) member(not_subclass_element(x,y),cross_product(v,w))*.
% 299.74/300.45 82768[4:SpL:75151.0,176.0] || member(not_subclass_element(complement(sum_class(range_of(null_class))),u),apply(null_class,v))* -> subclass(complement(apply(null_class,v)),u).
% 299.74/300.45 82794[4:SpL:75151.0,3480.0] || subclass(u,complement(sum_class(range_of(null_class))))* member(regular(u),apply(null_class,v))* -> equal(u,null_class).
% 299.74/300.45 82795[4:SpL:75151.0,6535.0] || member(u,symmetric_difference(complement(sum_class(range_of(null_class))),complement(v)))* -> member(u,union(apply(null_class,w),v))*.
% 299.74/300.45 82805[4:SpL:75151.0,6535.0] || member(u,symmetric_difference(complement(v),complement(sum_class(range_of(null_class)))))* -> member(u,union(v,apply(null_class,w)))*.
% 299.74/300.45 82817[4:SpL:75151.0,176.0] || member(not_subclass_element(complement(apply(null_class,u)),v),sum_class(range_of(null_class)))* -> subclass(complement(sum_class(range_of(null_class))),v).
% 299.74/300.45 82843[4:SpL:75151.0,3480.0] || subclass(u,complement(apply(null_class,v)))* member(regular(u),sum_class(range_of(null_class))) -> equal(u,null_class).
% 299.74/300.45 82844[4:SpL:75151.0,6535.0] || member(u,symmetric_difference(complement(apply(null_class,v)),complement(w)))* -> member(u,union(sum_class(range_of(null_class)),w)).
% 299.74/300.45 82854[4:SpL:75151.0,6535.0] || member(u,symmetric_difference(complement(v),complement(apply(null_class,w))))* -> member(u,union(v,sum_class(range_of(null_class)))).
% 299.74/300.45 83121[4:Obv:83098.1] || subclass(intersection(u,complement(compose(element_relation,universal_class))),element_relation)* -> equal(intersection(u,complement(compose(element_relation,universal_class))),null_class).
% 299.74/300.45 83209[4:Obv:83185.1] || subclass(intersection(complement(compose(element_relation,universal_class)),u),element_relation)* -> equal(intersection(complement(compose(element_relation,universal_class)),u),null_class).
% 299.74/300.45 83888[4:Rew:74143.0,83802.1] || member(not_subclass_element(union(null_class,complement(u)),v),union(u,null_class))* -> subclass(union(null_class,complement(u)),v).
% 299.74/300.45 83828[4:SpL:74143.0,3480.0] || subclass(u,union(null_class,complement(v)))* member(regular(u),union(v,null_class)) -> equal(u,null_class).
% 299.74/300.45 83829[4:SpL:74143.0,6535.0] || member(u,symmetric_difference(union(null_class,complement(v)),complement(w)))* -> member(u,union(union(v,null_class),w)).
% 299.74/300.45 83839[4:SpL:74143.0,6535.0] || member(u,symmetric_difference(complement(v),union(null_class,complement(w))))* -> member(u,union(v,union(w,null_class))).
% 299.74/300.45 84172[4:SpL:75150.0,176.0] || member(not_subclass_element(complement(apply(null_class,u)),v),apply(null_class,w))* -> subclass(complement(apply(null_class,w)),v).
% 299.74/300.45 84198[4:SpL:75150.0,3480.0] || subclass(u,complement(apply(null_class,v)))* member(regular(u),apply(null_class,w))* -> equal(u,null_class).
% 299.74/300.45 84199[4:SpL:75150.0,6535.0] || member(u,symmetric_difference(complement(apply(null_class,v)),complement(w)))* -> member(u,union(apply(null_class,x),w))*.
% 299.74/300.45 84209[4:SpL:75150.0,6535.0] || member(u,symmetric_difference(complement(v),complement(apply(null_class,w))))* -> member(u,union(v,apply(null_class,x)))*.
% 299.74/300.45 84552[4:SpR:78724.0,27749.0] || -> subclass(singleton(regular(power_class(union(u,null_class)))),power_class(union(u,null_class)))* equal(power_class(union(null_class,u)),null_class).
% 299.74/300.45 84584[4:SpR:78724.0,27749.0] || -> subclass(singleton(regular(power_class(union(null_class,u)))),power_class(union(null_class,u)))* equal(power_class(union(u,null_class)),null_class).
% 299.74/300.45 84903[4:Rew:28748.0,84837.2,63899.1,84837.2,28748.0,84837.1] || equal(successor(u),null_class) member(regular(complement(v)),union(u,v))* -> equal(complement(v),null_class).
% 299.74/300.45 84904[4:Rew:28748.0,84815.2,75578.0,84815.2,63899.1,84815.2,28748.0,84815.1,75578.0,84815.1] || equal(successor(u),null_class) member(regular(complement(v)),union(v,u))* -> equal(complement(v),null_class).
% 299.74/300.45 85205[0:Res:13677.2,945.1] || member(u,universal_class) equal(compose(v,singleton(u)),u)** equal(complement(compose_class(v)),universal_class) -> .
% 299.74/300.45 85212[4:Res:13677.2,64986.1] || member(u,universal_class) equal(compose(v,singleton(u)),u)** equal(successor(compose_class(v)),null_class) -> .
% 299.74/300.45 85341[4:Obv:85300.1] || subclass(union(null_class,intersection(u,v)),symmetric_difference(u,v))* -> equal(union(null_class,intersection(u,v)),null_class).
% 299.74/300.45 85344[4:Rew:28748.0,85295.1,10128.0,85295.1,9292.0,85295.1,28748.0,85295.0,10128.0,85295.0] || member(regular(complement(successor(u))),symmetric_difference(complement(u),complement(singleton(u))))* -> equal(complement(successor(u)),null_class).
% 299.74/300.45 85796[2:Res:72136.0,270.0] || -> equal(singleton(complement(restrict(u,v,w))),null_class) member(complement(restrict(u,v,w)),cross_product(v,w))*.
% 299.74/300.45 86757[4:Rew:77752.0,86675.1] || member(not_subclass_element(union(u,null_class),intersection(v,u)),v)* -> subclass(union(u,null_class),intersection(v,u)).
% 299.74/300.45 86788[4:SpR:77754.0,27749.0] || -> subclass(singleton(regular(power_class(union(u,u)))),power_class(union(u,u)))* equal(power_class(union(u,null_class)),null_class).
% 299.74/300.45 86822[4:SpR:77754.0,27749.0] || -> subclass(singleton(regular(power_class(union(u,null_class)))),power_class(union(u,null_class)))* equal(power_class(union(u,u)),null_class).
% 299.74/300.45 87041[9:SpL:47972.0,78076.1] function(image(element_relation,power_class(u))) || equal(successor(image(element_relation,power_class(u))),power_class(complement(power_class(u))))** -> .
% 299.74/300.45 87589[4:Res:17398.1,77882.0] || subclass(domain_relation,rotate(union(u,null_class))) -> member(ordered_pair(ordered_pair(v,cantor(ordered_pair(w,v))),w),u)*.
% 299.74/300.45 87590[4:Res:17399.1,77882.0] || subclass(domain_relation,flip(union(u,null_class))) -> member(ordered_pair(ordered_pair(v,w),cantor(ordered_pair(w,v))),u)*.
% 299.74/300.45 87600[4:Res:283.1,77882.0] || -> equal(restrict(union(u,null_class),v,w),null_class) member(regular(restrict(union(u,null_class),v,w)),u)*.
% 299.74/300.45 87607[4:Res:3315.2,77882.0] || subclass(u,union(v,null_class)) -> equal(intersection(u,w),null_class) member(regular(intersection(u,w)),v)*.
% 299.74/300.45 87609[4:Res:3143.2,77882.0] || subclass(u,union(v,null_class)) -> equal(intersection(w,u),null_class) member(regular(intersection(w,u)),v)*.
% 299.74/300.45 87707[4:Res:17832.2,725.1] || member(u,universal_class)* subclass(domain_relation,symmetric_difference(v,w)) subclass(universal_class,complement(union(v,w)))* -> .
% 299.74/300.45 87733[4:Obv:87706.0] || subclass(domain_relation,symmetric_difference(u,v)) member(w,universal_class)* subclass(domain_relation,complement(union(u,v)))* -> .
% 299.74/300.45 87977[4:Res:18386.2,725.1] || member(u,universal_class) equal(compose(v,u),cantor(u))** subclass(universal_class,complement(compose_class(v)))* -> .
% 299.74/300.45 87978[4:Res:18386.2,64986.1] || member(u,universal_class) equal(compose(v,u),cantor(u))** equal(successor(compose_class(v)),null_class) -> .
% 299.74/300.45 88255[0:SpL:80128.0,176.0] || member(not_subclass_element(complement(symmetric_difference(u,v)),w),symmetric_difference(v,u))* -> subclass(complement(symmetric_difference(v,u)),w).
% 299.74/300.45 88285[0:SpL:80128.0,3480.0] || subclass(u,complement(symmetric_difference(v,w)))* member(regular(u),symmetric_difference(w,v)) -> equal(u,null_class).
% 299.74/300.45 88286[0:SpL:80128.0,6535.0] || member(u,symmetric_difference(complement(symmetric_difference(v,w)),complement(x)))* -> member(u,union(symmetric_difference(w,v),x)).
% 299.74/300.45 88297[0:SpL:80128.0,6535.0] || member(u,symmetric_difference(complement(v),complement(symmetric_difference(w,x))))* -> member(u,union(v,symmetric_difference(x,w))).
% 299.74/300.45 88427[2:Rew:640.0,88419.1,314.0,88419.1,15.0,88419.0] || -> equal(apply(choice,singleton(singleton(singleton(u)))),singleton(singleton(u)))** equal(apply(choice,null_class),singleton(singleton(u))).
% 299.74/300.45 89953[4:Rew:66309.1,89952.2,66307.1,89952.2] || equal(null_class,u) member(v,complement(successor(u))) -> member(v,union(null_class,complement(singleton(u))))*.
% 299.74/300.45 89961[4:Rew:75099.1,89960.2,66605.1,89960.2] || equal(singleton(u),null_class) member(v,complement(successor(u))) -> member(v,union(null_class,complement(u)))*.
% 299.74/300.45 89981[9:Rew:29733.0,89858.2,28750.0,89858.2,80128.0,89858.2,40368.1,89858.2,73795.0,89858.1,10128.0,89858.1,80566.0,89858.1,6902.0,89858.1,75578.0,89858.1] one_to_one(u) || member(v,complement(successor(inverse(u)))) -> member(v,union(null_class,complement(inverse(u))))*.
% 299.74/300.45 90816[4:Rew:42086.0,90732.1] || member(not_subclass_element(union(u,u),intersection(v,u)),v)* -> subclass(union(u,u),intersection(v,u)).
% 299.74/300.45 90950[4:Res:90947.1,7881.0] || equal(complement(u),null_class) subclass(u,v)* -> subclass(w,x) member(not_subclass_element(w,x),v)*.
% 299.74/300.45 91171[4:Res:90947.1,17827.1] || equal(complement(intersection(u,v)),null_class)** member(w,universal_class) -> member(ordered_pair(w,cantor(w)),v)*.
% 299.74/300.45 91172[4:Res:90947.1,17824.1] || equal(complement(intersection(u,v)),null_class)** member(w,universal_class) -> member(ordered_pair(w,cantor(w)),u)*.
% 299.74/300.45 91791[4:Res:17398.1,58102.0] || subclass(domain_relation,rotate(union(u,u)))* -> member(ordered_pair(ordered_pair(v,cantor(ordered_pair(w,v))),w),u)*.
% 299.74/300.45 91792[4:Res:17399.1,58102.0] || subclass(domain_relation,flip(union(u,u)))* -> member(ordered_pair(ordered_pair(v,w),cantor(ordered_pair(w,v))),u)*.
% 299.74/300.45 91802[4:Res:283.1,58102.0] || -> equal(restrict(union(u,u),v,w),null_class) member(regular(restrict(union(u,u),v,w)),u)*.
% 299.74/300.45 91809[4:Res:3315.2,58102.0] || subclass(u,union(v,v))* -> equal(intersection(u,w),null_class) member(regular(intersection(u,w)),v)*.
% 299.74/300.45 91811[4:Res:3143.2,58102.0] || subclass(u,union(v,v))* -> equal(intersection(w,u),null_class) member(regular(intersection(w,u)),v)*.
% 299.74/300.45 92196[0:SpR:77631.0,58588.1] || subclass(complement(symmetric_difference(u,v)),w) -> subclass(symmetric_difference(union(u,v),complement(intersection(u,v))),w)*.
% 299.74/300.45 92588[4:Res:92197.1,3480.0] || subclass(u,complement(v)) member(regular(union(null_class,u)),v)* -> equal(union(null_class,u),null_class).
% 299.74/300.45 92596[4:Res:92197.1,3482.0] || subclass(u,intersection(v,w))* -> equal(union(null_class,u),null_class) member(regular(union(null_class,u)),w)*.
% 299.74/300.45 92597[4:Res:92197.1,3481.0] || subclass(u,intersection(v,w))* -> equal(union(null_class,u),null_class) member(regular(union(null_class,u)),v)*.
% 299.74/300.45 92600[4:Res:92197.1,7880.0] || subclass(u,singleton(v))* -> subclass(union(null_class,u),w) equal(not_subclass_element(union(null_class,u),w),v)*.
% 299.74/300.45 92658[4:Res:92198.1,3480.0] || subclass(u,complement(v)) member(regular(union(u,null_class)),v)* -> equal(union(u,null_class),null_class).
% 299.74/300.45 92666[4:Res:92198.1,3482.0] || subclass(u,intersection(v,w))* -> equal(union(u,null_class),null_class) member(regular(union(u,null_class)),w)*.
% 299.74/300.45 92667[4:Res:92198.1,3481.0] || subclass(u,intersection(v,w))* -> equal(union(u,null_class),null_class) member(regular(union(u,null_class)),v)*.
% 299.74/300.45 92670[4:Res:92198.1,7880.0] || subclass(u,singleton(v))* -> subclass(union(u,null_class),w) equal(not_subclass_element(union(u,null_class),w),v)*.
% 299.74/300.45 92811[0:SpR:71286.1,7786.1] || subclass(u,v) -> subclass(symmetric_difference(v,u),w) member(not_subclass_element(symmetric_difference(v,u),w),complement(u))*.
% 299.74/300.45 93072[0:Rew:80005.0,92879.1] || subclass(complement(u),complement(v)) -> equal(union(complement(u),intersection(v,u)),complement(symmetric_difference(v,u)))**.
% 299.74/300.45 92924[0:SpR:71286.1,75599.0] || subclass(complement(intersection(u,v)),union(u,v))* -> equal(complement(intersection(u,v)),symmetric_difference(u,v)).
% 299.74/300.45 93017[0:SpL:71286.1,258.0] || subclass(complement(u),complement(v))* member(w,complement(u)) member(w,union(v,u))* -> .
% 299.74/300.45 93094[0:Rew:71286.1,92998.2] || subclass(u,v) member(not_subclass_element(w,complement(u)),symmetric_difference(v,u))* -> subclass(w,complement(u)).
% 299.74/300.45 93110[4:Rew:74143.0,93037.2,28751.0,93037.2,71448.1,93037.2,76772.0,93037.1,10128.0,93037.1,71448.1,93037.1] || subclass(singleton(u),u)* member(v,complement(successor(u))) -> member(v,union(null_class,complement(u)))*.
% 299.74/300.45 93288[4:Rew:28748.0,93183.2,63899.1,93183.2,28748.0,93183.1] || equal(successor(u),null_class) -> member(not_subclass_element(v,complement(w)),union(u,w))* subclass(v,complement(w)).
% 299.74/300.45 93289[4:Rew:28748.0,93159.2,75578.0,93159.2,63899.1,93159.2,28748.0,93159.1,75578.0,93159.1] || equal(successor(u),null_class) -> member(not_subclass_element(v,complement(w)),union(w,u))* subclass(v,complement(w)).
% 299.74/300.45 93528[4:Res:93362.0,3478.0] || -> equal(union(null_class,intersection(successor(null_class),u)),null_class) equal(regular(union(null_class,intersection(successor(null_class),u))),null_class)**.
% 299.74/300.45 94028[4:Res:93389.0,3478.0] || -> equal(union(null_class,intersection(u,successor(null_class))),null_class) equal(regular(union(null_class,intersection(u,successor(null_class)))),null_class)**.
% 299.74/300.45 94045[4:Res:93346.1,9800.1] || equal(successor(null_class),u) member(u,universal_class) -> equal(u,null_class) equal(apply(choice,u),null_class)**.
% 299.74/300.45 94072[4:Res:93346.1,421.1] || equal(complement(u),successor(null_class)) member(v,universal_class) -> member(v,u)* member(v,singleton(null_class))*.
% 299.74/300.45 94147[4:Res:93356.0,3478.0] || -> equal(intersection(intersection(successor(null_class),u),v),null_class) equal(regular(intersection(intersection(successor(null_class),u),v)),null_class)**.
% 299.74/300.45 94330[4:Res:93367.0,3478.0] || -> equal(intersection(u,intersection(v,successor(null_class))),null_class) equal(regular(intersection(u,intersection(v,successor(null_class)))),null_class)**.
% 299.74/300.45 94389[4:Res:93381.0,3478.0] || -> equal(intersection(u,intersection(successor(null_class),v)),null_class) equal(regular(intersection(u,intersection(successor(null_class),v))),null_class)**.
% 299.74/300.45 94451[4:Res:93387.0,3478.0] || -> equal(intersection(intersection(u,successor(null_class)),v),null_class) equal(regular(intersection(intersection(u,successor(null_class)),v)),null_class)**.
% 299.74/300.45 95429[4:Res:95322.0,3479.0] || subclass(u,v) -> equal(complement(successor(complement(u))),null_class) member(regular(complement(successor(complement(u)))),v)*.
% 299.74/300.45 95450[4:Res:95322.0,3482.0] || -> equal(complement(successor(complement(intersection(u,v)))),null_class) member(regular(complement(successor(complement(intersection(u,v))))),v)*.
% 299.74/300.45 95451[4:Res:95322.0,3481.0] || -> equal(complement(successor(complement(intersection(u,v)))),null_class) member(regular(complement(successor(complement(intersection(u,v))))),u)*.
% 299.74/300.45 95529[4:Res:95463.0,10.0] || subclass(singleton(null_class),complement(successor(complement(successor(null_class)))))* -> equal(complement(successor(complement(successor(null_class)))),singleton(null_class)).
% 299.74/300.45 95553[0:Res:429.1,14010.0] || subclass(universal_class,cross_product(universal_class,universal_class)) subclass(composition_function,element_relation) -> member(u,ordered_pair(v,compose(u,v)))*.
% 299.74/300.45 95559[4:MRR:95548.1,101.0] || member(u,universal_class) subclass(composition_function,element_relation) -> member(u,ordered_pair(cantor(u),compose(u,cantor(u))))*.
% 299.74/300.45 95623[4:Res:95412.0,10.0] || subclass(complement(u),complement(successor(union(null_class,u))))* -> equal(complement(successor(union(null_class,u))),complement(u)).
% 299.74/300.45 95662[4:Res:95587.0,10.0] || subclass(complement(singleton(null_class)),complement(successor(successor(null_class))))* -> equal(complement(successor(successor(null_class))),complement(singleton(null_class))).
% 299.74/300.45 95730[4:MRR:95729.3,87979.2] || equal(compose(u,v),cantor(v))** member(v,universal_class) subclass(domain_relation,regular(compose_class(u)))* -> .
% 299.74/300.45 95732[4:MRR:95714.0,95714.3,35099.1,12451.1] || member(u,cantor(u))* subclass(element_relation,v) subclass(domain_relation,regular(v))* -> equal(v,null_class).
% 299.74/300.45 95802[4:Res:95477.0,10.0] || subclass(u,complement(successor(union(null_class,complement(u)))))* -> equal(complement(successor(union(null_class,complement(u)))),u).
% 299.74/300.45 95913[4:Res:95588.0,10.0] || subclass(complement(u),complement(successor(union(u,null_class))))* -> equal(complement(successor(union(u,null_class))),complement(u)).
% 299.74/300.45 96014[4:Res:95600.0,10.0] || subclass(complement(u),complement(successor(union(u,u))))* -> equal(complement(successor(union(u,u))),complement(u)).
% 299.74/300.45 99927[0:Res:95.0,3486.0] || -> equal(compose_class(u),null_class) equal(ordered_pair(first(regular(compose_class(u))),second(regular(compose_class(u)))),regular(compose_class(u)))**.
% 299.74/300.45 99932[0:Res:38.0,3486.0] || -> equal(flip(u),null_class) equal(ordered_pair(first(regular(flip(u))),second(regular(flip(u)))),regular(flip(u)))**.
% 299.74/300.45 99933[0:Res:35.0,3486.0] || -> equal(rotate(u),null_class) equal(ordered_pair(first(regular(rotate(u))),second(regular(rotate(u)))),regular(rotate(u)))**.
% 299.74/300.45 100478[4:MRR:100446.1,736.1] || subclass(universal_class,cross_product(singleton(u),universal_class))* member(ordered_pair(v,w),x)* -> member(u,cantor(x))*.
% 299.74/300.45 100480[4:MRR:100422.1,736.1] || subclass(universal_class,cross_product(singleton(u),universal_class))* member(unordered_pair(v,w),x)* -> member(u,cantor(x))*.
% 299.74/300.45 100481[5:MRR:100420.1,736.1] || subclass(universal_class,cross_product(singleton(u),universal_class))* member(apply(null_class,v),w)* -> member(u,cantor(w))*.
% 299.74/300.45 102369[0:Rew:102293.0,88281.0] || member(u,complement(union(symmetric_difference(v,w),x)))* member(u,union(symmetric_difference(w,v),x)) -> .
% 299.74/300.45 102374[0:Rew:102293.0,92020.1] || member(u,symmetric_difference(complement(v),union(w,x)))* -> member(u,union(v,complement(union(x,w)))).
% 299.74/300.45 102400[4:Rew:102293.0,84195.0] || member(u,complement(union(apply(null_class,v),w)))* member(u,union(apply(null_class,x),w))* -> .
% 299.74/300.45 102402[4:Rew:102293.0,82840.0] || member(u,complement(union(apply(null_class,v),w)))* member(u,union(sum_class(range_of(null_class)),w)) -> .
% 299.74/300.45 102412[0:Rew:102293.0,88294.0] || member(u,complement(union(v,symmetric_difference(w,x))))* member(u,union(v,symmetric_difference(x,w))) -> .
% 299.74/300.45 102415[4:Rew:102293.0,84207.0] || member(u,complement(union(v,apply(null_class,w))))* member(u,union(v,apply(null_class,x)))* -> .
% 299.74/300.45 102417[4:Rew:102293.0,82852.0] || member(u,complement(union(v,apply(null_class,w))))* member(u,union(v,sum_class(range_of(null_class)))) -> .
% 299.74/300.45 102425[4:Rew:102293.0,82803.0] || member(u,complement(union(v,sum_class(range_of(null_class)))))* member(u,union(v,apply(null_class,w)))* -> .
% 299.74/300.45 102438[4:Rew:102293.0,82791.0] || member(u,complement(union(sum_class(range_of(null_class)),v)))* member(u,union(apply(null_class,w),v))* -> .
% 299.74/300.45 102537[0:Rew:102293.0,91504.1] || member(u,symmetric_difference(union(v,w),complement(x)))* -> member(u,union(complement(union(w,v)),x)).
% 299.74/300.45 102566[0:Rew:102293.0,13886.1] || -> member(u,intersection(complement(v),union(w,x))) subclass(singleton(u),union(v,complement(union(w,x))))*.
% 299.74/300.45 102685[0:Rew:102293.0,92028.1] || member(u,symmetric_difference(complement(v),union(w,x)))* -> member(u,union(complement(union(w,x)),v)).
% 299.74/300.45 102793[4:Rew:102293.0,62365.0] || equal(union(u,complement(union(v,w))),universal_class) -> equal(intersection(complement(u),union(v,w)),null_class)**.
% 299.74/300.45 102794[4:Rew:102293.0,49821.1] || equal(intersection(complement(u),union(v,w)),null_class)** -> equal(union(u,complement(union(v,w))),universal_class).
% 299.74/300.45 102795[0:Rew:102293.0,9324.1] inductive(intersection(complement(u),union(v,w))) || equal(union(u,complement(union(v,w))),universal_class)** -> .
% 299.74/300.45 102805[4:Rew:102293.0,46963.1] || subclass(intersection(complement(u),union(v,w)),null_class)* -> subclass(universal_class,union(u,complement(union(v,w)))).
% 299.74/300.45 102810[4:Rew:102293.0,61795.0] || equal(union(u,complement(union(v,w))),null_class) -> equal(intersection(complement(u),union(v,w)),universal_class)**.
% 299.74/300.45 102844[6:Rew:102293.0,46671.1] || subclass(intersection(complement(u),union(v,w)),null_class)* -> member(null_class,union(u,complement(union(v,w)))).
% 299.74/300.45 102862[0:Rew:102293.0,43600.0] || -> equal(intersection(union(u,complement(union(v,w))),intersection(intersection(complement(u),union(v,w)),x)),null_class)**.
% 299.74/300.45 102863[0:Rew:102293.0,43763.0] || -> equal(intersection(union(u,complement(union(v,w))),intersection(x,intersection(complement(u),union(v,w)))),null_class)**.
% 299.74/300.45 102869[0:Rew:102293.0,50318.0] || -> equal(image(element_relation,union(u,complement(union(v,w)))),complement(power_class(intersection(complement(u),union(v,w)))))**.
% 299.74/300.45 102928[0:Rew:102293.0,23988.0] || -> subclass(complement(union(u,image(element_relation,union(v,w)))),intersection(complement(u),power_class(complement(union(v,w)))))*.
% 299.74/300.45 102968[0:Rew:102293.0,85569.0] || subclass(u,complement(union(v,w)))* member(regular(u),union(w,v)) -> equal(u,null_class).
% 299.74/300.45 103002[0:Rew:102293.0,13889.1] || -> member(u,intersection(union(v,w),complement(x))) subclass(singleton(u),union(complement(union(v,w)),x))*.
% 299.74/300.45 103053[0:Rew:102293.0,25823.1] || subclass(u,union(v,w)) member(regular(u),complement(union(v,w)))* -> equal(u,null_class).
% 299.74/300.45 103114[4:Rew:102293.0,93086.1] || subclass(complement(u),union(v,w)) -> equal(union(complement(union(v,w)),u),union(null_class,u))**.
% 299.74/300.45 103116[0:Rew:102293.0,91513.1] || member(u,symmetric_difference(union(v,w),complement(x)))* -> member(u,union(x,complement(union(v,w)))).
% 299.74/300.45 103131[4:Rew:102293.0,62368.0] || equal(union(complement(union(u,v)),w),universal_class) -> equal(intersection(union(u,v),complement(w)),null_class)**.
% 299.74/300.45 103132[4:Rew:102293.0,49831.1] || equal(intersection(union(u,v),complement(w)),null_class)** -> equal(union(complement(union(u,v)),w),universal_class).
% 299.74/300.45 103134[0:Rew:102293.0,9247.1] inductive(intersection(union(u,v),complement(w))) || equal(union(complement(union(u,v)),w),universal_class)** -> .
% 299.74/300.45 103144[4:Rew:102293.0,46965.1] || subclass(intersection(union(u,v),complement(w)),null_class)* -> subclass(universal_class,union(complement(union(u,v)),w)).
% 299.74/300.45 103149[4:Rew:102293.0,61798.0] || equal(union(complement(union(u,v)),w),null_class) -> equal(intersection(union(u,v),complement(w)),universal_class)**.
% 299.74/300.45 103183[6:Rew:102293.0,46673.1] || subclass(intersection(union(u,v),complement(w)),null_class)* -> member(null_class,union(complement(union(u,v)),w)).
% 299.74/300.45 103201[0:Rew:102293.0,43602.0] || -> equal(intersection(union(complement(union(u,v)),w),intersection(intersection(union(u,v),complement(w)),x)),null_class)**.
% 299.74/300.45 103202[0:Rew:102293.0,43765.0] || -> equal(intersection(union(complement(union(u,v)),w),intersection(x,intersection(union(u,v),complement(w)))),null_class)**.
% 299.74/300.45 103206[0:Rew:102293.0,50321.0] || -> equal(image(element_relation,union(complement(union(u,v)),w)),complement(power_class(intersection(union(u,v),complement(w)))))**.
% 299.74/300.45 103264[0:Rew:102293.0,7983.0] || subclass(universal_class,power_class(complement(union(u,v)))) member(singleton(w),image(element_relation,union(u,v)))* -> .
% 299.74/300.45 103284[4:Rew:102293.0,64275.0] || equal(power_class(complement(union(u,v))),cantor(xf)) member(x__dfg,image(element_relation,union(u,v)))* -> .
% 299.74/300.45 103292[0:Rew:102293.0,24010.0] || -> subclass(complement(union(image(element_relation,union(u,v)),w)),intersection(power_class(complement(union(u,v))),complement(w)))*.
% 299.74/300.45 103301[0:Rew:102293.0,28210.1] || equal(complement(successor(image(element_relation,union(u,v)))),universal_class)** -> member(x__dfg,power_class(complement(union(u,v)))).
% 299.74/300.45 103302[0:Rew:102293.0,28331.1] || equal(complement(successor(image(element_relation,union(u,v)))),universal_class)** -> member(omega,power_class(complement(union(u,v)))).
% 299.74/300.45 103305[0:Rew:102293.0,28442.1] || equal(complement(successor(image(element_relation,union(u,v)))),universal_class)** -> member(null_class,power_class(complement(union(u,v)))).
% 299.74/300.45 103333[6:Rew:102293.0,64292.0] || equal(power_class(complement(union(u,v))),successor(null_class)) member(null_class,image(element_relation,union(u,v)))* -> .
% 299.74/300.45 103334[6:Rew:102293.0,64293.0] || equal(power_class(complement(union(u,v))),singleton(null_class)) member(null_class,image(element_relation,union(u,v)))* -> .
% 299.74/300.45 103353[9:Rew:102293.0,87042.1] function(intersection(complement(u),complement(v))) || equal(successor(complement(union(u,v))),union(u,v))** -> .
% 299.74/300.45 103360[0:Rew:102293.0,24069.0] || -> subclass(complement(successor(complement(union(u,v)))),intersection(union(u,v),complement(singleton(complement(union(u,v))))))*.
% 299.74/300.45 103427[0:Rew:102293.0,35904.0] || equal(symmetric_difference(intersection(u,v),complement(union(u,v))),universal_class)** -> member(x__dfg,complement(symmetric_difference(u,v))).
% 299.74/300.45 103428[0:Rew:102293.0,35903.0] || equal(symmetric_difference(intersection(u,v),complement(union(u,v))),universal_class)** -> member(omega,complement(symmetric_difference(u,v))).
% 299.74/300.45 103429[0:Rew:102293.0,35896.0] || equal(symmetric_difference(intersection(u,v),complement(union(u,v))),universal_class)** -> member(null_class,complement(symmetric_difference(u,v))).
% 299.74/300.45 103478[4:Rew:102293.0,82913.0] || -> equal(union(complement(union(u,v)),apply(null_class,w)),union(sum_class(range_of(null_class)),complement(union(u,v))))**.
% 299.74/300.45 103704[4:Rew:103496.0,60727.1] single_valued_class(union(null_class,union(cross_product(universal_class,universal_class),cross_product(universal_class,universal_class)))) || -> function(union(null_class,cross_product(universal_class,universal_class)))*.
% 299.74/300.45 103873[0:Rew:103871.0,40999.0] || -> member(not_subclass_element(u,image(element_relation,successor(v))),power_class(complement(successor(v))))* subclass(u,image(element_relation,successor(v))).
% 299.74/300.45 103895[0:Rew:103871.0,37982.0] || member(regular(image(element_relation,successor(u))),power_class(complement(successor(u))))* -> equal(image(element_relation,successor(u)),null_class).
% 299.74/300.45 103976[4:Rew:103948.0,40778.0] || -> equal(union(u,intersection(union(null_class,v),complement(singleton(complement(v))))),union(u,complement(successor(complement(v)))))**.
% 299.74/300.45 103977[4:Rew:103948.0,73909.0] || -> equal(union(u,intersection(union(v,null_class),complement(singleton(complement(v))))),union(u,complement(successor(complement(v)))))**.
% 299.74/300.45 103997[4:Rew:103959.0,40620.0] || -> equal(union(intersection(union(null_class,u),complement(singleton(complement(u)))),v),union(v,complement(successor(complement(u)))))**.
% 299.74/300.45 103998[4:Rew:103959.0,74223.0] || -> equal(union(intersection(union(u,null_class),complement(singleton(complement(u)))),v),union(v,complement(successor(complement(u)))))**.
% 299.74/300.45 104136[4:Rew:29733.0,104078.0] || -> equal(complement(union(element_relation,union(null_class,complement(compose(element_relation,universal_class))))),complement(union(element_relation,complement(compose(element_relation,universal_class)))))**.
% 299.74/300.45 104137[4:Rew:29733.0,104080.0] || -> equal(complement(union(union(null_class,complement(u)),intersection(v,u))),complement(union(complement(u),intersection(v,u))))**.
% 299.74/300.45 104138[4:Rew:29733.0,104081.0] || -> equal(complement(union(union(null_class,complement(u)),intersection(u,v))),complement(union(complement(u),intersection(u,v))))**.
% 299.74/300.45 104140[0:Rew:103871.0,102332.0] || -> equal(power_class(complement(union(symmetric_difference(u,v),singleton(symmetric_difference(v,u))))),power_class(complement(successor(symmetric_difference(v,u)))))**.
% 299.74/300.45 104141[4:Rew:103871.0,102336.0] || -> equal(power_class(complement(union(apply(null_class,u),singleton(apply(null_class,v))))),power_class(complement(successor(apply(null_class,v)))))**.
% 299.74/300.45 104142[4:Rew:103871.0,102342.0] || -> equal(power_class(complement(union(apply(null_class,u),singleton(sum_class(range_of(null_class)))))),power_class(complement(successor(sum_class(range_of(null_class))))))**.
% 299.74/300.45 104143[4:Rew:103871.0,102346.0] || -> equal(power_class(complement(union(sum_class(range_of(null_class)),singleton(apply(null_class,u))))),power_class(complement(successor(apply(null_class,u)))))**.
% 299.74/300.45 104144[0:Rew:102293.0,102468.0] || member(not_subclass_element(complement(union(u,v)),w),union(v,u))* -> subclass(complement(union(v,u)),w).
% 299.74/300.45 104169[0:Rew:102293.0,103383.0] || member(not_subclass_element(complement(union(u,v)),w),union(v,u))* -> subclass(complement(union(u,v)),w).
% 299.74/300.45 104185[4:Rew:103496.0,103650.1] single_valued_class(union(null_class,union(null_class,union(cross_product(universal_class,universal_class),null_class)))) || -> function(union(null_class,cross_product(universal_class,universal_class)))*.
% 299.74/300.45 104186[4:Rew:103496.0,103651.1] single_valued_class(union(null_class,union(null_class,union(null_class,cross_product(universal_class,universal_class))))) || -> function(union(null_class,cross_product(universal_class,universal_class)))*.
% 299.74/300.45 104277[4:Rew:28748.0,102235.2,47746.1,102235.2,28748.0,102235.1] || equal(null_class,u) member(not_subclass_element(complement(v),w),union(u,v))* -> subclass(complement(v),w).
% 299.74/300.45 104280[4:Rew:28748.0,102207.2,75578.0,102207.2,47746.1,102207.2,28748.0,102207.1,75578.0,102207.1] || equal(null_class,u) member(not_subclass_element(complement(v),w),union(v,u))* -> subclass(complement(v),w).
% 299.74/300.45 106821[4:Rew:103496.0,106820.0,28759.0,106820.0] || -> equal(union(u,union(null_class,intersection(power_class(v),power_class(w)))),union(u,intersection(power_class(v),power_class(w))))**.
% 299.74/300.45 107232[4:Rew:103496.0,107231.0,28759.0,107231.0] || -> equal(union(union(null_class,intersection(power_class(u),power_class(v))),w),union(intersection(power_class(u),power_class(v)),w))**.
% 299.74/300.45 107335[4:Res:106506.0,3478.0] || -> equal(regular(union(null_class,complement(singleton(u)))),null_class) equal(regular(regular(union(null_class,complement(singleton(u))))),u)**.
% 299.74/300.45 107346[4:Res:106506.0,905.1] single_valued_class(regular(union(null_class,complement(cross_product(universal_class,universal_class))))) || -> function(regular(union(null_class,complement(cross_product(universal_class,universal_class)))))*.
% 299.74/300.45 107376[4:Rew:103496.0,107279.0] || -> subclass(regular(union(complement(power_class(u)),image(element_relation,power_class(v)))),intersection(power_class(u),power_class(complement(power_class(v)))))*.
% 299.74/300.45 107377[4:Rew:103496.0,107280.0] || -> subclass(regular(union(image(element_relation,power_class(u)),complement(power_class(v)))),intersection(power_class(complement(power_class(u))),power_class(v)))*.
% 299.74/300.45 107407[4:Res:106520.0,3479.0] || subclass(complement(power_class(u)),v) -> equal(regular(power_class(u)),null_class) member(regular(regular(power_class(u))),v)*.
% 299.74/300.45 107426[4:Res:106521.0,3479.0] || subclass(complement(successor(u)),v) -> equal(regular(successor(u)),null_class) member(regular(regular(successor(u))),v)*.
% 299.74/300.45 107547[0:SpR:103871.0,8283.0] || -> subclass(symmetric_difference(power_class(complement(successor(u))),complement(singleton(image(element_relation,successor(u))))),successor(image(element_relation,successor(u))))*.
% 299.74/300.45 107568[0:SpR:103871.0,47967.0] || -> equal(complement(intersection(power_class(complement(successor(u))),power_class(v))),union(image(element_relation,successor(u)),complement(power_class(v))))**.
% 299.74/300.45 107595[0:SpR:103871.0,47973.0] || -> equal(complement(intersection(power_class(u),power_class(complement(successor(v))))),union(complement(power_class(u)),image(element_relation,successor(v))))**.
% 299.74/300.45 107631[9:SpL:103871.0,78076.1] function(image(element_relation,successor(u))) || equal(successor(image(element_relation,successor(u))),power_class(complement(successor(u))))** -> .
% 299.74/300.45 107698[0:Rew:103871.0,107593.1] || -> member(not_subclass_element(u,power_class(complement(successor(v)))),image(element_relation,successor(v)))* subclass(u,power_class(complement(successor(v)))).
% 299.74/300.45 107699[0:Rew:103871.0,107602.1] || member(regular(power_class(complement(successor(u)))),image(element_relation,successor(u)))* -> equal(power_class(complement(successor(u))),null_class).
% 299.74/300.45 108227[0:SpR:103948.0,28182.1] || equal(complement(successor(intersection(complement(u),successor(v)))),universal_class)** -> member(x__dfg,union(u,complement(successor(v)))).
% 299.74/300.45 108228[0:SpR:103948.0,28303.1] || equal(complement(successor(intersection(complement(u),successor(v)))),universal_class)** -> member(omega,union(u,complement(successor(v)))).
% 299.74/300.45 108230[0:SpR:103948.0,28414.1] || equal(complement(successor(intersection(complement(u),successor(v)))),universal_class)** -> member(null_class,union(u,complement(successor(v)))).
% 299.74/300.45 108430[0:Rew:75578.0,108282.0] || -> equal(intersection(union(u,complement(successor(v))),union(complement(u),successor(v))),symmetric_difference(complement(u),successor(v)))**.
% 299.74/300.45 108293[0:SpR:47972.0,103948.0] || -> equal(complement(intersection(power_class(complement(power_class(u))),successor(v))),union(image(element_relation,power_class(u)),complement(successor(v))))**.
% 299.74/300.45 108295[0:SpR:103871.0,103948.0] || -> equal(complement(intersection(power_class(complement(successor(u))),successor(v))),union(image(element_relation,successor(u)),complement(successor(v))))**.
% 299.74/300.45 108331[0:SpL:103948.0,469.0] || subclass(universal_class,union(u,complement(successor(v)))) member(singleton(w),intersection(complement(u),successor(v)))* -> .
% 299.74/300.45 109425[9:SpR:47972.0,107477.1] function(image(element_relation,power_class(u))) || -> subclass(regular(successor(image(element_relation,power_class(u)))),power_class(complement(power_class(u))))*.
% 299.74/300.45 109427[9:SpR:103871.0,107477.1] function(image(element_relation,successor(u))) || -> subclass(regular(successor(image(element_relation,successor(u)))),power_class(complement(successor(u))))*.
% 299.74/300.45 110006[0:SpL:106411.0,6535.0] || member(u,symmetric_difference(complement(union(v,w)),complement(x)))* -> member(u,union(union(w,v),x)).
% 299.74/300.45 110015[0:SpL:106411.0,6535.0] || member(u,symmetric_difference(complement(v),complement(union(w,x))))* -> member(u,union(v,union(x,w))).
% 299.74/300.45 110226[0:Rew:102302.0,109817.0] || -> equal(union(union(u,v),complement(union(w,x))),union(union(v,u),complement(union(w,x))))*.
% 299.74/300.45 110227[0:Rew:102312.0,109835.0] || -> equal(union(complement(union(u,v)),union(w,x)),union(complement(union(u,v)),union(x,w)))*.
% 299.74/300.45 110689[4:Res:11057.1,102304.0] || equal(image(element_relation,union(u,v)),cantor(xf)) member(x__dfg,power_class(complement(union(u,v))))* -> .
% 299.74/300.45 110707[6:Res:32644.1,102304.0] || equal(image(element_relation,union(u,v)),successor(null_class)) member(null_class,power_class(complement(union(u,v))))* -> .
% 299.74/300.45 110708[6:Res:32575.1,102304.0] || equal(image(element_relation,union(u,v)),singleton(null_class)) member(null_class,power_class(complement(union(u,v))))* -> .
% 299.74/300.45 110807[4:Rew:102311.0,110694.0] || equal(power_class(complement(union(u,v))),null_class) member(singleton(w),power_class(complement(union(u,v))))* -> .
% 299.74/300.45 111322[0:Rew:75578.0,111188.0] || -> subclass(intersection(union(complement(u),complement(v)),intersection(w,union(u,v))),symmetric_difference(complement(u),complement(v)))*.
% 299.74/300.45 111351[4:SpR:102305.0,103496.0] || -> equal(union(null_class,complement(intersection(power_class(u),union(v,w)))),complement(intersection(power_class(u),union(v,w))))**.
% 299.74/300.45 111491[4:Rew:28759.0,111355.0] || -> subclass(regular(complement(intersection(power_class(u),union(v,w)))),union(null_class,intersection(power_class(u),union(v,w))))*.
% 299.74/300.45 111498[4:Rew:28759.0,111497.0] || -> subclass(union(null_class,intersection(power_class(u),union(v,w))),union(null_class,intersection(union(v,w),power_class(u))))*.
% 299.74/300.45 111500[4:Rew:102316.0,111499.0] || -> subclass(regular(union(null_class,intersection(power_class(u),union(v,w)))),complement(intersection(union(v,w),power_class(u))))*.
% 299.74/300.45 111503[4:Rew:28759.0,111502.0] || -> equal(union(null_class,intersection(union(u,v),power_class(w))),union(null_class,intersection(power_class(w),union(u,v))))*.
% 299.74/300.45 111507[4:Rew:28759.0,111506.0] || -> subclass(regular(complement(intersection(power_class(u),union(v,w)))),union(null_class,intersection(union(v,w),power_class(u))))*.
% 299.74/300.45 111513[4:Rew:28759.0,111512.0] || -> subclass(union(null_class,intersection(union(u,v),power_class(w))),union(null_class,intersection(power_class(w),union(u,v))))*.
% 299.74/300.45 111518[4:Rew:102316.0,111517.0] || -> subclass(regular(complement(intersection(union(u,v),power_class(w)))),union(null_class,intersection(power_class(w),union(u,v))))*.
% 299.74/300.45 111520[4:Rew:28759.0,111519.0] || -> subclass(regular(union(null_class,intersection(union(u,v),power_class(w)))),complement(intersection(power_class(w),union(u,v))))*.
% 299.74/300.45 111525[4:Rew:102316.0,111524.0] || equal(union(null_class,intersection(power_class(u),union(v,w))),complement(intersection(union(v,w),power_class(u))))** -> .
% 299.74/300.45 111538[4:Rew:48542.0,111352.0,28759.0,111352.0,47963.0,111352.0,28759.0,111352.0] || -> equal(power_class(union(null_class,intersection(power_class(u),union(v,w)))),power_class(intersection(power_class(u),union(v,w))))**.
% 299.74/300.45 111765[0:Rew:75578.0,111631.0] || -> subclass(intersection(union(complement(u),complement(v)),intersection(union(u,v),w)),symmetric_difference(complement(u),complement(v)))*.
% 299.74/300.45 111678[0:SpR:77631.0,73203.0] || -> subclass(intersection(symmetric_difference(union(u,v),complement(intersection(u,v))),w),intersection(complement(symmetric_difference(u,v)),w))*.
% 299.74/300.45 111917[4:SpR:102316.0,103496.0] || -> equal(union(null_class,complement(intersection(union(u,v),power_class(w)))),complement(intersection(union(u,v),power_class(w))))**.
% 299.74/300.45 112059[4:Rew:28759.0,111921.0] || -> subclass(regular(complement(intersection(union(u,v),power_class(w)))),union(null_class,intersection(union(u,v),power_class(w))))*.
% 299.74/300.45 112080[4:Rew:28759.0,112018.0,102305.0,112018.0] || equal(union(null_class,intersection(union(u,v),power_class(w))),complement(intersection(power_class(w),union(u,v))))** -> .
% 299.74/300.45 112094[4:Rew:48542.0,111918.0,28759.0,111918.0,47963.0,111918.0,28759.0,111918.0] || -> equal(power_class(union(null_class,intersection(union(u,v),power_class(w)))),power_class(intersection(union(u,v),power_class(w))))**.
% 299.74/300.45 112931[4:Rew:74143.0,112772.1] || member(u,symmetric_difference(complement(v),union(w,w)))* -> member(u,union(v,union(null_class,complement(w)))).
% 299.74/300.45 112935[4:Rew:36664.0,112796.1] || member(u,symmetric_difference(complement(v),union(w,null_class)))* -> member(u,union(v,union(null_class,complement(w)))).
% 299.74/300.45 112936[4:Rew:36664.0,112799.1] || member(u,symmetric_difference(complement(v),union(null_class,w)))* -> member(u,union(v,union(null_class,complement(w)))).
% 299.74/300.45 112948[9:Rew:103958.1,112947.2,83780.1,112947.2] function(u) || member(v,symmetric_difference(complement(w),successor(u)))* -> member(v,union(w,complement(u))).
% 299.74/300.45 113155[6:SpL:112982.0,17825.2] || member(successor(null_class),universal_class) subclass(domain_relation,complement(u)) member(ordered_pair(successor(null_class),null_class),u)* -> .
% 299.74/300.45 113186[6:SpL:112707.0,1000.1] || member(ordered_pair(u,v),compose(successor(null_class),w))* subclass(range_of(null_class),x)* -> member(v,x)*.
% 299.74/300.45 113360[4:Rew:74143.0,113239.1] || member(u,symmetric_difference(union(v,v),complement(w)))* -> member(u,union(union(null_class,complement(v)),w)).
% 299.74/300.45 113364[4:Rew:36664.0,113263.1] || member(u,symmetric_difference(union(v,null_class),complement(w)))* -> member(u,union(union(null_class,complement(v)),w)).
% 299.74/300.45 113365[4:Rew:36664.0,113266.1] || member(u,symmetric_difference(union(null_class,v),complement(w)))* -> member(u,union(union(null_class,complement(v)),w)).
% 299.74/300.45 113377[9:Rew:107181.1,113376.2,83780.1,113376.2] function(u) || member(v,symmetric_difference(successor(u),complement(w)))* -> member(v,union(w,complement(u))).
% 299.74/300.45 113532[4:Rew:74163.0,113531.1] || member(u,universal_class) -> member(u,complement(power_class(complement(v)))) member(u,power_class(union(null_class,complement(v))))*.
% 299.74/300.45 114030[4:Rew:114008.1,114029.0] || member(u,union(successor(null_class),v))* subclass(universal_class,w)* -> member(null_class,v) member(u,w)*.
% 299.74/300.45 114036[4:Rew:112653.1,113959.2] || member(not_subclass_element(intersection(u,v),null_class),successor(null_class))* -> member(null_class,u) subclass(intersection(u,v),null_class).
% 299.74/300.45 114037[4:Rew:112653.1,113957.2] || member(not_subclass_element(intersection(u,v),null_class),successor(null_class))* -> member(null_class,v) subclass(intersection(u,v),null_class).
% 299.74/300.45 114038[4:Rew:112653.1,113956.3] || subclass(u,v)* member(not_subclass_element(u,null_class),successor(null_class))* -> member(null_class,v) subclass(u,null_class).
% 299.74/300.45 114169[0:Res:50.1,102294.0] inductive(intersection(complement(u),union(v,w))) || member(null_class,union(u,complement(union(v,w))))* -> .
% 299.74/300.45 114545[4:Rew:114526.1,114544.0] || member(u,union(v,successor(null_class)))* subclass(universal_class,w)* -> member(null_class,v) member(u,w)*.
% 299.74/300.45 114552[4:Rew:113763.1,114473.3] || subclass(u,successor(null_class)) member(not_subclass_element(u,null_class),v)* -> member(null_class,v) subclass(u,null_class).
% 299.74/300.45 115141[0:Res:50.1,102308.0] inductive(intersection(union(u,v),complement(w))) || member(null_class,union(complement(union(u,v)),w))* -> .
% 299.74/300.45 115938[0:Rew:104178.0,115667.0] || -> equal(complement(intersection(union(u,v),union(w,x))),complement(intersection(union(w,x),union(u,v))))*.
% 299.74/300.45 115956[0:Rew:104178.0,115788.0] || -> equal(complement(intersection(union(u,v),union(w,x))),complement(intersection(union(u,v),union(x,w))))*.
% 299.74/300.45 115957[4:Rew:103419.0,115790.0] || -> equal(union(complement(union(u,v)),union(null_class,complement(w))),union(complement(union(u,v)),complement(w)))**.
% 299.74/300.45 115977[0:Rew:104178.0,115839.0] || -> equal(complement(intersection(union(u,v),union(w,x))),complement(intersection(union(v,u),union(w,x))))*.
% 299.74/300.45 115978[4:Rew:103056.0,115841.0] || -> equal(union(union(null_class,complement(u)),complement(union(v,w))),union(complement(u),complement(union(v,w))))**.
% 299.74/300.45 116028[0:Rew:75599.0,115693.0] || -> equal(symmetric_difference(complement(union(u,v)),complement(union(w,x))),symmetric_difference(union(u,v),union(w,x)))**.
% 299.74/300.45 116062[4:Rew:28759.0,116061.0,102314.0,116061.0] || -> equal(union(null_class,symmetric_difference(union(u,v),union(w,x))),symmetric_difference(union(u,v),union(w,x)))**.
% 299.74/300.45 116720[4:Rew:28759.0,116700.0] || equal(union(null_class,symmetric_difference(cross_product(u,v),w)),universal_class)** -> member(null_class,complement(restrict(w,u,v))).
% 299.74/300.45 116721[4:Rew:28759.0,116701.0] || equal(union(null_class,symmetric_difference(cross_product(u,v),w)),universal_class)** -> member(omega,complement(restrict(w,u,v))).
% 299.74/300.45 116722[4:Rew:28759.0,116702.0] || equal(union(null_class,symmetric_difference(cross_product(u,v),w)),universal_class)** -> member(x__dfg,complement(restrict(w,u,v))).
% 299.74/300.45 117577[4:Rew:28759.0,117558.0] || equal(union(null_class,symmetric_difference(u,cross_product(v,w))),universal_class)** -> member(null_class,complement(restrict(u,v,w))).
% 299.74/300.45 117578[4:Rew:28759.0,117559.0] || equal(union(null_class,symmetric_difference(u,cross_product(v,w))),universal_class)** -> member(omega,complement(restrict(u,v,w))).
% 299.74/300.45 117579[4:Rew:28759.0,117560.0] || equal(union(null_class,symmetric_difference(u,cross_product(v,w))),universal_class)** -> member(x__dfg,complement(restrict(u,v,w))).
% 299.74/300.45 118169[4:SpR:117109.1,569.0] || equal(union(u,v),universal_class) -> equal(symmetric_difference(complement(u),complement(v)),union(complement(u),complement(v)))**.
% 299.74/300.45 118933[4:Rew:48808.0,118932.0] || -> equal(complement(intersection(power_class(u),power_class(union(null_class,complement(v))))),complement(intersection(power_class(u),power_class(complement(v)))))**.
% 299.74/300.45 118934[4:Rew:118933.0,118825.0] || -> equal(union(complement(power_class(u)),image(element_relation,union(v,v))),complement(intersection(power_class(u),power_class(complement(v)))))**.
% 299.74/300.45 119186[4:SpR:117951.1,569.0] || equal(union(complement(u),complement(v)),universal_class) -> equal(symmetric_difference(complement(u),complement(v)),union(u,v))**.
% 299.74/300.45 120485[0:SpR:77631.0,73512.0] || -> subclass(intersection(u,symmetric_difference(union(v,w),complement(intersection(v,w)))),intersection(complement(symmetric_difference(v,w)),u))*.
% 299.74/300.45 120778[0:SpR:90326.0,102314.0] || -> equal(union(intersection(u,v),complement(union(u,intersection(u,v)))),complement(symmetric_difference(u,intersection(u,v))))**.
% 299.74/300.45 120919[0:SpR:48104.0,90326.0] || -> equal(intersection(union(u,complement(power_class(v))),symmetric_difference(complement(u),power_class(v))),symmetric_difference(complement(u),power_class(v)))**.
% 299.74/300.45 121024[4:Rew:120884.1,65164.2] || equal(intersection(u,regular(v)),universal_class)** member(null_class,v) -> equal(u,null_class) equal(v,null_class).
% 299.74/300.45 121284[0:SpR:90468.0,102314.0] || -> equal(union(intersection(u,v),complement(union(v,intersection(u,v)))),complement(symmetric_difference(v,intersection(u,v))))**.
% 299.74/300.45 121424[0:SpR:75586.0,90468.0] || -> equal(intersection(complement(restrict(u,v,w)),symmetric_difference(cross_product(v,w),u)),symmetric_difference(cross_product(v,w),u))**.
% 299.74/300.45 121425[0:SpR:75587.0,90468.0] || -> equal(intersection(complement(restrict(u,v,w)),symmetric_difference(u,cross_product(v,w))),symmetric_difference(u,cross_product(v,w)))**.
% 299.74/300.45 121437[0:SpR:75585.0,90468.0] || -> equal(intersection(union(complement(power_class(u)),v),symmetric_difference(power_class(u),complement(v))),symmetric_difference(power_class(u),complement(v)))**.
% 299.74/300.45 121988[4:Res:92199.1,3480.0] || subclass(u,complement(v)) member(regular(union(u,u)),v)* -> equal(union(u,u),null_class).
% 299.74/300.45 121996[4:Res:92199.1,3482.0] || subclass(u,intersection(v,w))* -> equal(union(u,u),null_class) member(regular(union(u,u)),w)*.
% 299.74/300.45 121997[4:Res:92199.1,3481.0] || subclass(u,intersection(v,w))* -> equal(union(u,u),null_class) member(regular(union(u,u)),v)*.
% 299.74/300.45 121999[4:Res:92199.1,7880.0] || subclass(u,singleton(v))* -> subclass(union(u,u),w) equal(not_subclass_element(union(u,u),w),v)*.
% 299.74/300.45 122191[0:SpR:92837.1,7786.1] || subclass(u,v) -> subclass(symmetric_difference(u,v),w) member(not_subclass_element(symmetric_difference(u,v),w),complement(u))*.
% 299.74/300.45 122556[4:Rew:28759.0,122391.1] || subclass(complement(u),union(v,w)) -> equal(union(u,complement(union(v,w))),union(null_class,u))**.
% 299.74/300.45 122576[0:Rew:92837.1,122466.2] || subclass(u,v) member(not_subclass_element(w,complement(u)),symmetric_difference(u,v))* -> subclass(w,complement(u)).
% 299.74/300.45 123443[0:SpL:77631.0,92873.0] || subclass(u,symmetric_difference(union(v,w),complement(intersection(v,w))))* -> subclass(u,complement(symmetric_difference(v,w))).
% 299.74/300.45 123806[4:Rew:48808.0,123805.0] || -> equal(complement(intersection(power_class(union(null_class,complement(u))),power_class(v))),complement(intersection(power_class(complement(u)),power_class(v))))**.
% 299.74/300.45 123807[4:Rew:123806.0,123704.0] || -> equal(union(image(element_relation,union(u,u)),complement(power_class(v))),complement(intersection(power_class(complement(u)),power_class(v))))**.
% 299.74/300.45 123965[4:SpR:103320.0,123487.0] || -> subclass(complement(successor(union(image(element_relation,union(u,v)),complement(power_class(w))))),power_class(complement(union(u,v))))*.
% 299.74/300.45 123966[4:SpR:48871.0,123487.0] || -> subclass(complement(successor(union(intersection(complement(u),power_class(v)),complement(power_class(w))))),union(u,complement(power_class(v))))*.
% 299.74/300.45 123967[4:SpR:48872.0,123487.0] || -> subclass(complement(successor(union(intersection(power_class(u),complement(v)),complement(power_class(w))))),union(complement(power_class(u)),v))*.
% 299.74/300.45 123982[4:Res:123487.0,10.0] || subclass(u,complement(successor(complement(intersection(u,v)))))* -> equal(complement(successor(complement(intersection(u,v)))),u).
% 299.74/300.45 124123[4:SpR:102945.0,123906.0] || -> subclass(complement(successor(union(complement(power_class(u)),image(element_relation,union(v,w))))),power_class(complement(union(v,w))))*.
% 299.74/300.45 124128[4:SpR:48870.0,123906.0] || -> subclass(complement(successor(union(complement(power_class(u)),intersection(complement(v),power_class(w))))),union(v,complement(power_class(w))))*.
% 299.74/300.45 124129[4:SpR:48874.0,123906.0] || -> subclass(complement(successor(union(complement(power_class(u)),intersection(power_class(v),complement(w))))),union(complement(power_class(v)),w))*.
% 299.74/300.45 124142[4:Res:123906.0,10.0] || subclass(u,complement(successor(complement(intersection(v,u)))))* -> equal(complement(successor(complement(intersection(v,u)))),u).
% 299.74/300.45 124679[0:SpR:46.0,103450.0] || -> equal(complement(intersection(successor(u),power_class(complement(power_class(v))))),union(complement(successor(u)),image(element_relation,power_class(v))))**.
% 299.74/300.45 125192[4:Res:125117.0,10.0] || subclass(power_class(u),regular(successor(complement(power_class(u)))))* -> equal(regular(successor(complement(power_class(u)))),power_class(u)).
% 299.74/300.45 125376[4:Res:125303.0,3478.0] || -> equal(regular(union(u,complement(successor(null_class)))),null_class) equal(regular(regular(union(u,complement(successor(null_class))))),null_class)**.
% 299.74/300.45 125560[4:Res:125349.0,3478.0] || -> equal(regular(union(complement(successor(null_class)),u)),null_class) equal(regular(regular(union(complement(successor(null_class)),u))),null_class)**.
% 299.74/300.45 125585[4:Res:125528.0,10.0] || subclass(singleton(null_class),regular(successor(complement(successor(null_class)))))* -> equal(regular(successor(complement(successor(null_class)))),singleton(null_class)).
% 299.74/300.45 125880[4:Res:125820.0,10.0] || subclass(successor(u),regular(successor(complement(successor(u)))))* -> equal(regular(successor(complement(successor(u)))),successor(u)).
% 299.74/300.45 126080[4:SpR:77631.0,123479.0] || -> subclass(union(null_class,intersection(symmetric_difference(union(u,v),complement(intersection(u,v))),w)),complement(symmetric_difference(u,v)))*.
% 299.74/300.45 126253[4:SpR:77631.0,123491.0] || -> subclass(intersection(union(null_class,symmetric_difference(union(u,v),complement(intersection(u,v)))),w),complement(symmetric_difference(u,v)))*.
% 299.74/300.45 126428[4:SpR:77631.0,123520.0] || -> subclass(intersection(u,union(null_class,symmetric_difference(union(v,w),complement(intersection(v,w))))),complement(symmetric_difference(v,w)))*.
% 299.74/300.45 126590[4:SpR:77631.0,123529.0] || -> subclass(union(null_class,intersection(u,symmetric_difference(union(v,w),complement(intersection(v,w))))),complement(symmetric_difference(v,w)))*.
% 299.74/300.45 128104[4:Rew:29733.0,128069.2] || subclass(u,v)* member(w,universal_class) -> member(w,union(null_class,complement(u)))* member(w,v)*.
% 299.74/300.45 128109[4:Rew:29733.0,128072.1] || member(u,universal_class) -> member(u,union(null_class,complement(intersection(union(null_class,v),w))))* member(u,v).
% 299.74/300.45 128110[4:Rew:29733.0,128073.1] || member(u,universal_class) -> member(u,union(null_class,complement(intersection(union(v,null_class),w))))* member(u,v).
% 299.74/300.45 128111[4:Rew:29733.0,128074.1] || member(u,universal_class) -> member(u,union(null_class,complement(intersection(union(v,v),w))))* member(u,v).
% 299.74/300.45 128112[4:Rew:29733.0,128075.1] || member(u,universal_class) -> member(u,union(null_class,complement(intersection(v,union(null_class,w)))))* member(u,w).
% 299.74/300.45 128113[4:Rew:29733.0,128076.1] || member(u,universal_class) -> member(u,union(null_class,complement(intersection(v,union(w,null_class)))))* member(u,w).
% 299.74/300.45 128114[4:Rew:29733.0,128077.1] || member(u,universal_class) -> member(u,union(null_class,complement(intersection(v,union(w,w)))))* member(u,w).
% 299.74/300.45 128115[4:Rew:29733.0,128078.1] || member(u,universal_class) -> member(u,union(null_class,complement(intersection(v,intersection(w,x)))))* member(u,w).
% 299.74/300.45 128116[4:Rew:29733.0,128079.1] || member(u,universal_class) -> member(u,union(null_class,complement(intersection(v,intersection(w,x)))))* member(u,x).
% 299.74/300.45 128117[4:Rew:29733.0,128080.1] || member(u,universal_class) -> member(u,union(null_class,complement(intersection(intersection(v,w),x))))* member(u,v).
% 299.74/300.45 128118[4:Rew:29733.0,128081.1] || member(u,universal_class) -> member(u,union(null_class,complement(intersection(intersection(v,w),x))))* member(u,w).
% 299.74/300.45 128121[4:Rew:29733.0,128088.1] || member(u,universal_class) -> member(u,union(null_class,complement(intersection(successor(null_class),v))))* member(u,singleton(null_class)).
% 299.74/300.45 128122[4:Rew:29733.0,128089.1] || member(u,universal_class) -> member(u,union(null_class,complement(intersection(v,successor(null_class)))))* member(u,singleton(null_class)).
% 299.74/300.45 128124[0:Rew:46.0,128006.2] || member(u,universal_class) subclass(successor(v),w)* -> member(u,complement(successor(v)))* member(u,w)*.
% 299.74/300.45 129736[0:Rew:75578.0,129562.0] || -> subclass(intersection(union(u,v),intersection(w,union(complement(u),complement(v)))),symmetric_difference(complement(u),complement(v)))*.
% 299.74/300.45 130173[2:SpR:102312.0,129832.0] || -> equal(intersection(intersection(union(u,v),complement(w)),intersection(x,union(complement(union(u,v)),w))),null_class)**.
% 299.74/300.45 130183[2:SpR:102302.0,129832.0] || -> equal(intersection(intersection(complement(u),union(v,w)),intersection(x,union(u,complement(union(v,w))))),null_class)**.
% 299.74/300.45 130628[2:SpR:102312.0,129959.0] || -> equal(intersection(intersection(union(u,v),complement(w)),intersection(union(complement(union(u,v)),w),x)),null_class)**.
% 299.74/300.45 130638[2:SpR:102302.0,129959.0] || -> equal(intersection(intersection(complement(u),union(v,w)),intersection(union(u,complement(union(v,w))),x)),null_class)**.
% 299.74/300.45 132284[0:Res:406.1,1049.1] || subclass(universal_class,cross_product(universal_class,universal_class)) member(singleton(u),u)* -> member(singleton(singleton(singleton(u))),element_relation)*.
% 299.74/300.45 135014[0:Res:8432.2,18.0] || member(flip(cross_product(u,universal_class)),universal_class)* subclass(domain_relation,cross_product(v,w))* -> member(inverse(u),w)*.
% 299.74/300.45 135036[4:MRR:135010.2,47483.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,ordered_pair(flip(cross_product(u,universal_class)),inverse(u)))* -> .
% 299.74/300.45 135592[0:Res:8431.2,18.0] || member(restrict(element_relation,universal_class,u),universal_class)* subclass(domain_relation,cross_product(v,w))* -> member(sum_class(u),w)*.
% 299.74/300.45 135616[4:MRR:135588.2,47483.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)))* -> .
% 299.74/300.45 136377[4:Rew:136369.0,136376.0] || member(u,union(v,restrict(complement(v),w,x)))* subclass(universal_class,y)* -> member(u,y)*.
% 299.74/300.45 136393[2:Rew:130204.0,136282.2] || subclass(u,restrict(complement(v),w,x))* member(not_subclass_element(u,null_class),v) -> subclass(u,null_class).
% 299.74/300.45 136784[2:Rew:75578.0,136551.0] || -> equal(intersection(symmetric_difference(complement(u),complement(v)),symmetric_difference(union(u,v),union(complement(u),complement(v)))),null_class)**.
% 299.74/300.45 136737[4:Rew:136733.1,121623.1] || equal(symmetric_difference(union(u,v),complement(intersection(u,v))),universal_class)** -> equal(complement(symmetric_difference(u,v)),universal_class).
% 299.74/300.45 136797[4:Rew:136794.0,136796.0] || member(u,union(symmetric_difference(v,w),intersection(v,w)))* subclass(universal_class,x)* -> member(u,x)*.
% 299.74/300.45 136985[4:Res:17398.1,136895.0] || subclass(domain_relation,rotate(cantor(singleton(cross_product(singleton(ordered_pair(ordered_pair(u,cantor(ordered_pair(v,u))),v)),universal_class)))))* -> .
% 299.74/300.45 136986[4:Res:17399.1,136895.0] || subclass(domain_relation,flip(cantor(singleton(cross_product(singleton(ordered_pair(ordered_pair(u,v),cantor(ordered_pair(v,u)))),universal_class)))))* -> .
% 299.74/300.45 136996[4:Res:3315.2,136895.0] || subclass(u,cantor(singleton(cross_product(singleton(regular(intersection(u,v))),universal_class))))* -> equal(intersection(u,v),null_class).
% 299.74/300.45 136997[4:Res:3143.2,136895.0] || subclass(u,cantor(singleton(cross_product(singleton(regular(intersection(v,u))),universal_class))))* -> equal(intersection(v,u),null_class).
% 299.74/300.45 137062[4:Res:17398.1,132175.0] || subclass(domain_relation,rotate(singleton(u))) member(ordered_pair(ordered_pair(v,cantor(ordered_pair(w,v))),w),u)* -> .
% 299.74/300.45 137063[4:Res:17399.1,132175.0] || subclass(domain_relation,flip(singleton(u))) member(ordered_pair(ordered_pair(v,w),cantor(ordered_pair(w,v))),u)* -> .
% 299.74/300.45 137080[4:Res:3315.2,132175.0] || subclass(u,singleton(v)) member(regular(intersection(u,w)),v)* -> equal(intersection(u,w),null_class).
% 299.74/300.45 137082[4:Res:3143.2,132175.0] || subclass(u,singleton(v)) member(regular(intersection(w,u)),v)* -> equal(intersection(w,u),null_class).
% 299.74/300.45 137472[4:Rew:137468.0,137471.0] || member(u,union(singleton(v),restrict(v,w,x)))* subclass(universal_class,y)* -> member(u,y)*.
% 299.74/300.45 137487[4:Rew:134411.0,137420.2] || subclass(u,restrict(v,w,x))* member(not_subclass_element(u,null_class),singleton(v)) -> subclass(u,null_class).
% 299.74/300.45 137816[4:Rew:137808.0,137815.0] || member(u,union(v,restrict(singleton(v),w,x)))* subclass(universal_class,y)* -> member(u,y)*.
% 299.74/300.45 137833[4:Rew:135329.0,137723.2] || subclass(u,restrict(singleton(v),w,x))* member(not_subclass_element(u,null_class),v) -> subclass(u,null_class).
% 299.74/300.45 138220[4:Rew:138217.0,138219.0] || member(u,union(symmetric_difference(v,w),intersection(w,v)))* subclass(universal_class,x)* -> member(u,x)*.
% 299.74/300.45 138240[2:Rew:136520.0,138128.2] || subclass(u,intersection(v,w)) member(not_subclass_element(u,null_class),symmetric_difference(w,v))* -> subclass(u,null_class).
% 299.74/300.45 138314[4:SpL:569.0,137147.0] || member(complement(symmetric_difference(complement(u),complement(v))),symmetric_difference(union(u,v),union(complement(u),complement(v))))* -> .
% 299.74/300.45 138351[4:SpL:48835.0,137147.0] || member(union(complement(power_class(u)),image(element_relation,power_class(v))),symmetric_difference(power_class(u),power_class(complement(power_class(v)))))* -> .
% 299.74/300.45 138353[4:SpL:48838.0,137147.0] || member(union(image(element_relation,power_class(u)),complement(power_class(v))),symmetric_difference(power_class(complement(power_class(u))),power_class(v)))* -> .
% 299.74/300.45 139150[4:SpL:48835.0,138256.0] || member(union(complement(power_class(u)),image(element_relation,power_class(v))),symmetric_difference(power_class(complement(power_class(v))),power_class(u)))* -> .
% 299.74/300.45 139152[4:SpL:48838.0,138256.0] || member(union(image(element_relation,power_class(u)),complement(power_class(v))),symmetric_difference(power_class(v),power_class(complement(power_class(u)))))* -> .
% 299.74/300.45 139532[0:Rew:75578.0,139298.0] || -> subclass(intersection(union(u,v),intersection(union(complement(u),complement(v)),w)),symmetric_difference(complement(u),complement(v)))*.
% 299.74/300.45 139369[0:SpR:77631.0,111609.0] || -> subclass(intersection(symmetric_difference(union(u,v),complement(intersection(u,v))),w),intersection(w,complement(symmetric_difference(u,v))))*.
% 299.74/300.45 139678[4:Rew:103878.0,139633.1,105000.0,139633.1,103878.0,139633.0] || member(regular(power_class(complement(singleton(null_class)))),image(element_relation,successor(null_class)))* -> equal(power_class(complement(singleton(null_class))),null_class).
% 299.74/300.45 140736[0:SpR:77631.0,120407.0] || -> subclass(intersection(u,symmetric_difference(union(v,w),complement(intersection(v,w)))),intersection(u,complement(symmetric_difference(v,w))))*.
% 299.74/300.45 141138[0:SpL:77631.0,123465.0] || equal(symmetric_difference(union(u,v),complement(intersection(u,v))),w)* -> subclass(w,complement(symmetric_difference(u,v)))*.
% 299.74/300.45 141208[0:SpR:77631.0,123475.0] || -> subclass(intersection(intersection(symmetric_difference(union(u,v),complement(intersection(u,v))),w),x),complement(symmetric_difference(u,v)))*.
% 299.74/300.45 141579[0:SpR:77631.0,123485.0] || -> subclass(intersection(u,intersection(v,symmetric_difference(union(w,x),complement(intersection(w,x))))),complement(symmetric_difference(w,x)))*.
% 299.74/300.45 141817[0:SpR:77631.0,123517.0] || -> subclass(intersection(u,intersection(symmetric_difference(union(v,w),complement(intersection(v,w))),x)),complement(symmetric_difference(v,w)))*.
% 299.74/300.45 142062[0:SpR:77631.0,123525.0] || -> subclass(intersection(intersection(u,symmetric_difference(union(v,w),complement(intersection(v,w)))),x),complement(symmetric_difference(v,w)))*.
% 299.74/300.45 143880[0:Res:138.0,9739.1] function(u) || subclass(universal_class,v)* subclass(v,w)* -> member(image(u,singleton(x)),w)*.
% 299.74/300.45 144379[2:MRR:144335.2,23545.0] || subclass(ordered_pair(u,v),w)* subclass(w,x)* -> member(apply(choice,ordered_pair(u,v)),x)*.
% 299.74/300.45 144400[0:SpR:50817.0,8283.0] || -> subclass(symmetric_difference(image(element_relation,power_class(universal_class)),complement(singleton(power_class(complement(power_class(universal_class)))))),successor(power_class(complement(power_class(universal_class)))))*.
% 299.74/300.45 144431[0:SpR:50817.0,47967.0] || -> equal(complement(intersection(image(element_relation,power_class(universal_class)),power_class(u))),union(power_class(complement(power_class(universal_class))),complement(power_class(u))))**.
% 299.74/300.45 144451[0:SpR:50817.0,103948.0] || -> equal(complement(intersection(image(element_relation,power_class(universal_class)),successor(u))),union(power_class(complement(power_class(universal_class))),complement(successor(u))))**.
% 299.74/300.45 144465[0:SpR:50817.0,47973.0] || -> equal(complement(intersection(power_class(u),image(element_relation,power_class(universal_class)))),union(complement(power_class(u)),power_class(complement(power_class(universal_class)))))**.
% 299.74/300.45 144688[4:SpR:50818.0,8283.0] || -> subclass(symmetric_difference(image(element_relation,power_class(null_class)),complement(singleton(power_class(complement(power_class(null_class)))))),successor(power_class(complement(power_class(null_class)))))*.
% 299.74/300.45 144719[4:SpR:50818.0,47967.0] || -> equal(complement(intersection(image(element_relation,power_class(null_class)),power_class(u))),union(power_class(complement(power_class(null_class))),complement(power_class(u))))**.
% 299.74/300.45 144739[4:SpR:50818.0,103948.0] || -> equal(complement(intersection(image(element_relation,power_class(null_class)),successor(u))),union(power_class(complement(power_class(null_class))),complement(successor(u))))**.
% 299.74/300.45 144753[4:SpR:50818.0,47973.0] || -> equal(complement(intersection(power_class(u),image(element_relation,power_class(null_class)))),union(complement(power_class(u)),power_class(complement(power_class(null_class)))))**.
% 299.74/300.45 145397[2:Res:145277.0,9739.1] function(u) || subclass(universal_class,v)* subclass(v,w)* -> member(image(u,regular(domain_relation)),w)*.
% 299.74/300.45 145530[0:Res:102540.1,25.0] || member(u,universal_class) -> member(u,union(v,complement(union(w,x))))* member(u,union(w,x)).
% 299.74/300.45 145700[4:SpR:104218.0,50037.1] || equal(union(u,complement(union(v,w))),null_class) -> equal(symmetric_difference(complement(u),union(v,w)),null_class)**.
% 299.74/300.45 145701[2:SpR:104218.0,43463.1] || subclass(union(u,complement(union(v,w))),null_class)* -> equal(symmetric_difference(complement(u),union(v,w)),null_class).
% 299.74/300.45 145718[0:SpR:104218.0,73203.0] || -> subclass(intersection(symmetric_difference(complement(u),union(v,w)),x),intersection(union(u,complement(union(v,w))),x))*.
% 299.74/300.45 145719[4:SpR:104218.0,123479.0] || -> subclass(union(null_class,intersection(symmetric_difference(complement(u),union(v,w)),x)),union(u,complement(union(v,w))))*.
% 299.74/300.45 145722[0:SpR:104218.0,111609.0] || -> subclass(intersection(symmetric_difference(complement(u),union(v,w)),x),intersection(x,union(u,complement(union(v,w)))))*.
% 299.74/300.45 145723[0:SpR:104218.0,123475.0] || -> subclass(intersection(intersection(symmetric_difference(complement(u),union(v,w)),x),y),union(u,complement(union(v,w))))*.
% 299.74/300.45 145729[4:SpR:104218.0,123491.0] || -> subclass(intersection(union(null_class,symmetric_difference(complement(u),union(v,w))),x),union(u,complement(union(v,w))))*.
% 299.74/300.45 145753[0:SpR:104218.0,73512.0] || -> subclass(intersection(u,symmetric_difference(complement(v),union(w,x))),intersection(union(v,complement(union(w,x))),u))*.
% 299.74/300.45 145755[4:SpR:104218.0,123529.0] || -> subclass(union(null_class,intersection(u,symmetric_difference(complement(v),union(w,x)))),union(v,complement(union(w,x))))*.
% 299.74/300.45 145757[0:SpR:104218.0,120407.0] || -> subclass(intersection(u,symmetric_difference(complement(v),union(w,x))),intersection(u,union(v,complement(union(w,x)))))*.
% 299.74/300.45 145759[0:SpR:104218.0,123525.0] || -> subclass(intersection(intersection(u,symmetric_difference(complement(v),union(w,x))),y),union(v,complement(union(w,x))))*.
% 299.74/300.45 145762[4:SpR:104218.0,123520.0] || -> subclass(intersection(u,union(null_class,symmetric_difference(complement(v),union(w,x)))),union(v,complement(union(w,x))))*.
% 299.74/300.45 145764[0:SpR:104218.0,123517.0] || -> subclass(intersection(u,intersection(symmetric_difference(complement(v),union(w,x)),y)),union(v,complement(union(w,x))))*.
% 299.74/300.45 145768[0:SpR:104218.0,58588.1] || subclass(union(u,complement(union(v,w))),x) -> subclass(symmetric_difference(complement(u),union(v,w)),x)*.
% 299.74/300.45 145813[0:SpR:104218.0,123485.0] || -> subclass(intersection(u,intersection(v,symmetric_difference(complement(w),union(x,y)))),union(w,complement(union(x,y))))*.
% 299.74/300.45 146018[0:SpL:104218.0,123465.0] || equal(symmetric_difference(complement(u),union(v,w)),x) -> subclass(x,union(u,complement(union(v,w))))*.
% 299.74/300.45 146028[0:SpL:104218.0,92873.0] || subclass(u,symmetric_difference(complement(v),union(w,x)))* -> subclass(u,union(v,complement(union(w,x)))).
% 299.74/300.45 146158[4:Rew:136733.1,145994.1] || equal(symmetric_difference(complement(u),union(v,w)),universal_class)** -> equal(union(u,complement(union(v,w))),universal_class).
% 299.74/300.45 146436[0:Res:102976.1,24.0] || member(u,universal_class) -> member(u,union(complement(union(v,w)),x))* member(u,union(v,w)).
% 299.74/300.45 146636[0:SpR:103225.0,73202.0] || -> subclass(intersection(symmetric_difference(union(u,v),complement(w)),x),intersection(union(complement(union(u,v)),w),x))*.
% 299.74/300.45 146639[4:SpR:103225.0,126047.0] || -> subclass(union(null_class,intersection(symmetric_difference(union(u,v),complement(w)),x)),union(complement(union(u,v)),w))*.
% 299.74/300.45 146640[0:SpR:103225.0,111166.0] || -> subclass(intersection(symmetric_difference(union(u,v),complement(w)),x),intersection(x,union(complement(union(u,v)),w)))*.
% 299.74/300.45 146643[0:SpR:103225.0,127908.0] || -> subclass(intersection(intersection(symmetric_difference(union(u,v),complement(w)),x),y),union(complement(union(u,v)),w))*.
% 299.74/300.45 146649[4:SpR:103225.0,126220.0] || -> subclass(intersection(union(null_class,symmetric_difference(union(u,v),complement(w))),x),union(complement(union(u,v)),w))*.
% 299.74/300.45 146673[0:SpR:103225.0,73515.0] || -> subclass(intersection(u,symmetric_difference(union(v,w),complement(x))),intersection(union(complement(union(v,w)),x),u))*.
% 299.74/300.45 146675[4:SpR:103225.0,126557.0] || -> subclass(union(null_class,intersection(u,symmetric_difference(union(v,w),complement(x)))),union(complement(union(v,w)),x))*.
% 299.74/300.45 146677[0:SpR:103225.0,120579.0] || -> subclass(intersection(u,symmetric_difference(union(v,w),complement(x))),intersection(u,union(complement(union(v,w)),x)))*.
% 299.74/300.45 146679[0:SpR:103225.0,127963.0] || -> subclass(intersection(intersection(u,symmetric_difference(union(v,w),complement(x))),y),union(complement(union(v,w)),x))*.
% 299.74/300.45 146682[4:SpR:103225.0,126395.0] || -> subclass(intersection(u,union(null_class,symmetric_difference(union(v,w),complement(x)))),union(complement(union(v,w)),x))*.
% 299.74/300.45 146684[0:SpR:103225.0,127954.0] || -> subclass(intersection(u,intersection(symmetric_difference(union(v,w),complement(x)),y)),union(complement(union(v,w)),x))*.
% 299.74/300.45 146694[0:SpR:103225.0,57163.1] || subclass(union(complement(union(u,v)),w),x) -> subclass(symmetric_difference(union(u,v),complement(w)),x)*.
% 299.74/300.45 146698[0:SpR:103225.0,104218.0] || -> equal(symmetric_difference(complement(union(u,v)),union(w,x)),symmetric_difference(union(u,v),complement(union(w,x))))**.
% 299.74/300.45 146715[4:SpR:103225.0,50038.1] || equal(union(complement(union(u,v)),w),null_class) -> equal(symmetric_difference(union(u,v),complement(w)),null_class)**.
% 299.74/300.45 146716[2:SpR:103225.0,42003.1] || subclass(union(complement(union(u,v)),w),null_class)* -> equal(symmetric_difference(union(u,v),complement(w)),null_class).
% 299.74/300.45 146734[0:SpR:103225.0,127918.0] || -> subclass(intersection(u,intersection(v,symmetric_difference(union(w,x),complement(y)))),union(complement(union(w,x)),y))*.
% 299.74/300.45 146735[0:SpR:46.0,103225.0] || -> equal(intersection(union(successor(u),complement(v)),union(complement(successor(u)),v)),symmetric_difference(successor(u),complement(v)))**.
% 299.74/300.45 146936[0:SpL:103225.0,127898.0] || equal(symmetric_difference(union(u,v),complement(w)),x) -> subclass(x,union(complement(union(u,v)),w))*.
% 299.74/300.45 146946[0:SpL:103225.0,92874.0] || subclass(u,symmetric_difference(union(v,w),complement(x)))* -> subclass(u,union(complement(union(v,w)),x)).
% 299.74/300.45 147055[4:Rew:146788.0,145894.0] || -> equal(symmetric_difference(union(null_class,complement(u)),union(v,w)),symmetric_difference(union(null_class,u),complement(union(v,w))))**.
% 299.74/300.45 147077[4:Rew:136733.1,146913.1] || equal(symmetric_difference(union(u,v),complement(w)),universal_class)** -> equal(union(complement(union(u,v)),w),universal_class).
% 299.74/300.45 147140[0:Rew:146698.0,146848.0,145965.0,146848.0] || -> equal(symmetric_difference(union(u,v),complement(union(w,x))),symmetric_difference(union(u,v),complement(union(x,w))))*.
% 299.74/300.45 147151[0:Rew:146789.0,147008.0] || -> equal(symmetric_difference(union(u,v),complement(union(w,x))),symmetric_difference(union(v,u),complement(union(w,x))))*.
% 299.74/300.45 147153[4:Rew:146786.0,147063.0] || -> equal(symmetric_difference(union(u,u),complement(union(v,w))),symmetric_difference(union(null_class,u),complement(union(v,w))))*.
% 299.74/300.45 147383[6:SpL:112707.0,13769.0] || equal(u,range_of(null_class)) member(ordered_pair(v,w),compose(successor(null_class),x))* -> member(w,u)*.
% 299.74/300.45 148093[4:Res:145290.1,17395.0] || subclass(universal_class,cantor(regular(cross_product(singleton(regular(domain_relation)),universal_class))))* -> equal(cross_product(singleton(regular(domain_relation)),universal_class),null_class).
% 299.74/300.45 148139[9:SoR:145280.0,2767.2] single_valued_class(first(regular(domain_relation))) || equal(cross_product(universal_class,universal_class),first(regular(domain_relation))) -> member(null_class,regular(domain_relation))*.
% 299.74/300.45 148160[9:SoR:147396.0,2767.2] single_valued_class(first(regular(domain_relation))) || member(null_class,domain_relation) equal(cross_product(universal_class,universal_class),first(regular(domain_relation)))** -> .
% 299.74/300.45 148178[9:MRR:148177.3,59311.0] one_to_one(u) || equal(successor(null_class),inverse(u))* member(singleton(singleton(null_class)),cross_product(universal_class,universal_class))* -> .
% 299.74/300.45 148274[2:MRR:148273.0,138.0] || subclass(singleton(u),regular(v))* member(u,v) -> equal(singleton(u),null_class) equal(v,null_class).
% 299.74/300.45 148442[4:Res:148322.0,9739.1] function(u) || subclass(universal_class,v)* subclass(v,w)* -> member(image(u,regular(composition_function)),w)*.
% 299.74/300.45 150277[4:Res:148335.1,17395.0] || subclass(universal_class,cantor(regular(cross_product(singleton(regular(composition_function)),universal_class))))* -> equal(cross_product(singleton(regular(composition_function)),universal_class),null_class).
% 299.74/300.45 150323[9:SoR:148325.0,2767.2] single_valued_class(first(regular(composition_function))) || equal(cross_product(universal_class,universal_class),first(regular(composition_function))) -> member(null_class,regular(composition_function))*.
% 299.74/300.45 150562[9:SoR:149318.0,2767.2] single_valued_class(first(regular(composition_function))) || member(null_class,composition_function) equal(cross_product(universal_class,universal_class),first(regular(composition_function)))** -> .
% 299.74/300.45 152349[4:Rew:28748.0,152093.0,75578.0,152093.0,10128.0,152093.0] || -> equal(symmetric_difference(complement(successor(null_class)),singleton(complement(singleton(null_class)))),union(complement(successor(null_class)),singleton(complement(singleton(null_class)))))**.
% 299.74/300.45 152701[4:Rew:29733.0,152608.0,10128.0,152608.0] || -> equal(union(intersection(complement(u),power_class(v)),union(null_class,complement(singleton(union(u,complement(power_class(v))))))),universal_class)**.
% 299.74/300.45 152702[4:Rew:103496.0,152506.0] || -> subclass(regular(union(intersection(complement(u),power_class(v)),complement(union(w,x)))),union(u,complement(power_class(v))))*.
% 299.74/300.45 153168[4:Rew:29733.0,153077.0,10128.0,153077.0] || -> equal(union(intersection(power_class(u),complement(v)),union(null_class,complement(singleton(union(complement(power_class(u)),v))))),universal_class)**.
% 299.74/300.45 153169[4:Rew:103496.0,152967.0] || -> subclass(regular(union(intersection(power_class(u),complement(v)),complement(union(w,x)))),union(complement(power_class(u)),v))*.
% 299.74/300.45 155334[4:Rew:103496.0,155144.0] || -> subclass(regular(union(complement(union(u,v)),intersection(complement(w),power_class(x)))),union(w,complement(power_class(x))))*.
% 299.74/300.45 155781[4:Rew:28748.0,155510.0,75578.0,155510.0,10128.0,155510.0] || -> equal(symmetric_difference(union(element_relation,element_relation),complement(compose(element_relation,universal_class))),union(union(element_relation,element_relation),complement(compose(element_relation,universal_class))))**.
% 299.74/300.45 155795[4:Rew:150871.0,155702.1] || member(not_subclass_element(complement(compose(element_relation,universal_class)),null_class),union(element_relation,element_relation))* -> subclass(complement(compose(element_relation,universal_class)),null_class).
% 299.74/300.45 156102[4:Rew:103496.0,155904.0] || -> subclass(regular(union(complement(union(u,v)),intersection(power_class(w),complement(x)))),union(complement(power_class(w)),x))*.
% 299.74/300.45 156507[4:SpR:151058.0,71286.1] || subclass(union(null_class,complement(compose(element_relation,universal_class))),element_relation)* -> equal(union(null_class,complement(compose(element_relation,universal_class))),null_class).
% 299.74/300.45 156671[4:Rew:28748.0,156409.0,75578.0,156409.0,10128.0,156409.0] || -> equal(symmetric_difference(element_relation,union(null_class,complement(compose(element_relation,universal_class)))),union(element_relation,union(null_class,complement(compose(element_relation,universal_class)))))**.
% 299.74/300.45 157024[4:Rew:103496.0,156791.0] || -> subclass(regular(union(complement(union(u,v)),image(element_relation,union(w,x)))),power_class(complement(union(w,x))))*.
% 299.74/300.45 157456[4:Rew:28748.0,157184.0,75578.0,157184.0,10128.0,157184.0] || -> equal(symmetric_difference(successor(null_class),union(null_class,singleton(singleton(null_class)))),union(successor(null_class),union(null_class,singleton(singleton(null_class)))))**.
% 299.74/300.45 157859[4:Rew:29733.0,157746.0,10128.0,157746.0] || -> equal(union(image(element_relation,union(u,v)),union(null_class,complement(singleton(power_class(complement(union(u,v))))))),universal_class)**.
% 299.74/300.45 157860[4:Rew:103496.0,157619.0] || -> subclass(regular(union(image(element_relation,union(u,v)),complement(union(w,x)))),power_class(complement(union(u,v))))*.
% 299.74/300.45 159131[4:Rew:82644.0,159031.1] || member(not_subclass_element(complement(sum_class(range_of(null_class))),null_class),apply(null_class,u))* -> subclass(complement(sum_class(range_of(null_class))),null_class).
% 299.74/300.45 159862[4:Rew:82711.0,159758.1] || member(not_subclass_element(complement(apply(null_class,u)),null_class),sum_class(range_of(null_class)))* -> subclass(complement(apply(null_class,u)),null_class).
% 299.74/300.45 160463[4:Rew:28748.0,160170.0,75578.0,160170.0,10128.0,160170.0] || -> equal(symmetric_difference(intersection(u,element_relation),complement(compose(element_relation,universal_class))),union(intersection(u,element_relation),complement(compose(element_relation,universal_class))))**.
% 299.74/300.45 160477[4:Rew:83108.0,160385.1] || member(not_subclass_element(complement(compose(element_relation,universal_class)),null_class),intersection(u,element_relation))* -> subclass(complement(compose(element_relation,universal_class)),null_class).
% 299.74/300.45 160820[4:Rew:28748.0,160506.0,75578.0,160506.0,10128.0,160506.0] || -> equal(symmetric_difference(intersection(element_relation,u),complement(compose(element_relation,universal_class))),union(intersection(element_relation,u),complement(compose(element_relation,universal_class))))**.
% 299.74/300.45 160834[4:Rew:83110.0,160740.1] || member(not_subclass_element(complement(compose(element_relation,universal_class)),null_class),intersection(element_relation,u))* -> subclass(complement(compose(element_relation,universal_class)),null_class).
% 299.74/300.45 161156[4:Rew:28748.0,160855.0,75578.0,160855.0,10128.0,160855.0] || -> equal(symmetric_difference(complement(compose(element_relation,universal_class)),intersection(u,element_relation)),union(complement(compose(element_relation,universal_class)),intersection(u,element_relation)))**.
% 299.74/300.45 161513[4:Rew:28748.0,161191.0,75578.0,161191.0,10128.0,161191.0] || -> equal(symmetric_difference(complement(compose(element_relation,universal_class)),intersection(element_relation,u)),union(complement(compose(element_relation,universal_class)),intersection(element_relation,u)))**.
% 299.74/300.45 162293[6:Res:162150.0,9739.1] function(u) || subclass(universal_class,v)* subclass(v,w)* -> member(image(u,regular(element_relation)),w)*.
% 299.74/300.45 162452[4:SpR:48063.0,123487.0] || -> subclass(complement(successor(complement(symmetric_difference(complement(u),power_class(complement(power_class(v))))))),union(u,image(element_relation,power_class(v))))*.
% 299.74/300.45 162467[0:SpR:48063.0,42566.0] || -> equal(intersection(complement(union(u,image(element_relation,power_class(v)))),symmetric_difference(complement(u),power_class(complement(power_class(v))))),null_class)**.
% 299.74/300.45 162482[0:SpR:48063.0,57833.0] || -> subclass(restrict(symmetric_difference(complement(u),power_class(complement(power_class(v)))),w,x),union(u,image(element_relation,power_class(v))))*.
% 299.74/300.45 162497[4:SpR:48063.0,133863.0] || -> equal(intersection(singleton(union(u,image(element_relation,power_class(v)))),symmetric_difference(complement(u),power_class(complement(power_class(v))))),null_class)**.
% 299.74/300.45 162755[4:Rew:117125.1,162754.1] || equal(complement(u),universal_class) -> equal(union(u,image(element_relation,power_class(v))),complement(power_class(complement(power_class(v)))))**.
% 299.74/300.45 162808[4:Rew:28748.0,162588.1,75578.0,162588.1,10134.0,162588.1,73795.0,162588.1] || equal(successor(u),null_class) -> equal(union(u,image(element_relation,power_class(v))),complement(power_class(complement(power_class(v)))))**.
% 299.74/300.45 162816[9:Rew:28748.0,162651.1,75578.0,162651.1,10134.0,162651.1,73795.0,162651.1,10128.0,162651.1] function(image(element_relation,power_class(u))) || -> equal(complement(power_class(complement(power_class(u)))),successor(image(element_relation,power_class(u))))**.
% 299.74/300.45 162920[4:SpR:48279.0,123487.0] || -> subclass(complement(successor(complement(symmetric_difference(power_class(complement(power_class(u))),complement(v))))),union(image(element_relation,power_class(u)),v))*.
% 299.74/300.45 162935[0:SpR:48279.0,42566.0] || -> equal(intersection(complement(union(image(element_relation,power_class(u)),v)),symmetric_difference(power_class(complement(power_class(u))),complement(v))),null_class)**.
% 299.74/300.45 162950[0:SpR:48279.0,57833.0] || -> subclass(restrict(symmetric_difference(power_class(complement(power_class(u))),complement(v)),w,x),union(image(element_relation,power_class(u)),v))*.
% 299.74/300.45 162965[4:SpR:48279.0,133863.0] || -> equal(intersection(singleton(union(image(element_relation,power_class(u)),v)),symmetric_difference(power_class(complement(power_class(u))),complement(v))),null_class)**.
% 299.74/300.45 164151[2:Res:12960.4,6869.0] || member(u,universal_class)* member(v,universal_class)* equal(successor(v),u)* subclass(successor_relation,null_class)* -> .
% 299.74/300.45 164476[6:Res:162163.1,17395.0] || subclass(universal_class,cantor(regular(cross_product(singleton(regular(element_relation)),universal_class))))* -> equal(cross_product(singleton(regular(element_relation)),universal_class),null_class).
% 299.74/300.45 164550[9:SoR:162153.0,2767.2] single_valued_class(first(regular(element_relation))) || equal(cross_product(universal_class,universal_class),first(regular(element_relation))) -> member(null_class,regular(element_relation))*.
% 299.74/300.45 164562[9:SoR:163377.0,2767.2] single_valued_class(first(regular(element_relation))) || member(null_class,element_relation) equal(cross_product(universal_class,universal_class),first(regular(element_relation)))** -> .
% 299.74/300.45 164640[4:Res:17769.2,50055.1] || member(ordered_pair(u,v),cross_product(universal_class,universal_class))* member(v,cantor(u)) equal(application_function,null_class) -> .
% 299.74/300.45 166248[4:MRR:166247.2,4841.0] || subclass(complement(power_class(u)),null_class)* member(v,universal_class) -> member(v,power_class(u))* member(v,w)*.
% 299.74/300.45 170155[9:MRR:170154.3,100070.0] function(u) || equal(compose(v,null_class),u)* member(singleton(singleton(null_class)),cross_product(universal_class,universal_class))* -> .
% 299.74/300.45 170670[0:Obv:170648.0] || subclass(composition_function,u) member(ordered_pair(v,w),cross_product(universal_class,universal_class))* subclass(composition_function,complement(u))* -> .
% 299.74/300.45 1071[0:Res:429.1,97.1] || subclass(universal_class,cross_product(universal_class,universal_class)) equal(compose(u,v),w) -> member(ordered_pair(v,w),compose_class(u))*.
% 299.74/300.45 996[0:Res:61.1,456.1] || member(ordered_pair(u,x__dfg),compose(v,w)) equal(complement(image(v,image(w,singleton(u)))),universal_class)** -> .
% 299.74/300.45 998[0:Res:61.1,444.1] || member(ordered_pair(u,omega),compose(v,w)) equal(complement(image(v,image(w,singleton(u)))),universal_class)** -> .
% 299.74/300.45 1087[0:Res:61.1,1058.1] || member(ordered_pair(u,null_class),compose(v,w)) equal(complement(image(v,image(w,singleton(u)))),universal_class)** -> .
% 299.74/300.45 8418[0:Res:1266.1,391.1] inductive(singleton(u)) || member(u,image(successor_relation,singleton(u)))* -> equal(image(successor_relation,singleton(u)),singleton(u)).
% 299.74/300.45 10076[0:Res:882.2,456.1] || member(x__dfg,cross_product(u,v)) member(x__dfg,w) equal(complement(restrict(w,u,v)),universal_class)** -> .
% 299.74/300.45 10080[0:Res:882.2,444.1] || member(omega,cross_product(u,v)) member(omega,w) equal(complement(restrict(w,u,v)),universal_class)** -> .
% 299.74/300.45 13764[2:SpL:7118.0,1000.1] || member(ordered_pair(u,v),compose(w,null_class))* subclass(image(w,range_of(null_class)),x)* -> member(v,x)*.
% 299.74/300.45 13836[0:Res:11931.0,270.0] || -> subclass(u,complement(restrict(v,w,x))) member(not_subclass_element(u,complement(restrict(v,w,x))),cross_product(w,x))*.
% 299.74/300.45 16414[4:Res:194.1,12471.0] || -> subclass(intersection(sum_class(range_of(null_class)),u),v) member(not_subclass_element(intersection(sum_class(range_of(null_class)),u),v),apply(null_class,w))*.
% 299.74/300.45 16424[4:Res:186.1,12471.0] || -> subclass(intersection(u,sum_class(range_of(null_class))),v) member(not_subclass_element(intersection(u,sum_class(range_of(null_class))),v),apply(null_class,w))*.
% 299.74/300.45 16472[4:Res:194.1,12473.0] || -> subclass(intersection(apply(null_class,u),v),w) member(not_subclass_element(intersection(apply(null_class,u),v),w),sum_class(range_of(null_class)))*.
% 299.74/300.45 16482[4:Res:186.1,12473.0] || -> subclass(intersection(u,apply(null_class,v)),w) member(not_subclass_element(intersection(u,apply(null_class,v)),w),sum_class(range_of(null_class)))*.
% 299.74/300.45 17191[0:SpL:826.1,725.1] || subclass(universal_class,complement(u)) member(not_subclass_element(cross_product(v,w),x),u)* -> subclass(cross_product(v,w),x).
% 299.74/300.45 17842[4:Rew:17265.0,16433.2] || member(u,universal_class) subclass(domain_relation,sum_class(range_of(null_class))) -> member(ordered_pair(u,cantor(u)),apply(null_class,v))*.
% 299.74/300.45 17843[4:Rew:17265.0,16491.2] || member(u,universal_class) subclass(domain_relation,apply(null_class,v))* -> member(ordered_pair(u,cantor(u)),sum_class(range_of(null_class)))*.
% 299.74/300.45 20309[4:Res:19302.1,20.0] || equal(cross_product(u,v),singleton(singleton(null_class)))** -> equal(ordered_pair(first(singleton(null_class)),second(singleton(null_class))),singleton(null_class))**.
% 299.74/300.45 23718[0:Res:192.1,6547.1] || member(regular(intersection(intersection(u,v),w)),symmetric_difference(u,v))* -> equal(intersection(intersection(u,v),w),null_class).
% 299.74/300.45 23743[0:Res:184.1,6547.1] || member(regular(intersection(u,intersection(v,w))),symmetric_difference(v,w))* -> equal(intersection(u,intersection(v,w)),null_class).
% 299.74/300.45 24957[4:Res:194.1,12472.0] || -> subclass(intersection(apply(null_class,u),v),w) member(not_subclass_element(intersection(apply(null_class,u),v),w),apply(null_class,x))*.
% 299.74/300.45 24973[4:Res:186.1,12472.0] || -> subclass(intersection(u,apply(null_class,v)),w) member(not_subclass_element(intersection(u,apply(null_class,v)),w),apply(null_class,x))*.
% 299.74/300.45 24982[4:Res:17312.2,12472.0] || member(u,universal_class) subclass(domain_relation,apply(null_class,v))* -> member(ordered_pair(u,cantor(u)),apply(null_class,w))*.
% 299.74/300.45 25081[0:Obv:25001.1] || subclass(universal_class,u)* -> equal(regular(unordered_pair(v,w)),v)** equal(unordered_pair(v,w),null_class) member(w,u)*.
% 299.74/300.45 25082[0:Obv:25000.1] || subclass(universal_class,u)* -> equal(regular(unordered_pair(v,w)),w)** equal(unordered_pair(v,w),null_class) member(v,u)*.
% 299.74/300.45 25843[0:Res:51.1,3480.0] inductive(complement(u)) || member(regular(image(successor_relation,complement(u))),u)* -> equal(image(successor_relation,complement(u)),null_class).
% 299.74/300.45 27463[0:Res:417.2,6535.0] || subclass(u,symmetric_difference(complement(v),complement(w)))* -> subclass(u,x) member(not_subclass_element(u,x),union(v,w))*.
% 299.74/300.45 27466[0:Res:408.2,6535.0] || member(u,universal_class) subclass(universal_class,symmetric_difference(complement(v),complement(w)))* -> member(sum_class(u),union(v,w))*.
% 299.74/300.45 27467[0:Res:407.2,6535.0] || member(u,universal_class) subclass(universal_class,symmetric_difference(complement(v),complement(w)))* -> member(power_class(u),union(v,w))*.
% 299.74/300.45 27484[0:Res:431.1,6535.0] || subclass(ordered_pair(u,v),symmetric_difference(complement(w),complement(x)))* -> member(unordered_pair(u,singleton(v)),union(w,x)).
% 299.74/300.45 28508[0:Res:51.1,7880.0] inductive(singleton(u)) || -> subclass(image(successor_relation,singleton(u)),v) equal(not_subclass_element(image(successor_relation,singleton(u)),v),u)**.
% 299.74/300.45 28957[4:Rew:28748.0,10465.2] || member(u,universal_class) -> member(u,intersection(complement(v),union(null_class,w)))* member(u,union(v,complement(w))).
% 299.74/300.45 28965[4:Rew:28748.0,10435.0] || -> equal(intersection(union(u,complement(v)),union(complement(u),union(null_class,v))),symmetric_difference(complement(u),union(null_class,v)))**.
% 299.74/300.45 28972[4:Rew:28748.0,10439.2] || member(u,universal_class) -> member(u,intersection(union(null_class,v),complement(w)))* member(u,union(complement(v),w)).
% 299.74/300.45 28981[4:Rew:28748.0,10443.0] || -> equal(intersection(union(complement(u),v),union(union(null_class,u),complement(v))),symmetric_difference(union(null_class,u),complement(v)))**.
% 299.74/300.45 30956[4:Rew:28759.0,29381.1] || -> subclass(union(null_class,apply(null_class,u)),v) member(not_subclass_element(union(null_class,apply(null_class,u)),v),apply(null_class,w))*.
% 299.74/300.45 30957[4:Rew:28759.0,29382.1] || -> subclass(union(null_class,apply(null_class,u)),v) member(not_subclass_element(union(null_class,apply(null_class,u)),v),sum_class(range_of(null_class)))*.
% 299.74/300.45 30958[4:Rew:28759.0,29389.1] || -> subclass(union(null_class,sum_class(range_of(null_class))),u) member(not_subclass_element(union(null_class,sum_class(range_of(null_class))),u),apply(null_class,v))*.
% 299.74/300.45 30959[4:Rew:28759.0,29401.1,29733.0,29401.0] || member(regular(union(null_class,complement(compose(element_relation,universal_class)))),element_relation)* -> equal(union(null_class,complement(compose(element_relation,universal_class))),null_class).
% 299.74/300.45 30960[4:Rew:28759.0,29417.1] || member(not_subclass_element(union(null_class,regular(u)),v),u)* -> subclass(union(null_class,regular(u)),v) equal(u,null_class).
% 299.74/300.45 29438[4:Rew:28759.0,1014.0] || equal(union(null_class,cross_product(u,v)),universal_class)** -> equal(ordered_pair(first(singleton(w)),second(singleton(w))),singleton(w))**.
% 299.74/300.45 29442[4:Rew:28759.0,27322.0] || equal(union(null_class,unordered_pair(u,v)),universal_class)** -> equal(ordered_pair(null_class,null_class),v) equal(ordered_pair(null_class,null_class),u).
% 299.74/300.45 29443[5:Rew:28759.0,21728.0] || equal(union(null_class,unordered_pair(u,v)),universal_class)** -> equal(apply(null_class,w),v)* equal(apply(null_class,w),u)*.
% 299.74/300.45 29444[5:Rew:28759.0,21536.0] || equal(union(null_class,unordered_pair(u,v)),universal_class)** -> equal(sum_class(range_of(null_class)),v) equal(sum_class(range_of(null_class)),u).
% 299.74/300.45 29446[4:Rew:28759.0,16096.0] || equal(union(null_class,unordered_pair(u,v)),domain_relation)** -> equal(ordered_pair(null_class,null_class),v) equal(ordered_pair(null_class,null_class),u).
% 299.74/300.45 30962[4:Rew:28759.0,29472.1] || -> subclass(union(null_class,symmetric_difference(u,v)),w) member(not_subclass_element(union(null_class,symmetric_difference(u,v)),w),union(u,v))*.
% 299.74/300.45 30963[4:Rew:28759.0,29486.1] || -> subclass(union(null_class,restrict(u,v,w)),x) member(not_subclass_element(union(null_class,restrict(u,v,w)),x),u)*.
% 299.74/300.45 17218[0:Res:1068.3,725.1] || member(u,universal_class)* member(v,universal_class)* equal(successor(v),u)* subclass(universal_class,complement(successor_relation))* -> .
% 299.74/300.45 33273[2:Rew:3314.1,33272.1] || member(apply(choice,u),intersection(singleton(u),v))* -> equal(u,null_class) equal(intersection(singleton(u),v),null_class).
% 299.74/300.45 33275[2:Rew:3142.1,33274.1] || member(apply(choice,u),intersection(v,singleton(u)))* -> equal(u,null_class) equal(intersection(v,singleton(u)),null_class).
% 299.74/300.45 33436[0:MRR:33399.0,12497.1] || -> member(regular(intersection(u,complement(union(v,w)))),complement(v))* equal(intersection(u,complement(union(v,w))),null_class).
% 299.74/300.45 33437[0:MRR:33398.0,12497.1] || -> member(regular(intersection(u,complement(union(v,w)))),complement(w))* equal(intersection(u,complement(union(v,w))),null_class).
% 299.74/300.45 33817[0:MRR:33773.0,12497.1] || -> member(regular(intersection(complement(union(u,v)),w)),complement(u))* equal(intersection(complement(union(u,v)),w),null_class).
% 299.74/300.45 33818[0:MRR:33772.0,12497.1] || -> member(regular(intersection(complement(union(u,v)),w)),complement(v))* equal(intersection(complement(union(u,v)),w),null_class).
% 299.74/300.45 35348[0:Res:3413.1,4.0] || subclass(complement(intersection(u,v)),w)* -> equal(symmetric_difference(u,v),null_class) member(regular(symmetric_difference(u,v)),w).
% 299.74/300.45 35632[2:Rew:3314.1,35631.1] || member(not_subclass_element(u,v),intersection(singleton(u),w))* -> subclass(u,v) equal(intersection(singleton(u),w),null_class).
% 299.74/300.45 35634[2:Rew:3142.1,35633.1] || member(not_subclass_element(u,v),intersection(w,singleton(u)))* -> subclass(u,v) equal(intersection(w,singleton(u)),null_class).
% 299.74/300.45 36691[4:SpL:29733.0,258.0] || member(u,intersection(union(null_class,complement(v)),complement(w)))* member(u,union(union(null_class,v),w)) -> .
% 299.74/300.45 36695[4:SpL:29733.0,6374.1] || member(u,universal_class) subclass(universal_class,union(null_class,complement(v)))* member(power_class(u),union(null_class,v))* -> .
% 299.74/300.45 36696[4:SpL:29733.0,6315.1] || member(u,universal_class) subclass(universal_class,union(null_class,complement(v)))* member(sum_class(u),union(null_class,v))* -> .
% 299.74/300.45 36698[4:SpL:29733.0,258.0] || member(u,intersection(complement(v),union(null_class,complement(w))))* member(u,union(v,union(null_class,w))) -> .
% 299.74/300.45 36928[0:Obv:36879.2] || subclass(intersection(singleton(u),v),complement(w))* member(u,w) -> subclass(intersection(singleton(u),v),x)*.
% 299.74/300.45 36929[0:Obv:36878.2] || subclass(intersection(u,singleton(v)),complement(w))* member(v,w) -> subclass(intersection(u,singleton(v)),x)*.
% 299.74/300.45 37299[0:Res:3539.1,4.0] || subclass(union(u,v),w) -> subclass(symmetric_difference(u,v),x) member(not_subclass_element(symmetric_difference(u,v),x),w)*.
% 299.74/300.45 37428[0:Res:6600.0,7884.0] || -> subclass(restrict(intersection(u,v),w,x),y) member(not_subclass_element(restrict(intersection(u,v),w,x),y),u)*.
% 299.74/300.45 37590[0:Res:6600.0,7885.0] || -> subclass(restrict(intersection(u,v),w,x),y) member(not_subclass_element(restrict(intersection(u,v),w,x),y),v)*.
% 299.74/300.45 37704[0:Res:285.1,4.0] || subclass(u,v) -> subclass(restrict(u,w,x),y) member(not_subclass_element(restrict(u,w,x),y),v)*.
% 299.74/300.45 39553[9:Rew:39510.1,18398.2] function(u) || subclass(range_of(u),null_class) equal(cantor(cantor(v)),universal_class) -> compatible(u,v,null_class)*.
% 299.74/300.45 39554[9:Rew:39510.1,18397.2] function(u) || equal(range_of(u),null_class) equal(cantor(cantor(v)),universal_class) -> compatible(u,v,w)*.
% 299.74/300.45 39608[9:Rew:39510.1,39517.2] function(range_of(u)) function(v) || equal(cantor(cantor(w)),universal_class) -> compatible(v,w,inverse(u))*.
% 299.74/300.45 39856[9:SpR:39752.1,61.1] function(u) || member(ordered_pair(u,v),compose(w,x))* -> member(v,image(w,image(x,null_class))).
% 299.74/300.45 40700[9:SpR:823.1,39853.1] function(first(regular(cross_product(u,v)))) || -> equal(cross_product(u,v),null_class) member(null_class,regular(cross_product(u,v)))*.
% 299.74/300.45 41039[4:Res:494.3,40266.0] || member(u,universal_class) subclass(u,successor(null_class)) -> equal(u,null_class) member(apply(choice,u),singleton(null_class))*.
% 299.74/300.45 41259[4:SpR:18051.0,17598.1] || member(u,universal_class) -> member(u,inverse(v)) equal(apply(flip(cross_product(v,universal_class)),u),sum_class(range_of(null_class)))**.
% 299.74/300.45 41260[4:SpR:18099.0,17598.1] || member(u,universal_class) -> member(u,sum_class(v)) equal(apply(restrict(element_relation,universal_class,v),u),sum_class(range_of(null_class)))**.
% 299.74/300.45 41307[4:MRR:41285.0,12502.1] || subclass(u,complement(cantor(v))) -> equal(apply(v,not_subclass_element(u,w)),sum_class(range_of(null_class)))** subclass(u,w).
% 299.74/300.45 41312[4:MRR:41284.0,12502.1] || -> equal(apply(u,not_subclass_element(v,intersection(cantor(u),v))),sum_class(range_of(null_class)))** subclass(v,intersection(cantor(u),v)).
% 299.74/300.45 41398[2:Res:36356.0,421.1] || member(u,universal_class) -> equal(singleton(complement(v)),null_class) member(u,v) member(u,complement(singleton(complement(v))))*.
% 299.74/300.45 41622[4:SpL:36664.0,258.0] || member(u,intersection(union(null_class,complement(v)),complement(w)))* member(u,union(union(v,v),w))* -> .
% 299.74/300.45 41626[4:SpL:36664.0,6374.1] || member(u,universal_class) subclass(universal_class,union(null_class,complement(v)))* member(power_class(u),union(v,v))* -> .
% 299.74/300.45 41627[4:SpL:36664.0,6315.1] || member(u,universal_class) subclass(universal_class,union(null_class,complement(v)))* member(sum_class(u),union(v,v))* -> .
% 299.74/300.45 41629[4:SpL:36664.0,258.0] || member(u,intersection(complement(v),union(null_class,complement(w))))* member(u,union(v,union(w,w)))* -> .
% 299.74/300.45 41745[4:Res:17398.1,271.0] || subclass(domain_relation,rotate(restrict(u,v,w)))* -> member(ordered_pair(ordered_pair(x,cantor(ordered_pair(y,x))),y),u)*.
% 299.74/300.45 41771[4:Res:17398.1,17917.0] || subclass(domain_relation,rotate(cantor(ordered_pair(ordered_pair(u,cantor(ordered_pair(v,u))),v))))* subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.45 41786[4:Res:17398.1,17752.0] || subclass(domain_relation,rotate(application_function)) -> member(singleton(u),cantor(ordered_pair(v,cantor(ordered_pair(singleton(singleton(singleton(u))),v)))))*.
% 299.74/300.45 41863[4:Res:17399.1,271.0] || subclass(domain_relation,flip(restrict(u,v,w)))* -> member(ordered_pair(ordered_pair(x,y),cantor(ordered_pair(y,x))),u)*.
% 299.74/300.45 41889[4:Res:17399.1,17917.0] || subclass(domain_relation,flip(cantor(ordered_pair(ordered_pair(u,v),cantor(ordered_pair(v,u))))))* subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.45 41991[0:Res:3143.2,271.0] || subclass(u,restrict(v,w,x))* -> equal(intersection(y,u),null_class) member(regular(intersection(y,u)),v)*.
% 299.74/300.45 42017[4:Res:3143.2,17917.0] || subclass(u,cantor(regular(intersection(v,u))))* subclass(universal_class,complement(element_relation)) -> equal(intersection(v,u),null_class).
% 299.74/300.45 42514[0:Res:3145.1,27.1] || member(regular(intersection(u,intersection(complement(v),w))),v)* -> equal(intersection(u,intersection(complement(v),w)),null_class).
% 299.74/300.45 42601[0:Rew:116.0,42458.0] || -> equal(intersection(u,symmetric_difference(v,w)),null_class) member(regular(intersection(u,symmetric_difference(v,w))),complement(intersection(v,w)))*.
% 299.74/300.45 43110[0:Res:3146.1,27.1] || member(regular(intersection(u,intersection(v,complement(w)))),w)* -> equal(intersection(u,intersection(v,complement(w))),null_class).
% 299.74/300.45 43451[0:Res:3315.2,271.0] || subclass(u,restrict(v,w,x))* -> equal(intersection(u,y),null_class) member(regular(intersection(u,y)),v)*.
% 299.74/300.45 43477[4:Res:3315.2,17917.0] || subclass(u,cantor(regular(intersection(u,v))))* subclass(universal_class,complement(element_relation)) -> equal(intersection(u,v),null_class).
% 299.74/300.45 43942[0:Res:3317.1,27.1] || member(regular(intersection(intersection(complement(u),v),w)),u)* -> equal(intersection(intersection(complement(u),v),w),null_class).
% 299.74/300.45 44036[0:Rew:116.0,43881.0] || -> equal(intersection(symmetric_difference(u,v),w),null_class) member(regular(intersection(symmetric_difference(u,v),w)),complement(intersection(u,v)))*.
% 299.74/300.45 44477[0:Res:3318.1,27.1] || member(regular(intersection(intersection(u,complement(v)),w)),v)* -> equal(intersection(intersection(u,complement(v)),w),null_class).
% 299.74/300.45 45072[0:Res:51.1,3479.0] inductive(u) || subclass(u,v) -> equal(image(successor_relation,u),null_class) member(regular(image(successor_relation,u)),v)*.
% 299.74/300.45 45095[4:Res:37903.0,3479.0] || subclass(complement(element_relation),u) -> equal(complement(compose(element_relation,universal_class)),null_class) member(regular(complement(compose(element_relation,universal_class))),u)*.
% 299.74/300.45 45584[2:Obv:45554.2] || equal(u,universal_class) subclass(u,symmetric_difference(v,w))* -> equal(u,null_class) member(null_class,union(v,w)).
% 299.74/300.45 46107[4:Rew:28759.0,46044.1] || member(not_subclass_element(intersection(u,union(null_class,v)),w),complement(v))* -> subclass(intersection(u,union(null_class,v)),w).
% 299.74/300.45 46478[4:Rew:28759.0,46401.1] || member(not_subclass_element(intersection(union(null_class,u),v),w),complement(u))* -> subclass(intersection(union(null_class,u),v),w).
% 299.74/300.45 46824[0:Obv:46788.2] || equal(u,v) subclass(unordered_pair(v,u),w)* -> equal(unordered_pair(v,u),null_class) member(v,w).
% 299.74/300.45 46933[4:Res:19302.1,6525.0] || equal(symmetric_difference(u,cross_product(v,w)),singleton(singleton(null_class))) -> member(singleton(null_class),complement(restrict(u,v,w)))*.
% 299.74/300.45 47115[4:Res:19302.1,6526.0] || equal(symmetric_difference(cross_product(u,v),w),singleton(singleton(null_class))) -> member(singleton(null_class),complement(restrict(w,u,v)))*.
% 299.74/300.45 47843[0:Res:5957.2,27.1] || member(inverse(u),universal_class) subclass(domain_relation,complement(v)) member(ordered_pair(inverse(u),range_of(u)),v)* -> .
% 299.74/300.45 47847[0:Res:5957.2,24.0] || member(inverse(u),universal_class) subclass(domain_relation,intersection(v,w))* -> member(ordered_pair(inverse(u),range_of(u)),v)*.
% 299.74/300.45 47848[0:Res:5957.2,25.0] || member(inverse(u),universal_class) subclass(domain_relation,intersection(v,w))* -> member(ordered_pair(inverse(u),range_of(u)),w)*.
% 299.74/300.45 47873[4:Res:5957.2,40266.0] || member(inverse(u),universal_class) subclass(domain_relation,successor(null_class)) -> member(ordered_pair(inverse(u),range_of(u)),singleton(null_class))*.
% 299.74/300.45 48032[0:Rew:47963.0,27393.0] || member(u,symmetric_difference(complement(v),power_class(complement(power_class(w)))))* -> member(u,union(v,image(element_relation,power_class(w)))).
% 299.74/300.45 48070[0:Rew:47963.0,25819.0] || subclass(u,power_class(complement(power_class(v)))) member(regular(u),image(element_relation,power_class(v)))* -> equal(u,null_class).
% 299.74/300.45 48074[0:Rew:47963.0,27416.0] || member(u,symmetric_difference(power_class(complement(power_class(v))),complement(w)))* -> member(u,union(image(element_relation,power_class(v)),w)).
% 299.74/300.45 48123[4:Rew:47963.0,15771.1] || equal(intersection(complement(u),power_class(v)),cantor(xf))** equal(union(u,complement(power_class(v))),cantor(xf)) -> .
% 299.74/300.45 48225[0:Rew:47963.0,35915.0] || -> equal(union(intersection(u,complement(power_class(v))),intersection(complement(u),power_class(v))),complement(symmetric_difference(u,complement(power_class(v)))))**.
% 299.74/300.45 48267[0:Rew:47963.0,38868.0] || subclass(universal_class,power_class(complement(power_class(u)))) member(regular(v),image(element_relation,power_class(u)))* -> equal(v,null_class).
% 299.74/300.45 48311[0:Rew:47963.0,24065.0] || -> subclass(complement(successor(image(element_relation,power_class(u)))),intersection(power_class(complement(power_class(u))),complement(singleton(image(element_relation,power_class(u))))))*.
% 299.74/300.45 48411[4:Rew:47963.0,15774.1] || equal(intersection(power_class(u),complement(v)),cantor(xf))** equal(union(complement(power_class(u)),v),cantor(xf)) -> .
% 299.74/300.45 48852[0:Rew:47963.0,48220.1] || -> subclass(singleton(not_subclass_element(u,intersection(complement(power_class(v)),u))),power_class(v))* subclass(u,intersection(complement(power_class(v)),u)).
% 299.74/300.45 50141[4:Rew:28748.0,49852.1] || equal(restrict(u,v,w),null_class) -> equal(symmetric_difference(cross_product(v,w),u),union(cross_product(v,w),u))**.
% 299.74/300.45 50142[4:Rew:28748.0,49851.1] || equal(restrict(u,v,w),null_class) -> equal(symmetric_difference(u,cross_product(v,w)),union(u,cross_product(v,w)))**.
% 299.74/300.45 50150[4:SpL:41644.0,47975.0] || member(regular(power_class(union(null_class,u))),complement(power_class(union(null_class,u))))* -> equal(power_class(union(u,u)),null_class).
% 299.74/300.45 50151[4:SpL:41644.0,47975.0] || member(regular(power_class(union(u,u))),complement(power_class(union(u,u))))* -> equal(power_class(union(null_class,u)),null_class).
% 299.74/300.45 50200[0:SpL:25457.1,47968.0] || equal(u,universal_class) member(v,image(element_relation,power_class(universal_class)))* member(v,power_class(complement(power_class(u))))* -> .
% 299.74/300.45 50201[0:SpL:25457.1,47968.0] || equal(u,universal_class) member(v,image(element_relation,power_class(u)))* member(v,power_class(complement(power_class(universal_class)))) -> .
% 299.74/300.45 50203[4:SpL:41644.0,47968.0] || member(u,image(element_relation,power_class(union(null_class,v))))* member(u,power_class(complement(power_class(union(v,v)))))* -> .
% 299.74/300.45 50204[4:SpL:41644.0,47968.0] || member(u,image(element_relation,power_class(union(v,v))))* member(u,power_class(complement(power_class(union(null_class,v))))) -> .
% 299.74/300.45 50210[0:Res:5.1,47968.0] || member(not_subclass_element(image(element_relation,power_class(u)),v),power_class(complement(power_class(u))))* -> subclass(image(element_relation,power_class(u)),v).
% 299.74/300.45 50235[0:Res:415.2,47968.0] || subclass(u,image(element_relation,power_class(v))) member(regular(u),power_class(complement(power_class(v))))* -> equal(u,null_class).
% 299.74/300.45 51194[0:Rew:50323.0,50543.1] || equal(u,universal_class) member(not_subclass_element(complement(power_class(universal_class)),v),power_class(u))* -> subclass(complement(power_class(universal_class)),v).
% 299.74/300.45 51204[4:Rew:28759.0,50853.0] || member(regular(power_class(union(u,u))),complement(power_class(union(null_class,u))))* -> equal(power_class(union(null_class,u)),null_class).
% 299.74/300.45 51205[4:Rew:28759.0,50854.0] || member(regular(power_class(union(u,u))),complement(power_class(union(null_class,u))))* -> equal(power_class(union(u,u)),null_class).
% 299.74/300.45 51438[0:SpR:49204.0,46.0] || -> equal(union(image(element_relation,power_class(u)),singleton(complement(power_class(complement(power_class(u)))))),successor(complement(power_class(complement(power_class(u))))))**.
% 299.74/300.45 51440[0:SpR:49204.0,1160.1] || equal(symmetric_difference(complement(power_class(complement(power_class(u)))),v),universal_class) -> member(null_class,union(image(element_relation,power_class(u)),v))*.
% 299.74/300.45 51447[0:SpR:49204.0,585.1] || equal(symmetric_difference(complement(power_class(complement(power_class(u)))),v),universal_class) -> member(omega,union(image(element_relation,power_class(u)),v))*.
% 299.74/300.45 51448[0:SpR:49204.0,611.1] || equal(symmetric_difference(complement(power_class(complement(power_class(u)))),v),universal_class) -> member(x__dfg,union(image(element_relation,power_class(u)),v))*.
% 299.74/300.45 51595[4:Rew:48542.0,51469.2,28759.0,51469.2] || member(u,universal_class) -> member(u,union(image(element_relation,power_class(v)),w))* member(u,power_class(complement(power_class(v)))).
% 299.74/300.45 51625[0:SpR:49205.0,1160.1] || equal(symmetric_difference(u,complement(power_class(complement(power_class(v))))),universal_class) -> member(null_class,union(u,image(element_relation,power_class(v))))*.
% 299.74/300.45 51632[0:SpR:49205.0,585.1] || equal(symmetric_difference(u,complement(power_class(complement(power_class(v))))),universal_class) -> member(omega,union(u,image(element_relation,power_class(v))))*.
% 299.74/300.45 51633[0:SpR:49205.0,611.1] || equal(symmetric_difference(u,complement(power_class(complement(power_class(v))))),universal_class) -> member(x__dfg,union(u,image(element_relation,power_class(v))))*.
% 299.74/300.45 51792[4:Rew:48542.0,51640.2,28759.0,51640.2] || member(u,universal_class) -> member(u,union(v,image(element_relation,power_class(w))))* member(u,power_class(complement(power_class(w)))).
% 299.74/300.45 51899[4:Res:19302.1,47999.0] || equal(symmetric_difference(complement(u),power_class(v)),singleton(singleton(null_class))) -> member(singleton(null_class),union(u,complement(power_class(v))))*.
% 299.74/300.45 52014[4:Res:19302.1,48188.0] || equal(symmetric_difference(power_class(u),complement(v)),singleton(singleton(null_class))) -> member(singleton(null_class),union(complement(power_class(u)),v))*.
% 299.74/300.45 52150[0:SpL:9395.0,7884.0] || subclass(u,symmetric_difference(complement(v),complement(singleton(v))))* -> subclass(u,w) member(not_subclass_element(u,w),successor(v))*.
% 299.74/300.45 52154[0:SpL:9395.0,6375.1] || member(u,universal_class) subclass(universal_class,symmetric_difference(complement(v),complement(singleton(v))))* -> member(power_class(u),successor(v))*.
% 299.74/300.45 52156[0:SpL:9395.0,6316.1] || member(u,universal_class) subclass(universal_class,symmetric_difference(complement(v),complement(singleton(v))))* -> member(sum_class(u),successor(v))*.
% 299.74/300.45 52170[0:Rew:9395.0,52074.0] || -> equal(symmetric_difference(complement(u),complement(singleton(u))),null_class) member(regular(symmetric_difference(complement(u),complement(singleton(u)))),successor(u))*.
% 299.74/300.45 52571[4:MRR:52532.0,308.0] || member(u,universal_class) subclass(domain_relation,complement(union(v,w)))* -> member(ordered_pair(u,cantor(u)),complement(v))*.
% 299.74/300.45 52572[4:MRR:52531.0,308.0] || member(u,universal_class) subclass(domain_relation,complement(union(v,w)))* -> member(ordered_pair(u,cantor(u)),complement(w))*.
% 299.74/300.45 52590[4:SpR:823.1,47487.0] || -> equal(cross_product(u,v),null_class) member(singleton(first(regular(cross_product(u,v)))),complement(singleton(regular(cross_product(u,v)))))*.
% 299.74/300.45 53044[4:SpL:823.1,52605.0] || member(singleton(first(regular(cross_product(u,v)))),singleton(regular(cross_product(u,v))))* -> equal(cross_product(u,v),null_class).
% 299.74/300.45 54326[9:SpL:39752.1,6311.0] function(u) || member(image(v,null_class),universal_class)* subclass(universal_class,w) -> member(apply(v,u),w)*.
% 299.74/300.45 54403[4:Res:35696.1,6314.0] || member(inverse(u),universal_class) subclass(universal_class,v)* subclass(v,w)* -> member(sum_class(range_of(u)),w)*.
% 299.74/300.45 54473[5:Res:6323.2,25953.1] || member(range_of(null_class),universal_class) subclass(universal_class,symmetric_difference(u,v))* equal(complement(union(u,v)),universal_class) -> .
% 299.74/300.45 54567[4:Res:35696.1,6373.0] || member(inverse(u),universal_class) subclass(universal_class,v)* subclass(v,w)* -> member(power_class(range_of(u)),w)*.
% 299.74/300.45 54965[4:Res:48544.1,3479.0] || equal(u,universal_class) subclass(power_class(u),v)* -> equal(power_class(universal_class),null_class) member(regular(power_class(universal_class)),v)*.
% 299.74/300.45 55596[4:SpL:28759.0,47998.0] || member(u,intersection(union(null_class,v),power_class(w)))* member(u,union(complement(v),complement(power_class(w)))) -> .
% 299.74/300.45 55630[0:Res:26.2,47998.0] || member(u,power_class(v)) member(u,complement(w)) member(u,union(w,complement(power_class(v))))* -> .
% 299.74/300.45 55646[2:Res:31230.1,47998.0] || equal(intersection(complement(u),power_class(v)),domain_relation) member(ordered_pair(null_class,null_class),union(u,complement(power_class(v))))* -> .
% 299.74/300.45 55647[2:Res:7349.1,47998.0] || subclass(domain_relation,intersection(complement(u),power_class(v))) member(ordered_pair(null_class,null_class),union(u,complement(power_class(v))))* -> .
% 299.74/300.45 55738[4:SpL:28759.0,48187.0] || member(u,intersection(power_class(v),union(null_class,w)))* member(u,union(complement(power_class(v)),complement(w))) -> .
% 299.74/300.45 55777[0:Res:26.2,48187.0] || member(u,complement(v)) member(u,power_class(w)) member(u,union(complement(power_class(w)),v))* -> .
% 299.74/300.45 55793[2:Res:31230.1,48187.0] || equal(intersection(power_class(u),complement(v)),domain_relation) member(ordered_pair(null_class,null_class),union(complement(power_class(u)),v))* -> .
% 299.74/300.45 55794[2:Res:7349.1,48187.0] || subclass(domain_relation,intersection(power_class(u),complement(v))) member(ordered_pair(null_class,null_class),union(complement(power_class(u)),v))* -> .
% 299.74/300.45 55887[4:Res:27910.1,8686.2] || equal(union(u,v),universal_class)** member(singleton(w),complement(v))* member(singleton(w),complement(u))* -> .
% 299.74/300.45 55888[0:Res:406.1,8686.2] || subclass(universal_class,union(u,v))* member(singleton(w),complement(v))* member(singleton(w),complement(u))* -> .
% 299.74/300.45 56146[2:SpR:23551.0,16.0] || -> equal(regular(ordered_pair(u,v)),singleton(u)) equal(unordered_pair(singleton(u),regular(ordered_pair(u,v))),ordered_pair(u,v))**.
% 299.74/300.45 56165[9:SpR:39752.1,23551.0] function(u) || -> equal(regular(ordered_pair(v,u)),unordered_pair(v,null_class))** equal(regular(ordered_pair(v,u)),singleton(v)).
% 299.74/300.45 56236[2:MRR:56213.1,138.0] || equal(u,regular(ordered_pair(v,w)))* -> equal(regular(ordered_pair(v,w)),singleton(v))** member(singleton(w),u)*.
% 299.74/300.45 56237[2:MRR:56187.0,138.0] || subclass(regular(ordered_pair(u,v)),w)* -> equal(regular(ordered_pair(u,v)),singleton(u)) member(singleton(v),w).
% 299.74/300.45 56427[4:Rew:29041.1,56426.0] || member(u,union(singleton(v),singleton(w)))* subclass(universal_class,x)* -> equal(v,w) member(u,x)*.
% 299.74/300.45 57113[0:Res:6563.2,27.1] || subclass(u,complement(v)) member(not_subclass_element(intersection(w,u),x),v)* -> subclass(intersection(w,u),x).
% 299.74/300.45 57117[0:Res:6563.2,24.0] || subclass(u,intersection(v,w))* -> subclass(intersection(x,u),y) member(not_subclass_element(intersection(x,u),y),v)*.
% 299.74/300.45 57118[0:Res:6563.2,25.0] || subclass(u,intersection(v,w))* -> subclass(intersection(x,u),y) member(not_subclass_element(intersection(x,u),y),w)*.
% 299.74/300.45 57138[4:Res:6563.2,40266.0] || subclass(u,successor(null_class)) -> subclass(intersection(v,u),w) member(not_subclass_element(intersection(v,u),w),singleton(null_class))*.
% 299.74/300.45 57570[4:Res:61.1,46994.1] || member(ordered_pair(u,singleton(v)),compose(w,x))* subclass(image(w,image(x,singleton(u))),null_class)* -> .
% 299.74/300.45 57656[0:Res:6565.1,628.0] || -> subclass(intersection(u,intersection(singleton(v),w)),x) equal(not_subclass_element(intersection(u,intersection(singleton(v),w)),x),v)**.
% 299.74/300.45 57990[4:Res:57812.0,3480.0] || member(regular(intersection(u,union(null_class,complement(v)))),v)* -> equal(intersection(u,union(null_class,complement(v))),null_class).
% 299.74/300.45 57997[4:Res:57812.0,7880.0] || -> subclass(intersection(u,union(null_class,singleton(v))),w) equal(not_subclass_element(intersection(u,union(null_class,singleton(v))),w),v)**.
% 299.74/300.45 58191[0:Res:6566.1,628.0] || -> subclass(intersection(u,intersection(v,singleton(w))),x) equal(not_subclass_element(intersection(u,intersection(v,singleton(w))),x),w)**.
% 299.74/300.45 58538[0:Res:7755.2,27.1] || subclass(u,complement(v)) member(not_subclass_element(intersection(u,w),x),v)* -> subclass(intersection(u,w),x).
% 299.74/300.45 58542[0:Res:7755.2,24.0] || subclass(u,intersection(v,w))* -> subclass(intersection(u,x),y) member(not_subclass_element(intersection(u,x),y),v)*.
% 299.74/300.45 58543[0:Res:7755.2,25.0] || subclass(u,intersection(v,w))* -> subclass(intersection(u,x),y) member(not_subclass_element(intersection(u,x),y),w)*.
% 299.74/300.45 58563[4:Res:7755.2,40266.0] || subclass(u,successor(null_class)) -> subclass(intersection(u,v),w) member(not_subclass_element(intersection(u,v),w),singleton(null_class))*.
% 299.74/300.45 58954[0:Rew:32.0,58915.1] single_valued_class(restrict(intersection(cross_product(universal_class,universal_class),u),v,w)) || -> function(restrict(restrict(u,universal_class,universal_class),v,w))*.
% 299.74/300.45 59024[0:Res:7758.1,628.0] || -> subclass(intersection(intersection(singleton(u),v),w),x) equal(not_subclass_element(intersection(intersection(singleton(u),v),w),x),u)**.
% 299.74/300.45 59393[0:Res:7759.1,628.0] || -> subclass(intersection(intersection(u,singleton(v)),w),x) equal(not_subclass_element(intersection(intersection(u,singleton(v)),w),x),v)**.
% 299.74/300.45 59586[4:Res:59182.0,3480.0] || member(regular(intersection(union(null_class,complement(u)),v)),u)* -> equal(intersection(union(null_class,complement(u)),v),null_class).
% 299.74/300.45 59593[4:Res:59182.0,7880.0] || -> subclass(intersection(union(null_class,singleton(u)),v),w) equal(not_subclass_element(intersection(union(null_class,singleton(u)),v),w),u)**.
% 299.74/300.45 59748[0:Res:60.0,7881.0] || subclass(cross_product(universal_class,universal_class),u) -> subclass(compose(v,w),x) member(not_subclass_element(compose(v,w),x),u)*.
% 299.74/300.45 59752[0:Res:38.0,7881.0] || subclass(cross_product(cross_product(universal_class,universal_class),universal_class),u)* -> subclass(flip(v),w) member(not_subclass_element(flip(v),w),u)*.
% 299.74/300.45 59753[0:Res:35.0,7881.0] || subclass(cross_product(cross_product(universal_class,universal_class),universal_class),u)* -> subclass(rotate(v),w) member(not_subclass_element(rotate(v),w),u)*.
% 299.74/300.45 59791[4:Res:18517.0,7881.0] || subclass(apply(null_class,u),v)* -> subclass(apply(null_class,w),x) member(not_subclass_element(apply(null_class,w),x),v)*.
% 299.74/300.45 59792[4:Res:18097.0,7881.0] || subclass(apply(null_class,u),v)* -> subclass(sum_class(range_of(null_class)),w) member(not_subclass_element(sum_class(range_of(null_class)),w),v)*.
% 299.74/300.45 59793[4:Res:18754.0,7881.0] || subclass(sum_class(range_of(null_class)),u) -> subclass(apply(null_class,v),w) member(not_subclass_element(apply(null_class,v),w),u)*.
% 299.74/300.45 59798[4:Res:31805.0,7881.0] || subclass(union(u,u),v)* -> subclass(union(null_class,u),w) member(not_subclass_element(union(null_class,u),w),v)*.
% 299.74/300.45 59804[2:Res:35620.0,7881.0] || subclass(complement(u),v) -> equal(u,null_class) subclass(regular(u),w) member(not_subclass_element(regular(u),w),v)*.
% 299.74/300.45 59805[2:Res:36356.0,7881.0] || subclass(complement(singleton(u)),v)* -> equal(singleton(u),null_class) subclass(u,w) member(not_subclass_element(u,w),v)*.
% 299.74/300.45 59894[4:Res:59213.0,3480.0] || member(regular(union(null_class,intersection(complement(u),v))),u)* -> equal(union(null_class,intersection(complement(u),v)),null_class).
% 299.74/300.45 59901[4:Res:59213.0,7880.0] || -> subclass(union(null_class,intersection(singleton(u),v)),w) equal(not_subclass_element(union(null_class,intersection(singleton(u),v)),w),u)**.
% 299.74/300.45 60949[4:Res:60803.0,3480.0] || member(regular(union(null_class,intersection(u,complement(v)))),v)* -> equal(union(null_class,intersection(u,complement(v))),null_class).
% 299.74/300.45 60956[4:Res:60803.0,7880.0] || -> subclass(union(null_class,intersection(u,singleton(v))),w) equal(not_subclass_element(union(null_class,intersection(u,singleton(v))),w),v)**.
% 299.74/300.45 61052[4:Res:61001.0,7881.0] || subclass(complement(singleton(u)),v) -> subclass(complement(successor(u)),w) member(not_subclass_element(complement(successor(u)),w),v)*.
% 299.74/300.45 61276[0:Obv:61251.2] || member(u,v) subclass(unordered_pair(u,w),x)* -> subclass(unordered_pair(u,w),v)* member(w,x).
% 299.74/300.45 61480[0:Obv:61455.2] || member(u,v) subclass(unordered_pair(w,u),x)* -> subclass(unordered_pair(w,u),v)* member(w,x).
% 299.74/300.45 62101[0:Rew:25086.1,62094.2] || equal(power_class(u),universal_class) member(regular(power_class(null_class)),image(element_relation,power_class(u)))* -> equal(power_class(null_class),null_class).
% 299.74/300.45 62102[4:Rew:47746.1,62093.2] || equal(power_class(u),null_class) member(regular(power_class(universal_class)),image(element_relation,power_class(u)))* -> equal(power_class(universal_class),null_class).
% 299.74/300.45 62276[4:Res:60062.1,891.2] || equal(complement(intersection(u,v)),universal_class)** member(w,v)* member(w,u)* -> member(w,x)*.
% 299.74/300.45 62646[0:SpR:48835.0,33407.0] || -> equal(intersection(intersection(power_class(u),power_class(complement(power_class(v)))),union(complement(power_class(u)),image(element_relation,power_class(v)))),null_class)**.
% 299.74/300.45 62647[4:SpR:48835.0,33519.0] || -> equal(union(intersection(power_class(u),power_class(complement(power_class(v)))),union(complement(power_class(u)),image(element_relation,power_class(v)))),universal_class)**.
% 299.74/300.45 62648[4:SpR:48835.0,33570.0] || -> equal(symmetric_difference(intersection(power_class(u),power_class(complement(power_class(v)))),union(complement(power_class(u)),image(element_relation,power_class(v)))),universal_class)**.
% 299.74/300.45 62672[4:SpR:48835.0,59945.0] || -> subclass(complement(successor(intersection(power_class(u),power_class(complement(power_class(v)))))),union(complement(power_class(u)),image(element_relation,power_class(v))))*.
% 299.74/300.45 63002[0:Rew:31.0,62963.1] single_valued_class(restrict(intersection(u,cross_product(universal_class,universal_class)),v,w)) || -> function(restrict(restrict(u,universal_class,universal_class),v,w))*.
% 299.74/300.45 63104[0:SpR:48838.0,33407.0] || -> equal(intersection(intersection(power_class(complement(power_class(u))),power_class(v)),union(image(element_relation,power_class(u)),complement(power_class(v)))),null_class)**.
% 299.74/300.45 63105[4:SpR:48838.0,33519.0] || -> equal(union(intersection(power_class(complement(power_class(u))),power_class(v)),union(image(element_relation,power_class(u)),complement(power_class(v)))),universal_class)**.
% 299.74/300.45 63106[4:SpR:48838.0,33570.0] || -> equal(symmetric_difference(intersection(power_class(complement(power_class(u))),power_class(v)),union(image(element_relation,power_class(u)),complement(power_class(v)))),universal_class)**.
% 299.74/300.45 63130[4:SpR:48838.0,59945.0] || -> subclass(complement(successor(intersection(power_class(complement(power_class(u))),power_class(v)))),union(image(element_relation,power_class(u)),complement(power_class(v))))*.
% 299.74/300.45 64362[4:Rew:28748.0,64247.2] || equal(null_class,u) member(v,image(element_relation,union(u,w)))* member(v,power_class(complement(w))) -> .
% 299.74/300.45 64477[4:MRR:64444.2,50094.0] || member(regular(intersection(regular(compose(element_relation,universal_class)),u)),element_relation)* -> equal(intersection(regular(compose(element_relation,universal_class)),u),null_class).
% 299.74/300.45 64683[4:SpR:63899.1,49204.0] || equal(successor(power_class(u)),null_class) -> equal(union(image(element_relation,power_class(u)),v),union(complement(power_class(universal_class)),v))**.
% 299.74/300.45 64690[4:SpR:63899.1,49205.0] || equal(successor(power_class(u)),null_class) -> equal(union(v,image(element_relation,power_class(u))),union(v,complement(power_class(universal_class))))**.
% 299.74/300.45 65076[4:Rew:28748.0,64725.1] || equal(successor(u),null_class) member(regular(union(u,v)),complement(v))* -> equal(union(u,v),null_class).
% 299.74/300.45 65157[4:MRR:65126.2,50094.0] || member(regular(intersection(u,regular(compose(element_relation,universal_class)))),element_relation)* -> equal(intersection(u,regular(compose(element_relation,universal_class))),null_class).
% 299.74/300.45 65209[9:Rew:39752.1,65204.1] function(u) || -> equal(cross_product(null_class,v),null_class) equal(range__dfg(regular(cross_product(null_class,v)),u,v),single_valued2(xf))**.
% 299.74/300.45 65515[9:Rew:39752.1,65510.1] function(u) || -> equal(cross_product(v,null_class),null_class) equal(domain__dfg(regular(cross_product(v,null_class)),v,u),single_valued1(xf))**.
% 299.74/300.45 66714[4:Res:17399.1,14013.0] || subclass(domain_relation,flip(cross_product(universal_class,universal_class)))* subclass(composition_function,cross_product(u,v))* -> member(ordered_pair(w,x),u)*.
% 299.74/300.45 66916[4:Rew:28748.0,66856.1] || equal(null_class,u) -> equal(complement(intersection(union(u,v),power_class(w))),union(complement(v),complement(power_class(w))))**.
% 299.74/300.45 66935[0:Rew:29.0,66819.2] || member(u,universal_class) -> member(u,complement(intersection(union(v,w),power_class(x))))* member(u,union(v,w)).
% 299.74/300.45 67007[0:SpR:48104.0,7792.0] || -> subclass(symmetric_difference(union(u,complement(power_class(v))),union(complement(u),power_class(v))),complement(symmetric_difference(complement(u),power_class(v))))*.
% 299.74/300.45 67634[4:Rew:28748.0,67572.1] || equal(null_class,u) -> equal(complement(intersection(power_class(v),union(u,w))),union(complement(power_class(v)),complement(w)))**.
% 299.74/300.45 67651[0:Rew:29.0,67542.2] || member(u,universal_class) -> member(u,complement(intersection(power_class(v),union(w,x))))* member(u,union(w,x)).
% 299.74/300.45 67736[9:Rew:39752.1,67719.2] function(u) || member(u,v)* member(null_class,w) -> member(singleton(singleton(null_class)),cross_product(w,v))*.
% 299.74/300.45 68317[2:Obv:68219.0] || -> equal(regular(unordered_pair(u,v)),u) equal(intersection(v,unordered_pair(u,v)),null_class)** equal(unordered_pair(u,v),null_class).
% 299.74/300.45 68318[2:Obv:68218.0] || -> equal(regular(unordered_pair(u,v)),v) equal(intersection(u,unordered_pair(u,v)),null_class)** equal(unordered_pair(u,v),null_class).
% 299.74/300.45 68328[0:Res:12468.3,628.0] || member(u,universal_class) member(v,u) subclass(element_relation,singleton(w))* -> equal(ordered_pair(v,u),w)*.
% 299.74/300.45 68375[0:Res:12468.3,96.0] || member(u,universal_class)* member(v,u)* subclass(element_relation,compose_class(w))* -> equal(compose(w,v),u)*.
% 299.74/300.45 68412[0:MRR:68373.2,21.0] || member(u,universal_class) member(v,u) equal(successor(v),u) -> member(ordered_pair(v,u),successor_relation)*.
% 299.74/300.45 68663[4:Res:882.2,64986.1] || member(u,cross_product(v,w))* member(u,x)* equal(successor(restrict(x,v,w)),null_class)** -> .
% 299.74/300.45 68689[4:Res:1068.3,64986.1] || member(u,universal_class)* member(v,universal_class)* equal(successor(v),u)* equal(successor(successor_relation),null_class) -> .
% 299.74/300.45 68714[4:Res:61.1,64986.1] || member(ordered_pair(u,v),compose(w,x))* equal(successor(image(w,image(x,singleton(u)))),null_class)** -> .
% 299.74/300.45 69035[0:Res:65.1,48215.1] function(power_class(u)) || member(v,universal_class) -> member(v,complement(power_class(u)))* member(v,cross_product(universal_class,universal_class)).
% 299.74/300.45 69095[4:Res:67798.1,17395.0] || equal(complement(cantor(regular(cross_product(singleton(singleton(u)),universal_class)))),null_class)** -> equal(cross_product(singleton(singleton(u)),universal_class),null_class).
% 299.74/300.45 69274[4:Rew:28748.0,69175.1] || equal(null_class,u) member(not_subclass_element(union(u,v),w),complement(v))* -> subclass(union(u,v),w).
% 299.74/300.45 69351[0:SpR:69304.0,530.3] function(complement(cross_product(u,universal_class))) || member(u,universal_class)* subclass(universal_class,v) -> member(range_of(null_class),v)*.
% 299.74/300.45 69355[0:SpR:69304.0,61.1] || member(ordered_pair(u,v),compose(w,complement(cross_product(singleton(u),universal_class))))* -> member(v,image(w,range_of(null_class))).
% 299.74/300.45 69357[0:SpR:69304.0,61.1] || member(ordered_pair(u,v),compose(complement(cross_product(image(w,singleton(u)),universal_class)),w))* -> member(v,range_of(null_class)).
% 299.74/300.45 69421[4:Res:494.3,69345.0] || member(u,universal_class) subclass(u,cantor(complement(cross_product(singleton(apply(choice,u)),universal_class))))* -> equal(u,null_class).
% 299.74/300.45 69430[4:Res:5957.2,69345.0] || member(inverse(u),universal_class) subclass(domain_relation,cantor(complement(cross_product(singleton(ordered_pair(inverse(u),range_of(u))),universal_class))))* -> .
% 299.74/300.45 69435[4:Res:530.3,69345.0] function(u) || member(v,universal_class) subclass(universal_class,cantor(complement(cross_product(singleton(image(u,v)),universal_class))))* -> .
% 299.74/300.45 69438[4:Res:6563.2,69345.0] || subclass(u,cantor(complement(cross_product(singleton(not_subclass_element(intersection(v,u),w)),universal_class))))* -> subclass(intersection(v,u),w).
% 299.74/300.45 69439[4:Res:7755.2,69345.0] || subclass(u,cantor(complement(cross_product(singleton(not_subclass_element(intersection(u,v),w)),universal_class))))* -> subclass(intersection(u,v),w).
% 299.74/300.45 69901[4:Res:494.3,42116.0] || member(u,universal_class) subclass(u,union(null_class,v))* -> equal(u,null_class) member(apply(choice,u),v).
% 299.74/300.45 69911[4:Res:5957.2,42116.0] || member(inverse(u),universal_class) subclass(domain_relation,union(null_class,v)) -> member(ordered_pair(inverse(u),range_of(u)),v)*.
% 299.74/300.45 69929[4:Res:530.3,42116.0] function(u) || member(v,universal_class) subclass(universal_class,union(null_class,w))* -> member(image(u,v),w)*.
% 299.74/300.45 69934[4:Res:285.1,42116.0] || -> subclass(restrict(union(null_class,u),v,w),x) member(not_subclass_element(restrict(union(null_class,u),v,w),x),u)*.
% 299.74/300.45 69935[4:Res:6563.2,42116.0] || subclass(u,union(null_class,v)) -> subclass(intersection(w,u),x) member(not_subclass_element(intersection(w,u),x),v)*.
% 299.74/300.45 69937[4:Res:7755.2,42116.0] || subclass(u,union(null_class,v)) -> subclass(intersection(u,w),x) member(not_subclass_element(intersection(u,w),x),v)*.
% 299.74/300.45 70932[0:Obv:70821.2] || equal(u,v) member(v,symmetric_difference(w,x)) -> subclass(unordered_pair(v,u),complement(intersection(w,x)))*.
% 299.74/300.45 71396[2:MRR:71345.0,12502.1] || subclass(u,regular(complement(v)))* -> member(not_subclass_element(u,w),v)* subclass(u,w) equal(complement(v),null_class).
% 299.74/300.45 72156[4:MRR:72106.2,47483.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,ordered_pair(u,ordered_pair(v,compose(u,v))))* -> .
% 299.74/300.45 72958[0:Rew:659.1,72835.3] || subclass(u,v) member(not_subclass_element(u,null_class),singleton(v))* -> equal(singleton(v),null_class) subclass(u,null_class).
% 299.74/300.45 72963[0:Rew:25130.0,72872.3] || subclass(u,singleton(v))* member(not_subclass_element(u,null_class),singleton(w))* -> equal(w,v)* subclass(u,null_class).
% 299.74/300.45 72993[0:MRR:72891.0,12502.1] || subclass(u,v) -> member(not_subclass_element(u,intersection(complement(w),v)),w)* subclass(u,intersection(complement(w),v)).
% 299.74/300.45 73277[4:Rew:33549.0,73057.1] || member(not_subclass_element(intersection(u,union(v,v)),null_class),complement(v))* -> subclass(intersection(u,union(v,v)),null_class).
% 299.74/300.45 73279[4:Rew:35210.0,73049.1] || member(not_subclass_element(intersection(u,complement(singleton(null_class))),null_class),successor(null_class))* -> subclass(intersection(u,complement(singleton(null_class))),null_class).
% 299.74/300.45 73280[0:Rew:43164.0,73030.1] || member(not_subclass_element(intersection(u,intersection(v,w)),null_class),complement(w))* -> subclass(intersection(u,intersection(v,w)),null_class).
% 299.74/300.45 73281[0:Rew:42566.0,73029.1] || member(not_subclass_element(intersection(u,intersection(v,w)),null_class),complement(v))* -> subclass(intersection(u,intersection(v,w)),null_class).
% 299.74/300.45 73285[0:Rew:44263.0,73048.1] || member(not_subclass_element(intersection(u,complement(v)),null_class),restrict(v,w,x))* -> subclass(intersection(u,complement(v)),null_class).
% 299.74/300.45 73300[0:MRR:73148.0,12502.1] || -> member(not_subclass_element(intersection(u,v),intersection(complement(w),v)),w)* subclass(intersection(u,v),intersection(complement(w),v)).
% 299.74/300.45 73593[4:Rew:33549.0,73375.1] || member(not_subclass_element(intersection(union(u,u),v),null_class),complement(u))* -> subclass(intersection(union(u,u),v),null_class).
% 299.74/300.45 73595[4:Rew:35210.0,73367.1] || member(not_subclass_element(intersection(complement(singleton(null_class)),u),null_class),successor(null_class))* -> subclass(intersection(complement(singleton(null_class)),u),null_class).
% 299.74/300.45 73596[0:Rew:43164.0,73348.1] || member(not_subclass_element(intersection(intersection(u,v),w),null_class),complement(v))* -> subclass(intersection(intersection(u,v),w),null_class).
% 299.74/300.45 73597[0:Rew:42566.0,73347.1] || member(not_subclass_element(intersection(intersection(u,v),w),null_class),complement(u))* -> subclass(intersection(intersection(u,v),w),null_class).
% 299.74/300.45 73604[0:Rew:44263.0,73366.1] || member(not_subclass_element(intersection(complement(u),v),null_class),restrict(u,w,x))* -> subclass(intersection(complement(u),v),null_class).
% 299.74/300.45 73619[0:MRR:73466.0,12502.1] || -> member(not_subclass_element(intersection(u,v),intersection(complement(w),u)),w)* subclass(intersection(u,v),intersection(complement(w),u)).
% 299.74/300.45 73765[0:Res:73491.0,7881.0] || subclass(intersection(u,v),w) -> subclass(intersection(v,u),x) member(not_subclass_element(intersection(v,u),x),w)*.
% 299.74/300.45 73868[4:Rew:73795.0,29619.0] || -> equal(intersection(union(u,complement(v)),union(complement(u),union(v,null_class))),symmetric_difference(complement(u),union(v,null_class)))**.
% 299.74/300.45 73880[4:Rew:73795.0,29626.2] || member(u,universal_class) -> member(u,intersection(union(v,null_class),complement(w)))* member(u,union(complement(v),w)).
% 299.74/300.45 73910[4:Rew:73795.0,46118.0] || member(not_subclass_element(intersection(u,union(v,null_class)),w),complement(v))* -> subclass(intersection(u,union(v,null_class)),w).
% 299.74/300.45 73916[4:Rew:73795.0,55598.1] || member(u,intersection(union(v,null_class),power_class(w)))* member(u,union(complement(v),complement(power_class(w)))) -> .
% 299.74/300.45 73919[4:Rew:73795.0,66918.1] || equal(null_class,u) -> equal(complement(intersection(union(v,u),power_class(w))),union(complement(v),complement(power_class(w))))**.
% 299.74/300.45 73920[4:Rew:73795.0,65075.1] || equal(successor(u),null_class) member(regular(union(v,u)),complement(v))* -> equal(union(v,u),null_class).
% 299.74/300.45 73928[4:Rew:73795.0,69276.1] || equal(null_class,u) member(not_subclass_element(union(v,u),w),complement(v))* -> subclass(union(v,u),w).
% 299.74/300.45 74040[4:Rew:73795.0,29597.2] || member(u,universal_class) -> member(u,intersection(complement(v),union(w,null_class)))* member(u,union(v,complement(w))).
% 299.74/300.45 74050[4:Rew:73795.0,55740.1] || member(u,intersection(power_class(v),union(w,null_class)))* member(u,union(complement(power_class(v)),complement(w))) -> .
% 299.74/300.45 74053[4:Rew:73795.0,67636.1] || equal(null_class,u) -> equal(complement(intersection(power_class(v),union(w,u))),union(complement(power_class(v)),complement(w)))**.
% 299.74/300.45 74055[4:Rew:73795.0,64364.2] || equal(null_class,u) member(v,image(element_relation,union(w,u)))* member(v,power_class(complement(w))) -> .
% 299.74/300.45 74177[4:Rew:73795.0,29631.0] || -> equal(intersection(union(complement(u),v),union(union(u,null_class),complement(v))),symmetric_difference(union(u,null_class),complement(v)))**.
% 299.74/300.45 74291[4:Rew:73795.0,46493.0] || member(not_subclass_element(intersection(union(u,null_class),v),w),complement(u))* -> subclass(intersection(union(u,null_class),v),w).
% 299.74/300.45 75049[4:Rew:75021.0,55448.1] || member(u,universal_class) subclass(domain_relation,union(null_class,v)) -> member(ordered_pair(u,cantor(u)),union(v,null_class))*.
% 299.74/300.45 76273[4:Rew:28759.0,76272.2] || equal(successor(u),null_class) -> equal(union(null_class,v),null_class) member(regular(union(null_class,v)),union(u,v))*.
% 299.74/300.45 76351[4:Rew:75021.0,75043.1] || -> subclass(intersection(u,union(null_class,v)),w) member(not_subclass_element(intersection(u,union(null_class,v)),w),union(v,null_class))*.
% 299.74/300.45 76352[4:Rew:75021.0,75050.2] || equal(successor(u),null_class) -> equal(union(null_class,v),null_class) member(regular(union(null_class,v)),union(v,u))*.
% 299.74/300.45 76353[4:Rew:75021.0,75086.1] || -> subclass(intersection(union(null_class,u),v),w) member(not_subclass_element(intersection(union(null_class,u),v),w),union(u,null_class))*.
% 299.74/300.45 76354[4:Rew:75021.0,75093.2] || subclass(union(u,null_class),v) -> subclass(union(null_class,u),w) member(not_subclass_element(union(null_class,u),w),v)*.
% 299.74/300.45 77659[6:Rew:77646.0,70262.0] || equal(complement(symmetric_difference(union(u,v),complement(intersection(u,v)))),null_class)** -> member(null_class,complement(symmetric_difference(u,v))).
% 299.74/300.45 77660[4:Rew:77646.0,70253.0] || equal(complement(symmetric_difference(union(u,v),complement(intersection(u,v)))),null_class)** -> member(omega,complement(symmetric_difference(u,v))).
% 299.74/300.45 77661[4:Rew:77646.0,70243.0] || equal(complement(symmetric_difference(union(u,v),complement(intersection(u,v)))),null_class)** -> member(x__dfg,complement(symmetric_difference(u,v))).
% 299.74/300.45 78207[4:Res:75136.0,7881.0] || subclass(union(null_class,u),v) -> subclass(union(u,null_class),w) member(not_subclass_element(union(u,null_class),w),v)*.
% 299.74/300.45 78896[4:Res:77744.0,7881.0] || subclass(union(u,u),v)* -> subclass(union(u,null_class),w) member(not_subclass_element(union(u,null_class),w),v)*.
% 299.74/300.45 78920[0:SpR:75586.0,7792.0] || -> subclass(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),complement(symmetric_difference(cross_product(u,v),w)))*.
% 299.74/300.45 79333[9:Res:77998.1,3482.0] function(intersection(u,v)) || -> equal(successor(intersection(u,v)),null_class) member(regular(successor(intersection(u,v))),v)*.
% 299.74/300.45 79334[9:Res:77998.1,3481.0] function(intersection(u,v)) || -> equal(successor(intersection(u,v)),null_class) member(regular(successor(intersection(u,v))),u)*.
% 299.74/300.45 79388[4:Res:78131.0,7881.0] || subclass(union(u,null_class),v) -> subclass(union(u,u),w) member(not_subclass_element(union(u,u),w),v)*.
% 299.74/300.45 79413[0:SpR:75587.0,7792.0] || -> subclass(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.74/300.45 79647[4:Res:78585.0,7881.0] || subclass(union(null_class,u),v) -> subclass(union(u,u),w) member(not_subclass_element(union(u,u),w),v)*.
% 299.74/300.45 79688[0:SpR:75578.0,497.2] || member(intersection(u,v),universal_class) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(v,u)),v)*.
% 299.74/300.45 79689[0:SpR:75578.0,496.2] || member(intersection(u,v),universal_class) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(v,u)),u)*.
% 299.74/300.45 79911[0:SpL:75578.0,885.1] || member(u,union(v,w)) member(u,complement(intersection(w,v)))* -> member(u,symmetric_difference(v,w)).
% 299.74/300.45 80038[0:Rew:80005.0,48519.0] || -> equal(union(intersection(power_class(u),complement(v)),intersection(complement(power_class(u)),v)),complement(symmetric_difference(complement(power_class(u)),v)))**.
% 299.74/300.45 80192[0:Rew:80146.0,14809.0] || subclass(universal_class,symmetric_difference(union(u,v),complement(intersection(u,v))))* -> member(singleton(w),complement(symmetric_difference(u,v)))*.
% 299.74/300.45 80193[4:Rew:80146.0,14819.0] || equal(symmetric_difference(union(u,v),complement(intersection(u,v))),cantor(xf))** -> member(x__dfg,complement(symmetric_difference(u,v))).
% 299.74/300.45 80220[6:Rew:80146.0,70263.0] || equal(symmetric_difference(union(u,v),complement(intersection(u,v))),successor(null_class))** -> member(null_class,complement(symmetric_difference(u,v))).
% 299.74/300.45 80221[6:Rew:80146.0,70264.0] || equal(symmetric_difference(union(u,v),complement(intersection(u,v))),singleton(null_class))** -> member(null_class,complement(symmetric_difference(u,v))).
% 299.74/300.45 80598[0:Rew:80566.0,67256.0] || -> subclass(symmetric_difference(union(power_class(u),complement(v)),union(complement(power_class(u)),v)),complement(symmetric_difference(power_class(u),complement(v))))*.
% 299.74/300.45 80740[0:Res:80313.0,7881.0] || subclass(union(u,v),w) -> subclass(symmetric_difference(v,u),x) member(not_subclass_element(symmetric_difference(v,u),x),w)*.
% 299.74/300.45 82363[0:Res:79675.0,3479.0] || subclass(complement(intersection(u,v)),w)* -> equal(symmetric_difference(v,u),null_class) member(regular(symmetric_difference(v,u)),w).
% 299.74/300.45 82573[4:Res:13570.2,50055.1] || equal(unordered_pair(u,v),null_class) -> equal(not_subclass_element(unordered_pair(u,v),w),v)** subclass(unordered_pair(u,v),w).
% 299.74/300.45 82590[0:Obv:82549.1] || member(u,v) -> member(w,unordered_pair(w,u)) subclass(unordered_pair(w,u),intersection(v,unordered_pair(w,u)))*.
% 299.74/300.45 82796[4:SpL:75151.0,6374.1] || member(u,universal_class) subclass(universal_class,complement(sum_class(range_of(null_class))))* member(power_class(u),apply(null_class,v))* -> .
% 299.74/300.45 82797[4:SpL:75151.0,6315.1] || member(u,universal_class) subclass(universal_class,complement(sum_class(range_of(null_class))))* member(sum_class(u),apply(null_class,v))* -> .
% 299.74/300.45 82845[4:SpL:75151.0,6374.1] || member(u,universal_class) subclass(universal_class,complement(apply(null_class,v)))* member(power_class(u),sum_class(range_of(null_class)))* -> .
% 299.74/300.45 82846[4:SpL:75151.0,6315.1] || member(u,universal_class) subclass(universal_class,complement(apply(null_class,v)))* member(sum_class(u),sum_class(range_of(null_class)))* -> .
% 299.74/300.45 82930[5:MRR:82823.2,72226.0] || member(complement(sum_class(range_of(null_class))),universal_class) member(apply(choice,complement(apply(null_class,u))),sum_class(range_of(null_class)))* -> .
% 299.74/300.45 82931[5:MRR:82774.2,72289.0] || member(complement(apply(null_class,u)),universal_class) member(apply(choice,complement(sum_class(range_of(null_class)))),apply(null_class,u))* -> .
% 299.74/300.45 83024[0:Obv:82980.1] || member(u,v) -> member(w,unordered_pair(u,w)) subclass(unordered_pair(u,w),intersection(v,unordered_pair(u,w)))*.
% 299.74/300.45 83082[4:SpL:75578.0,10701.0] || member(regular(intersection(complement(compose(element_relation,universal_class)),u)),element_relation)* -> equal(intersection(u,complement(compose(element_relation,universal_class))),null_class).
% 299.74/300.45 83163[4:SpL:75578.0,10702.0] || member(regular(intersection(u,complement(compose(element_relation,universal_class)))),element_relation)* -> equal(intersection(complement(compose(element_relation,universal_class)),u),null_class).
% 299.74/300.45 83350[4:Res:9.1,17833.1] || equal(complement(compose(element_relation,universal_class)),domain_relation) member(u,universal_class) member(ordered_pair(u,cantor(u)),element_relation)* -> .
% 299.74/300.45 83374[4:SpR:80005.0,30965.1] || member(union(null_class,u),universal_class) -> member(apply(choice,union(u,null_class)),u)* equal(union(null_class,u),null_class).
% 299.74/300.45 83385[4:SpR:31446.0,30965.1] || member(union(null_class,u),universal_class) -> member(apply(choice,union(u,u)),u)* equal(union(null_class,u),null_class).
% 299.74/300.45 83631[9:Res:17597.3,39666.1] function(apply(u,v)) || member(v,universal_class) member(range_of(null_class),universal_class)* -> member(v,cantor(u))*.
% 299.74/300.45 83825[4:SpL:74143.0,258.0] || member(u,intersection(union(null_class,complement(v)),complement(w)))* member(u,union(union(v,null_class),w)) -> .
% 299.74/300.45 83830[4:SpL:74143.0,6374.1] || member(u,universal_class) subclass(universal_class,union(null_class,complement(v)))* member(power_class(u),union(v,null_class))* -> .
% 299.74/300.45 83831[4:SpL:74143.0,6315.1] || member(u,universal_class) subclass(universal_class,union(null_class,complement(v)))* member(sum_class(u),union(v,null_class))* -> .
% 299.74/300.45 83837[4:SpL:74143.0,258.0] || member(u,intersection(complement(v),union(null_class,complement(w))))* member(u,union(v,union(w,null_class))) -> .
% 299.74/300.45 84200[4:SpL:75150.0,6374.1] || member(u,universal_class) subclass(universal_class,complement(apply(null_class,v)))* member(power_class(u),apply(null_class,w))* -> .
% 299.74/300.45 84201[4:SpL:75150.0,6315.1] || member(u,universal_class) subclass(universal_class,complement(apply(null_class,v)))* member(sum_class(u),apply(null_class,w))* -> .
% 299.74/300.45 84336[5:MRR:84235.2,72289.0] || member(complement(apply(null_class,u)),universal_class) member(apply(choice,complement(apply(null_class,v))),apply(null_class,u))* -> .
% 299.74/300.45 84648[4:SpL:78724.0,47975.0] || member(regular(power_class(union(u,null_class))),complement(power_class(union(u,null_class))))* -> equal(power_class(union(null_class,u)),null_class).
% 299.74/300.45 84655[4:SpL:78724.0,47968.0] || member(u,image(element_relation,power_class(union(v,null_class))))* member(u,power_class(complement(power_class(union(null_class,v))))) -> .
% 299.74/300.45 84664[4:SpL:78724.0,47975.0] || member(regular(power_class(union(null_class,u))),complement(power_class(union(null_class,u))))* -> equal(power_class(union(u,null_class)),null_class).
% 299.74/300.45 84671[4:SpL:78724.0,47968.0] || member(u,image(element_relation,power_class(union(null_class,v))))* member(u,power_class(complement(power_class(union(v,null_class))))) -> .
% 299.74/300.45 85237[4:SpL:80566.0,30964.0] || member(regular(union(null_class,intersection(u,v))),symmetric_difference(v,u))* -> equal(union(null_class,intersection(u,v)),null_class).
% 299.74/300.45 85257[4:SpL:75578.0,30964.0] || member(regular(union(null_class,intersection(u,v))),symmetric_difference(v,u))* -> equal(union(null_class,intersection(v,u)),null_class).
% 299.74/300.45 85751[4:Res:59276.1,9742.2] function(u) || equal(intersection(v,w),universal_class)** member(x,universal_class) -> member(image(u,x),v)*.
% 299.74/300.45 86290[9:Rew:75747.1,86132.3,75747.1,86132.1] function(u) || member(successor(u),universal_class) -> member(apply(choice,successor(u)),u)* equal(successor(u),null_class).
% 299.74/300.45 86337[4:Res:59276.1,9743.2] function(u) || equal(intersection(v,w),universal_class)** member(x,universal_class) -> member(image(u,x),w)*.
% 299.74/300.45 86395[4:Res:59276.1,9804.1] || equal(intersection(u,v),universal_class)** member(w,universal_class) -> equal(w,null_class) member(apply(choice,w),u)*.
% 299.74/300.45 86396[0:Res:9.1,9804.1] || equal(intersection(u,v),w)* member(w,universal_class) -> equal(w,null_class) member(apply(choice,w),u)*.
% 299.74/300.45 86497[4:Res:59276.1,9805.1] || equal(intersection(u,v),universal_class)** member(w,universal_class) -> equal(w,null_class) member(apply(choice,w),v)*.
% 299.74/300.45 86498[0:Res:9.1,9805.1] || equal(intersection(u,v),w)* member(w,universal_class) -> equal(w,null_class) member(apply(choice,w),v)*.
% 299.74/300.45 86685[4:SpL:77752.0,9804.1] || member(u,universal_class) subclass(u,union(v,null_class))* -> equal(u,null_class) member(apply(choice,u),v).
% 299.74/300.45 86708[4:SpL:77752.0,9742.2] function(u) || member(v,universal_class) subclass(universal_class,union(w,null_class))* -> member(image(u,v),w)*.
% 299.74/300.45 86774[4:Rew:77752.0,86568.1,77752.0,86568.0] || member(union(u,null_class),universal_class) -> equal(union(u,null_class),null_class) member(apply(choice,union(u,null_class)),u)*.
% 299.74/300.45 86893[4:SpL:77754.0,47975.0] || member(regular(power_class(union(u,u))),complement(power_class(union(u,u))))* -> equal(power_class(union(u,null_class)),null_class).
% 299.74/300.45 86900[4:SpL:77754.0,47968.0] || member(u,image(element_relation,power_class(union(v,v))))* member(u,power_class(complement(power_class(union(v,null_class))))) -> .
% 299.74/300.45 86909[4:SpL:77754.0,47975.0] || member(regular(power_class(union(u,null_class))),complement(power_class(union(u,null_class))))* -> equal(power_class(union(u,u)),null_class).
% 299.74/300.45 86916[4:SpL:77754.0,47968.0] || member(u,image(element_relation,power_class(union(v,null_class))))* member(u,power_class(complement(power_class(union(v,v)))))* -> .
% 299.74/300.45 87061[0:SoR:12443.0,74.1] one_to_one(intersection(u,v)) || member(w,v)* member(w,u)* -> member(w,cross_product(universal_class,universal_class))*.
% 299.74/300.45 87423[4:Res:14.0,17826.0] || subclass(domain_relation,u)* subclass(u,v)* -> member(ordered_pair(unordered_pair(w,x),cantor(unordered_pair(w,x))),v)*.
% 299.74/300.45 87426[4:Res:308.0,17826.0] || subclass(domain_relation,u)* subclass(u,v)* -> member(ordered_pair(ordered_pair(w,x),cantor(ordered_pair(w,x))),v)*.
% 299.74/300.45 87427[4:Res:6257.1,17826.0] || subclass(domain_relation,u)* subclass(u,v)* -> equal(singleton(w),null_class) member(ordered_pair(w,cantor(w)),v)*.
% 299.74/300.45 87430[5:Res:21244.0,17826.0] || subclass(domain_relation,u)* subclass(u,v)* -> member(ordered_pair(sum_class(range_of(null_class)),cantor(sum_class(range_of(null_class)))),v)*.
% 299.74/300.45 87435[5:Res:21239.0,17826.0] || subclass(domain_relation,u)* subclass(u,v)* -> member(ordered_pair(apply(null_class,w),cantor(apply(null_class,w))),v)*.
% 299.74/300.45 87595[4:Res:5957.2,77882.0] || member(inverse(u),universal_class) subclass(domain_relation,union(v,null_class)) -> member(ordered_pair(inverse(u),range_of(u)),v)*.
% 299.74/300.45 87621[4:Res:285.1,77882.0] || -> subclass(restrict(union(u,null_class),v,w),x) member(not_subclass_element(restrict(union(u,null_class),v,w),x),u)*.
% 299.74/300.45 87622[4:Res:6563.2,77882.0] || subclass(u,union(v,null_class)) -> subclass(intersection(w,u),x) member(not_subclass_element(intersection(w,u),x),v)*.
% 299.74/300.45 87624[4:Res:7755.2,77882.0] || subclass(u,union(v,null_class)) -> subclass(intersection(u,w),x) member(not_subclass_element(intersection(u,w),x),v)*.
% 299.74/300.45 87658[4:SpR:80005.0,17832.2] || member(u,universal_class) subclass(domain_relation,symmetric_difference(v,w)) -> member(ordered_pair(u,cantor(u)),union(w,v))*.
% 299.74/300.45 87715[4:Rew:28751.0,87662.1] || member(u,universal_class) subclass(domain_relation,union(v,null_class)) -> member(ordered_pair(u,cantor(u)),union(v,v))*.
% 299.74/300.45 87716[4:Rew:28750.0,87670.1] || member(u,universal_class) subclass(domain_relation,union(null_class,v)) -> member(ordered_pair(u,cantor(u)),union(v,v))*.
% 299.74/300.45 88287[0:SpL:80128.0,6374.1] || member(u,universal_class) subclass(universal_class,complement(symmetric_difference(v,w)))* member(power_class(u),symmetric_difference(w,v))* -> .
% 299.74/300.45 88288[0:SpL:80128.0,6315.1] || member(u,universal_class) subclass(universal_class,complement(symmetric_difference(v,w)))* member(sum_class(u),symmetric_difference(w,v))* -> .
% 299.74/300.45 88915[0:SpR:75578.0,47997.1] || member(u,universal_class) -> member(u,intersection(power_class(v),complement(w)))* member(u,union(w,complement(power_class(v)))).
% 299.74/300.45 89332[0:SpR:75578.0,48186.1] || member(u,universal_class) -> member(u,intersection(complement(v),power_class(w)))* member(u,union(complement(power_class(w)),v)).
% 299.74/300.45 90492[2:SpL:75578.0,7727.0] || member(not_subclass_element(intersection(regular(u),v),w),u)* -> subclass(intersection(v,regular(u)),w) equal(u,null_class).
% 299.74/300.45 90566[2:Rew:631.1,90565.1] || member(not_subclass_element(intersection(u,v),w),singleton(v))* -> subclass(intersection(u,v),w) equal(singleton(v),null_class).
% 299.74/300.45 90742[4:SpL:42086.0,9804.1] || member(u,universal_class) subclass(u,union(v,v))* -> equal(u,null_class) member(apply(choice,u),v).
% 299.74/300.45 90765[4:SpL:42086.0,9742.2] function(u) || member(v,universal_class) subclass(universal_class,union(w,w))* -> member(image(u,v),w)*.
% 299.74/300.45 90830[4:Rew:42086.0,90608.1,42086.0,90608.0] || member(union(u,u),universal_class) -> equal(union(u,u),null_class) member(apply(choice,union(u,u)),u)*.
% 299.74/300.45 91111[4:Res:90947.1,936.2] || equal(complement(u),null_class) member(v,w)* member(x,y)* -> member(ordered_pair(x,v),u)*.
% 299.74/300.45 91264[2:SpL:75578.0,7769.0] || member(not_subclass_element(intersection(u,regular(v)),w),v)* -> subclass(intersection(regular(v),u),w) equal(v,null_class).
% 299.74/300.45 91343[2:Rew:631.1,91342.1] || member(not_subclass_element(intersection(u,v),w),singleton(u))* -> subclass(intersection(u,v),w) equal(singleton(u),null_class).
% 299.74/300.45 91797[4:Res:5957.2,58102.0] || member(inverse(u),universal_class) subclass(domain_relation,union(v,v))* -> member(ordered_pair(inverse(u),range_of(u)),v)*.
% 299.74/300.45 91823[4:Res:285.1,58102.0] || -> subclass(restrict(union(u,u),v,w),x) member(not_subclass_element(restrict(union(u,u),v,w),x),u)*.
% 299.74/300.45 91824[4:Res:6563.2,58102.0] || subclass(u,union(v,v))* -> subclass(intersection(w,u),x) member(not_subclass_element(intersection(w,u),x),v)*.
% 299.74/300.45 91826[4:Res:7755.2,58102.0] || subclass(u,union(v,v))* -> subclass(intersection(u,w),x) member(not_subclass_element(intersection(u,w),x),v)*.
% 299.74/300.45 92365[0:SpR:80005.0,9419.1] || -> subclass(symmetric_difference(complement(u),complement(v)),w) member(not_subclass_element(symmetric_difference(complement(u),complement(v)),w),union(v,u))*.
% 299.74/300.45 92449[0:SpR:80566.0,9419.1] || -> subclass(symmetric_difference(complement(u),complement(v)),w) member(not_subclass_element(symmetric_difference(complement(v),complement(u)),w),union(u,v))*.
% 299.74/300.45 92501[4:Rew:28759.0,92426.2,73795.0,92426.2,28759.0,92426.1,73795.0,92426.1,47746.1,92426.1] || equal(null_class,u) -> subclass(union(null_class,v),w) member(not_subclass_element(union(null_class,v),w),union(u,v))*.
% 299.74/300.45 92504[4:Rew:28759.0,92402.2,76772.0,92402.2,28759.0,92402.1,76772.0,92402.1,47746.1,92402.1] || equal(null_class,u) -> subclass(union(null_class,v),w) member(not_subclass_element(union(null_class,v),w),union(v,u))*.
% 299.74/300.45 92515[0:Obv:92466.1] || subclass(symmetric_difference(complement(u),complement(v)),complement(union(u,v)))* -> subclass(symmetric_difference(complement(u),complement(v)),w)*.
% 299.74/300.45 92594[4:Res:92197.1,7885.0] || subclass(u,intersection(v,w))* -> subclass(union(null_class,u),x) member(not_subclass_element(union(null_class,u),x),w)*.
% 299.74/300.45 92595[4:Res:92197.1,7884.0] || subclass(u,intersection(v,w))* -> subclass(union(null_class,u),x) member(not_subclass_element(union(null_class,u),x),v)*.
% 299.74/300.45 92605[4:Res:92197.1,3483.0] || subclass(u,restrict(v,w,x))* -> equal(union(null_class,u),null_class) member(regular(union(null_class,u)),v).
% 299.74/300.45 92664[4:Res:92198.1,7885.0] || subclass(u,intersection(v,w))* -> subclass(union(u,null_class),x) member(not_subclass_element(union(u,null_class),x),w)*.
% 299.74/300.45 92665[4:Res:92198.1,7884.0] || subclass(u,intersection(v,w))* -> subclass(union(u,null_class),x) member(not_subclass_element(union(u,null_class),x),v)*.
% 299.74/300.45 92675[4:Res:92198.1,3483.0] || subclass(u,restrict(v,w,x))* -> equal(union(u,null_class),null_class) member(regular(union(u,null_class)),v).
% 299.74/300.45 92997[0:SpL:71286.1,6546.1] || subclass(u,v) member(w,symmetric_difference(v,u))* subclass(complement(u),x)* -> member(w,x)*.
% 299.74/300.45 93104[4:Rew:71286.1,92990.2] || subclass(u,v) member(regular(union(null_class,u)),symmetric_difference(v,u))* -> equal(union(null_class,u),null_class).
% 299.74/300.45 93111[0:Rew:71286.1,93016.2] || subclass(complement(u),complement(v)) member(regular(complement(u)),union(v,u))* -> equal(complement(u),null_class).
% 299.74/300.45 93281[0:Rew:71286.1,93212.2] || subclass(complement(u),complement(v)) -> member(not_subclass_element(w,complement(u)),union(v,u))* subclass(w,complement(u)).
% 299.74/300.45 93527[4:Res:93362.0,7880.0] || -> subclass(union(null_class,intersection(successor(null_class),u)),v) equal(not_subclass_element(union(null_class,intersection(successor(null_class),u)),v),null_class)**.
% 299.74/300.45 93571[0:SpR:80005.0,6573.1] || -> subclass(intersection(u,symmetric_difference(v,w)),x) member(not_subclass_element(intersection(u,symmetric_difference(v,w)),x),union(w,v))*.
% 299.74/300.45 93674[4:Rew:28751.0,93575.1,28751.0,93575.0] || -> subclass(intersection(u,union(v,null_class)),w) member(not_subclass_element(intersection(u,union(v,null_class)),w),union(v,v))*.
% 299.74/300.45 93675[4:Rew:28750.0,93583.1,28750.0,93583.0] || -> subclass(intersection(u,union(null_class,v)),w) member(not_subclass_element(intersection(u,union(null_class,v)),w),union(v,v))*.
% 299.74/300.45 93607[0:SpR:80566.0,6573.1] || -> subclass(intersection(u,symmetric_difference(v,w)),x) member(not_subclass_element(intersection(u,symmetric_difference(w,v)),x),union(v,w))*.
% 299.74/300.45 93627[0:SpR:75578.0,6573.1] || -> subclass(intersection(u,symmetric_difference(v,w)),x) member(not_subclass_element(intersection(symmetric_difference(v,w),u),x),union(v,w))*.
% 299.74/300.45 93722[0:Obv:93652.1] || subclass(intersection(u,symmetric_difference(v,w)),complement(union(v,w)))* -> subclass(intersection(u,symmetric_difference(v,w)),x)*.
% 299.74/300.45 93831[0:SpR:80005.0,7766.1] || -> subclass(intersection(symmetric_difference(u,v),w),x) member(not_subclass_element(intersection(symmetric_difference(u,v),w),x),union(v,u))*.
% 299.74/300.45 93940[4:Rew:28751.0,93835.1,28751.0,93835.0] || -> subclass(intersection(union(u,null_class),v),w) member(not_subclass_element(intersection(union(u,null_class),v),w),union(u,u))*.
% 299.74/300.45 93941[4:Rew:28750.0,93843.1,28750.0,93843.0] || -> subclass(intersection(union(null_class,u),v),w) member(not_subclass_element(intersection(union(null_class,u),v),w),union(u,u))*.
% 299.74/300.45 93867[0:SpR:80566.0,7766.1] || -> subclass(intersection(symmetric_difference(u,v),w),x) member(not_subclass_element(intersection(symmetric_difference(v,u),w),x),union(u,v))*.
% 299.74/300.45 93888[0:SpR:75578.0,7766.1] || -> subclass(intersection(symmetric_difference(u,v),w),x) member(not_subclass_element(intersection(w,symmetric_difference(u,v)),x),union(u,v))*.
% 299.74/300.45 93989[0:Obv:93917.1] || subclass(intersection(symmetric_difference(u,v),w),complement(union(u,v)))* -> subclass(intersection(symmetric_difference(u,v),w),x)*.
% 299.74/300.45 94027[4:Res:93389.0,7880.0] || -> subclass(union(null_class,intersection(u,successor(null_class))),v) equal(not_subclass_element(union(null_class,intersection(u,successor(null_class))),v),null_class)**.
% 299.74/300.45 94082[4:Res:93346.1,6546.1] || equal(complement(intersection(u,v)),successor(null_class)) member(w,symmetric_difference(u,v))* -> member(w,singleton(null_class)).
% 299.74/300.45 94146[4:Res:93356.0,7880.0] || -> subclass(intersection(intersection(successor(null_class),u),v),w) equal(not_subclass_element(intersection(intersection(successor(null_class),u),v),w),null_class)**.
% 299.74/300.45 94176[0:SpR:75578.0,6567.1] || -> subclass(intersection(u,restrict(v,w,x)),y) member(not_subclass_element(intersection(restrict(v,w,x),u),y),v)*.
% 299.74/300.45 94285[0:Obv:94236.1] || subclass(intersection(u,restrict(v,w,x)),complement(v))* -> subclass(intersection(u,restrict(v,w,x)),y)*.
% 299.74/300.45 94329[4:Res:93367.0,7880.0] || -> subclass(intersection(u,intersection(v,successor(null_class))),w) equal(not_subclass_element(intersection(u,intersection(v,successor(null_class))),w),null_class)**.
% 299.74/300.45 94388[4:Res:93381.0,7880.0] || -> subclass(intersection(u,intersection(successor(null_class),v)),w) equal(not_subclass_element(intersection(u,intersection(successor(null_class),v)),w),null_class)**.
% 299.74/300.45 94450[4:Res:93387.0,7880.0] || -> subclass(intersection(intersection(u,successor(null_class)),v),w) equal(not_subclass_element(intersection(intersection(u,successor(null_class)),v),w),null_class)**.
% 299.74/300.45 94552[0:SpR:75578.0,7760.1] || -> subclass(intersection(restrict(u,v,w),x),y) member(not_subclass_element(intersection(x,restrict(u,v,w)),y),u)*.
% 299.74/300.45 94668[0:Obv:94615.1] || subclass(intersection(restrict(u,v,w),x),complement(u))* -> subclass(intersection(restrict(u,v,w),x),y)*.
% 299.74/300.45 95410[4:SpR:48835.0,95322.0] || -> subclass(complement(successor(union(complement(power_class(u)),image(element_relation,power_class(v))))),intersection(power_class(u),power_class(complement(power_class(v)))))*.
% 299.74/300.45 95411[4:SpR:48838.0,95322.0] || -> subclass(complement(successor(union(image(element_relation,power_class(u)),complement(power_class(v))))),intersection(power_class(complement(power_class(u))),power_class(v)))*.
% 299.74/300.45 95428[4:Res:95322.0,7881.0] || subclass(u,v) -> subclass(complement(successor(complement(u))),w) member(not_subclass_element(complement(successor(complement(u))),w),v)*.
% 299.74/300.45 95448[4:Res:95322.0,7885.0] || -> subclass(complement(successor(complement(intersection(u,v)))),w) member(not_subclass_element(complement(successor(complement(intersection(u,v)))),w),v)*.
% 299.74/300.45 95449[4:Res:95322.0,7884.0] || -> subclass(complement(successor(complement(intersection(u,v)))),w) member(not_subclass_element(complement(successor(complement(intersection(u,v)))),w),u)*.
% 299.74/300.45 95726[4:MRR:95692.3,50094.0] || member(ordered_pair(u,cantor(u)),element_relation)* member(u,universal_class) subclass(domain_relation,regular(compose(element_relation,universal_class)))* -> .
% 299.74/300.45 96220[0:Res:50.1,48030.0] inductive(intersection(complement(u),power_class(complement(power_class(v))))) || member(null_class,union(u,image(element_relation,power_class(v))))* -> .
% 299.74/300.45 96539[0:Res:50.1,48062.0] inductive(intersection(power_class(complement(power_class(u))),complement(v))) || member(null_class,union(image(element_relation,power_class(u)),v))* -> .
% 299.74/300.45 96675[4:Res:95315.0,389.1] inductive(union(null_class,intersection(union(null_class,omega),u))) || -> equal(union(null_class,intersection(union(null_class,omega),u)),omega)**.
% 299.74/300.45 97007[4:Res:95358.0,389.1] inductive(union(null_class,intersection(u,union(null_class,omega)))) || -> equal(union(null_class,intersection(u,union(null_class,omega))),omega)**.
% 299.74/300.45 97134[0:SpR:48870.0,7792.0] || -> subclass(symmetric_difference(power_class(u),union(v,complement(power_class(w)))),union(complement(power_class(u)),intersection(complement(v),power_class(w))))*.
% 299.74/300.45 97140[0:SpR:48870.0,79675.0] || -> subclass(symmetric_difference(union(u,complement(power_class(v))),power_class(w)),union(complement(power_class(w)),intersection(complement(u),power_class(v))))*.
% 299.74/300.45 97610[4:Rew:80005.0,97548.1] inductive(union(null_class,intersection(union(omega,null_class),u))) || -> equal(union(null_class,intersection(union(null_class,omega),u)),omega)**.
% 299.74/300.45 97836[0:SpR:48871.0,7792.0] || -> subclass(symmetric_difference(union(u,complement(power_class(v))),power_class(w)),union(intersection(complement(u),power_class(v)),complement(power_class(w))))*.
% 299.74/300.45 97842[0:SpR:48871.0,79675.0] || -> subclass(symmetric_difference(power_class(u),union(v,complement(power_class(w)))),union(intersection(complement(v),power_class(w)),complement(power_class(u))))*.
% 299.74/300.45 98278[4:Rew:80005.0,98221.1] inductive(union(null_class,intersection(u,union(omega,null_class)))) || -> equal(union(null_class,intersection(u,union(null_class,omega))),omega)**.
% 299.74/300.45 98523[0:SpR:48872.0,7792.0] || -> subclass(symmetric_difference(union(complement(power_class(u)),v),power_class(w)),union(intersection(power_class(u),complement(v)),complement(power_class(w))))*.
% 299.74/300.45 98529[0:SpR:48872.0,79675.0] || -> subclass(symmetric_difference(power_class(u),union(complement(power_class(v)),w)),union(intersection(power_class(v),complement(w)),complement(power_class(u))))*.
% 299.74/300.45 98846[4:Res:95309.0,389.1] inductive(intersection(intersection(union(null_class,omega),u),v)) || -> equal(intersection(intersection(union(null_class,omega),u),v),omega)**.
% 299.74/300.45 98978[4:Res:95320.0,389.1] inductive(intersection(u,intersection(v,union(null_class,omega)))) || -> equal(intersection(u,intersection(v,union(null_class,omega))),omega)**.
% 299.74/300.45 99104[4:Res:95350.0,389.1] inductive(intersection(u,intersection(union(null_class,omega),v))) || -> equal(intersection(u,intersection(union(null_class,omega),v)),omega)**.
% 299.74/300.45 99242[0:SpR:48874.0,7792.0] || -> subclass(symmetric_difference(power_class(u),union(complement(power_class(v)),w)),union(complement(power_class(u)),intersection(power_class(v),complement(w))))*.
% 299.74/300.45 99248[0:SpR:48874.0,79675.0] || -> subclass(symmetric_difference(union(complement(power_class(u)),v),power_class(w)),union(complement(power_class(w)),intersection(power_class(u),complement(v))))*.
% 299.74/300.45 99531[4:Res:95356.0,389.1] inductive(intersection(intersection(u,union(null_class,omega)),v)) || -> equal(intersection(intersection(u,union(null_class,omega)),v),omega)**.
% 299.74/300.45 99752[4:Rew:80005.0,99688.1,77740.0,99688.1] inductive(union(null_class,intersection(union(omega,omega),u))) || -> equal(union(null_class,intersection(union(null_class,omega),u)),omega)**.
% 299.74/300.45 100984[0:Res:50.1,8658.1] inductive(union(u,intersection(complement(v),complement(w)))) || member(null_class,intersection(complement(u),union(v,w)))* -> .
% 299.74/300.45 101224[4:Rew:80005.0,101165.1,77740.0,101165.1] inductive(union(null_class,intersection(u,union(omega,omega)))) || -> equal(union(null_class,intersection(u,union(null_class,omega))),omega)**.
% 299.74/300.45 101415[4:Rew:80005.0,101345.1] inductive(intersection(intersection(union(omega,null_class),u),v)) || -> equal(intersection(intersection(union(null_class,omega),u),v),omega)**.
% 299.74/300.45 101562[4:Rew:80005.0,101499.1] inductive(intersection(u,intersection(v,union(omega,null_class)))) || -> equal(intersection(u,intersection(v,union(null_class,omega))),omega)**.
% 299.74/300.45 101695[0:Res:50.1,8668.1] inductive(union(intersection(complement(u),complement(v)),w)) || member(null_class,intersection(union(u,v),complement(w)))* -> .
% 299.74/300.45 101952[4:Rew:80005.0,101884.1] inductive(intersection(u,intersection(union(omega,null_class),v))) || -> equal(intersection(u,intersection(union(null_class,omega),v)),omega)**.
% 299.74/300.45 102104[4:Rew:80005.0,102039.1] inductive(intersection(intersection(u,union(omega,null_class)),v)) || -> equal(intersection(intersection(u,union(null_class,omega)),v),omega)**.
% 299.74/300.45 102166[4:Obv:102135.1] || subclass(unordered_pair(u,v),v)* -> equal(not_subclass_element(unordered_pair(u,v),w),u)** subclass(unordered_pair(u,v),w).
% 299.74/300.45 102167[4:Obv:102133.1] || subclass(unordered_pair(u,v),u)* -> equal(not_subclass_element(unordered_pair(u,v),w),v)** subclass(unordered_pair(u,v),w).
% 299.74/300.45 102373[0:Rew:102293.0,100932.1] || member(u,intersection(complement(v),union(w,x)))* member(u,union(v,complement(union(x,w)))) -> .
% 299.74/300.45 102533[0:Rew:102293.0,100177.2] || member(u,universal_class) -> member(u,image(element_relation,union(v,w)))* member(u,power_class(complement(union(w,v)))).
% 299.74/300.45 102536[0:Rew:102293.0,101641.1] || member(u,intersection(union(v,w),complement(x)))* member(u,union(complement(union(w,v)),x)) -> .
% 299.74/300.45 102541[0:Rew:102293.0,9286.0] || -> subclass(symmetric_difference(complement(u),union(v,complement(union(w,x)))),union(u,intersection(complement(v),union(w,x))))*.
% 299.74/300.45 102543[0:Rew:102293.0,88474.0] || -> subclass(symmetric_difference(complement(u),union(v,complement(union(w,x)))),union(intersection(complement(v),union(w,x)),u))*.
% 299.74/300.45 102684[0:Rew:102293.0,100941.1] || member(u,intersection(complement(v),union(w,x)))* member(u,union(complement(union(w,x)),v)) -> .
% 299.74/300.45 102792[4:Rew:102293.0,64663.1] || equal(successor(intersection(complement(u),union(v,w))),null_class)** -> equal(union(u,complement(union(v,w))),universal_class).
% 299.74/300.45 102796[0:Rew:102293.0,9275.0] || -> subclass(symmetric_difference(union(u,complement(union(v,w))),complement(x)),union(intersection(complement(u),union(v,w)),x))*.
% 299.74/300.45 102798[0:Rew:102293.0,88498.0] || -> subclass(symmetric_difference(union(u,complement(union(v,w))),complement(x)),union(x,intersection(complement(u),union(v,w))))*.
% 299.74/300.45 102806[2:Rew:102293.0,39170.1] || equal(intersection(complement(u),union(v,w)),domain_relation) subclass(universal_class,union(u,complement(union(v,w))))* -> .
% 299.74/300.45 102807[2:Rew:102293.0,18835.1] || subclass(domain_relation,intersection(complement(u),union(v,w)))* subclass(universal_class,union(u,complement(union(v,w)))) -> .
% 299.74/300.45 102808[0:Rew:102293.0,16863.1] || subclass(universal_class,intersection(complement(u),union(v,w)))* subclass(universal_class,union(u,complement(union(v,w)))) -> .
% 299.74/300.45 102827[2:Rew:102293.0,39205.1] || equal(intersection(complement(u),union(v,w)),domain_relation) subclass(domain_relation,union(u,complement(union(v,w))))* -> .
% 299.74/300.45 102828[2:Rew:102293.0,14710.1] || subclass(domain_relation,intersection(complement(u),union(v,w)))* subclass(domain_relation,union(u,complement(union(v,w)))) -> .
% 299.74/300.45 102829[2:Rew:102293.0,14689.1] || subclass(universal_class,intersection(complement(u),union(v,w))) subclass(domain_relation,union(u,complement(union(v,w))))* -> .
% 299.74/300.45 102831[2:Rew:102293.0,14947.1] || equal(intersection(complement(u),union(v,w)),domain_relation)** equal(union(u,complement(union(v,w))),domain_relation) -> .
% 299.74/300.45 102832[4:Rew:102293.0,20272.1] || -> member(singleton(null_class),intersection(complement(u),union(v,w)))* member(singleton(null_class),union(u,complement(union(v,w)))).
% 299.74/300.45 102878[4:Rew:102293.0,96304.0] || equal(successor(union(u,complement(union(v,w)))),null_class) -> subclass(universal_class,intersection(complement(u),union(v,w)))*.
% 299.74/300.45 102879[4:Rew:102293.0,56793.0] || equal(successor(union(u,complement(union(v,w)))),null_class) -> member(x__dfg,intersection(complement(u),union(v,w)))*.
% 299.74/300.45 102880[4:Rew:102293.0,56775.0] || equal(successor(union(u,complement(union(v,w)))),null_class) -> member(omega,intersection(complement(u),union(v,w)))*.
% 299.74/300.45 102881[6:Rew:102293.0,56724.0] || equal(successor(union(u,complement(union(v,w)))),null_class) -> member(null_class,intersection(complement(u),union(v,w)))*.
% 299.74/300.45 102886[4:Rew:102293.0,67784.0] || subclass(union(u,complement(union(v,w))),null_class) -> member(singleton(x),intersection(complement(u),union(v,w)))*.
% 299.74/300.45 102887[0:Rew:102293.0,70030.0] || -> equal(intersection(union(u,complement(union(v,w))),restrict(intersection(complement(u),union(v,w)),x,y)),null_class)**.
% 299.74/300.45 102977[0:Rew:102293.0,9212.0] || -> subclass(symmetric_difference(complement(u),union(complement(union(v,w)),x)),union(u,intersection(union(v,w),complement(x))))*.
% 299.74/300.45 102979[0:Rew:102293.0,88477.0] || -> subclass(symmetric_difference(complement(u),union(complement(union(v,w)),x)),union(intersection(union(v,w),complement(x)),u))*.
% 299.74/300.45 103105[0:Rew:102293.0,101026.0] || equal(symmetric_difference(u,complement(union(v,w))),universal_class) member(null_class,intersection(complement(u),union(v,w)))* -> .
% 299.74/300.45 103106[0:Rew:102293.0,101011.0] || equal(symmetric_difference(u,complement(union(v,w))),universal_class) member(omega,intersection(complement(u),union(v,w)))* -> .
% 299.74/300.45 103107[0:Rew:102293.0,100959.0] || equal(symmetric_difference(u,complement(union(v,w))),universal_class) member(x__dfg,intersection(complement(u),union(v,w)))* -> .
% 299.74/300.45 103115[0:Rew:102293.0,101651.1] || member(u,intersection(union(v,w),complement(x)))* member(u,union(x,complement(union(v,w)))) -> .
% 299.74/300.45 103130[4:Rew:102293.0,64673.1] || equal(successor(intersection(union(u,v),complement(w))),null_class)** -> equal(union(complement(union(u,v)),w),universal_class).
% 299.74/300.45 103135[0:Rew:102293.0,9202.0] || -> subclass(symmetric_difference(union(complement(union(u,v)),w),complement(x)),union(intersection(union(u,v),complement(w)),x))*.
% 299.74/300.45 103137[0:Rew:102293.0,88501.0] || -> subclass(symmetric_difference(union(complement(union(u,v)),w),complement(x)),union(x,intersection(union(u,v),complement(w))))*.
% 299.74/300.45 103145[2:Rew:102293.0,39172.1] || equal(intersection(union(u,v),complement(w)),domain_relation) subclass(universal_class,union(complement(union(u,v)),w))* -> .
% 299.74/300.45 103146[2:Rew:102293.0,18838.1] || subclass(domain_relation,intersection(union(u,v),complement(w)))* subclass(universal_class,union(complement(union(u,v)),w)) -> .
% 299.74/300.45 103147[0:Rew:102293.0,16866.1] || subclass(universal_class,intersection(union(u,v),complement(w)))* subclass(universal_class,union(complement(union(u,v)),w)) -> .
% 299.74/300.45 103166[2:Rew:102293.0,39207.1] || equal(intersection(union(u,v),complement(w)),domain_relation) subclass(domain_relation,union(complement(union(u,v)),w))* -> .
% 299.74/300.45 103167[2:Rew:102293.0,14713.1] || subclass(domain_relation,intersection(union(u,v),complement(w)))* subclass(domain_relation,union(complement(union(u,v)),w)) -> .
% 299.74/300.45 103168[2:Rew:102293.0,14692.1] || subclass(universal_class,intersection(union(u,v),complement(w))) subclass(domain_relation,union(complement(union(u,v)),w))* -> .
% 299.74/300.45 103170[2:Rew:102293.0,14950.1] || equal(intersection(union(u,v),complement(w)),domain_relation)** equal(union(complement(union(u,v)),w),domain_relation) -> .
% 299.74/300.45 103171[4:Rew:102293.0,20275.1] || -> member(singleton(null_class),intersection(union(u,v),complement(w)))* member(singleton(null_class),union(complement(union(u,v)),w)).
% 299.74/300.45 103215[4:Rew:102293.0,96307.0] || equal(successor(union(complement(union(u,v)),w)),null_class) -> subclass(universal_class,intersection(union(u,v),complement(w)))*.
% 299.74/300.45 103216[4:Rew:102293.0,56796.0] || equal(successor(union(complement(union(u,v)),w)),null_class) -> member(x__dfg,intersection(union(u,v),complement(w)))*.
% 299.74/300.45 103217[4:Rew:102293.0,56778.0] || equal(successor(union(complement(union(u,v)),w)),null_class) -> member(omega,intersection(union(u,v),complement(w)))*.
% 299.74/300.45 103218[6:Rew:102293.0,56727.0] || equal(successor(union(complement(union(u,v)),w)),null_class) -> member(null_class,intersection(union(u,v),complement(w)))*.
% 299.74/300.45 103223[4:Rew:102293.0,67787.0] || subclass(union(complement(union(u,v)),w),null_class) -> member(singleton(x),intersection(union(u,v),complement(w)))*.
% 299.74/300.45 103224[0:Rew:102293.0,70033.0] || -> equal(intersection(union(complement(union(u,v)),w),restrict(intersection(union(u,v),complement(w)),x,y)),null_class)**.
% 299.74/300.45 103257[0:Rew:102293.0,64312.0] || subclass(universal_class,power_class(complement(union(u,v)))) member(ordered_pair(w,x),image(element_relation,union(u,v)))* -> .
% 299.74/300.45 103258[5:Rew:102293.0,64297.0] || subclass(universal_class,power_class(complement(union(u,v)))) member(sum_class(range_of(null_class)),image(element_relation,union(u,v)))* -> .
% 299.74/300.45 103259[0:Rew:102293.0,64290.0] || subclass(universal_class,power_class(complement(union(u,v)))) member(unordered_pair(w,x),image(element_relation,union(u,v)))* -> .
% 299.74/300.45 103260[5:Rew:102293.0,64288.0] || subclass(universal_class,power_class(complement(union(u,v)))) member(apply(null_class,w),image(element_relation,union(u,v)))* -> .
% 299.74/300.45 103285[4:Rew:102293.0,15768.1] || equal(image(element_relation,union(u,v)),cantor(xf))** equal(power_class(complement(union(u,v))),cantor(xf)) -> .
% 299.74/300.45 103286[2:Rew:102293.0,64314.0] || subclass(domain_relation,power_class(complement(union(u,v)))) member(ordered_pair(null_class,null_class),image(element_relation,union(u,v)))* -> .
% 299.74/300.45 103289[2:Rew:102293.0,64313.0] || equal(power_class(complement(union(u,v))),domain_relation) member(ordered_pair(null_class,null_class),image(element_relation,union(u,v)))* -> .
% 299.74/300.45 103443[0:Rew:102293.0,92881.1] || subclass(union(u,v),complement(w)) -> equal(union(w,complement(union(u,v))),complement(union(u,v)))**.
% 299.74/300.45 103470[0:Rew:102293.0,101737.0] || equal(symmetric_difference(complement(union(u,v)),w),universal_class) member(null_class,intersection(union(u,v),complement(w)))* -> .
% 299.74/300.45 103471[0:Rew:102293.0,101722.0] || equal(symmetric_difference(complement(union(u,v)),w),universal_class) member(omega,intersection(union(u,v),complement(w)))* -> .
% 299.74/300.45 103472[0:Rew:102293.0,101670.0] || equal(symmetric_difference(complement(union(u,v)),w),universal_class) member(x__dfg,intersection(union(u,v),complement(w)))* -> .
% 299.74/300.45 103875[4:Rew:103871.0,83724.0] || -> equal(power_class(intersection(union(null_class,complement(u)),complement(singleton(union(u,null_class))))),power_class(complement(successor(union(u,null_class)))))**.
% 299.74/300.45 103876[4:Rew:103871.0,41539.0] || -> equal(power_class(intersection(union(null_class,complement(u)),complement(singleton(union(u,u))))),power_class(complement(successor(union(u,u)))))**.
% 299.74/300.45 103877[4:Rew:103871.0,36615.0] || -> equal(power_class(intersection(union(null_class,complement(u)),complement(singleton(union(null_class,u))))),power_class(complement(successor(union(null_class,u)))))**.
% 299.74/300.45 103899[0:Rew:103871.0,48979.0] || member(not_subclass_element(image(element_relation,successor(u)),v),power_class(complement(successor(u))))* -> subclass(image(element_relation,successor(u)),v).
% 299.74/300.45 103949[0:Rew:103948.0,55979.2] || member(u,successor(v)) member(u,complement(w)) member(u,union(w,complement(successor(v))))* -> .
% 299.74/300.45 103954[0:Rew:103948.0,92920.1] || subclass(complement(singleton(u)),complement(u))* -> equal(union(v,complement(successor(u))),union(v,complement(singleton(u))))**.
% 299.74/300.45 103975[0:Rew:103948.0,48226.0] || -> equal(union(u,intersection(power_class(v),complement(singleton(complement(power_class(v)))))),union(u,complement(successor(complement(power_class(v))))))**.
% 299.74/300.45 103996[0:Rew:103959.0,48481.0] || -> equal(union(intersection(power_class(u),complement(singleton(complement(power_class(u))))),v),union(v,complement(successor(complement(power_class(u))))))**.
% 299.74/300.45 104314[4:Rew:28748.0,102234.2,63899.1,102234.2,28748.0,102234.1] || equal(successor(u),null_class) member(not_subclass_element(complement(v),w),union(u,v))* -> subclass(complement(v),w).
% 299.74/300.45 104315[4:Rew:28748.0,102206.2,75578.0,102206.2,63899.1,102206.2,28748.0,102206.1,75578.0,102206.1] || equal(successor(u),null_class) member(not_subclass_element(complement(v),w),union(v,u))* -> subclass(complement(v),w).
% 299.74/300.45 104370[0:Rew:46.0,104369.0] || -> equal(complement(union(intersection(successor(u),complement(v)),intersection(complement(successor(u)),v))),symmetric_difference(complement(successor(u)),v))**.
% 299.74/300.45 104372[0:Rew:80005.0,104371.0,46.0,104371.0] || -> equal(complement(union(intersection(u,complement(successor(v))),intersection(complement(u),successor(v)))),symmetric_difference(u,complement(successor(v))))**.
% 299.74/300.45 105275[9:Rew:105197.0,87135.2] function(cross_product(universal_class,universal_class)) single_valued_class(union(null_class,successor(cross_product(universal_class,universal_class)))) || -> function(successor(cross_product(universal_class,universal_class)))*.
% 299.74/300.45 106876[4:Res:106412.0,3479.0] || subclass(successor(u),v) -> equal(regular(complement(successor(u))),null_class) member(regular(regular(complement(successor(u)))),v)*.
% 299.74/300.45 106935[4:Res:106427.0,3479.0] || subclass(power_class(u),v) -> equal(regular(complement(power_class(u))),null_class) member(regular(regular(complement(power_class(u)))),v)*.
% 299.74/300.45 107334[4:Res:106506.0,7880.0] || -> subclass(regular(union(null_class,complement(singleton(u)))),v) equal(not_subclass_element(regular(union(null_class,complement(singleton(u)))),v),u)**.
% 299.74/300.45 107382[4:Rew:103496.0,107326.1,28759.0,107326.1,103496.0,107326.0,28759.0,107326.0] || member(regular(regular(union(null_class,compose(element_relation,universal_class)))),element_relation)* -> equal(regular(union(null_class,compose(element_relation,universal_class))),null_class).
% 299.74/300.45 107406[4:Res:106520.0,7881.0] || subclass(complement(power_class(u)),v) -> subclass(regular(power_class(u)),w) member(not_subclass_element(regular(power_class(u)),w),v)*.
% 299.74/300.45 107425[4:Res:106521.0,7881.0] || subclass(complement(successor(u)),v) -> subclass(regular(successor(u)),w) member(not_subclass_element(regular(successor(u)),w),v)*.
% 299.74/300.45 107498[4:Res:107357.0,3479.0] || subclass(complement(u),v) -> equal(regular(union(null_class,u)),null_class) member(regular(regular(union(null_class,u))),v)*.
% 299.74/300.45 107634[0:SpL:103871.0,3480.0] || subclass(u,power_class(complement(successor(v)))) member(regular(u),image(element_relation,successor(v)))* -> equal(u,null_class).
% 299.74/300.45 107635[0:SpL:103871.0,6535.0] || member(u,symmetric_difference(power_class(complement(successor(v))),complement(w)))* -> member(u,union(image(element_relation,successor(v)),w)).
% 299.74/300.45 107644[0:SpL:103871.0,6535.0] || member(u,symmetric_difference(complement(v),power_class(complement(successor(w)))))* -> member(u,union(v,image(element_relation,successor(w)))).
% 299.74/300.45 107700[0:Rew:103871.0,107609.1] || member(not_subclass_element(power_class(complement(successor(u))),v),image(element_relation,successor(u)))* -> subclass(power_class(complement(successor(u))),v).
% 299.74/300.45 107761[4:Res:107467.0,3479.0] || subclass(complement(u),v) -> equal(regular(union(u,null_class)),null_class) member(regular(regular(union(u,null_class))),v)*.
% 299.74/300.45 107870[4:Res:107480.0,3479.0] || subclass(complement(u),v) -> equal(regular(union(u,u)),null_class) member(regular(regular(union(u,u))),v)*.
% 299.74/300.45 108267[0:SpR:103948.0,28.2] || member(u,universal_class) -> member(u,intersection(complement(v),successor(w)))* member(u,union(v,complement(successor(w)))).
% 299.74/300.45 108339[4:SpL:103948.0,13510.1] || equal(intersection(complement(u),successor(v)),cantor(xf))** equal(union(u,complement(successor(v))),cantor(xf)) -> .
% 299.74/300.45 108734[4:SpL:102312.0,107302.0] || subclass(union(complement(union(u,v)),w),null_class) -> subclass(regular(null_class),intersection(union(u,v),complement(w)))*.
% 299.74/300.45 108741[4:SpL:102302.0,107302.0] || subclass(union(u,complement(union(v,w))),null_class) -> subclass(regular(null_class),intersection(complement(u),union(v,w)))*.
% 299.74/300.45 110007[0:SpL:106411.0,6374.1] || member(u,universal_class) subclass(universal_class,complement(union(v,w)))* member(power_class(u),union(w,v))* -> .
% 299.74/300.45 110008[0:SpL:106411.0,6315.1] || member(u,universal_class) subclass(universal_class,complement(union(v,w)))* member(sum_class(u),union(w,v))* -> .
% 299.74/300.45 110729[2:Res:31230.1,102304.0] || equal(image(element_relation,union(u,v)),domain_relation) member(ordered_pair(null_class,null_class),power_class(complement(union(u,v))))* -> .
% 299.74/300.45 110730[2:Res:7349.1,102304.0] || subclass(domain_relation,image(element_relation,union(u,v))) member(ordered_pair(null_class,null_class),power_class(complement(union(u,v))))* -> .
% 299.74/300.45 111189[0:SpR:9395.0,73202.0] || -> subclass(intersection(intersection(u,successor(v)),union(complement(v),complement(singleton(v)))),symmetric_difference(complement(v),complement(singleton(v))))*.
% 299.74/300.45 111632[0:SpR:9395.0,73203.0] || -> subclass(intersection(intersection(successor(u),v),union(complement(u),complement(singleton(u)))),symmetric_difference(complement(u),complement(singleton(u))))*.
% 299.74/300.45 112852[4:Res:61326.1,102295.0] || equal(complement(symmetric_difference(complement(u),union(v,w))),null_class) -> member(x__dfg,union(u,complement(union(v,w))))*.
% 299.74/300.45 112853[4:Res:11057.1,102295.0] || equal(symmetric_difference(complement(u),union(v,w)),cantor(xf)) -> member(x__dfg,union(u,complement(union(v,w))))*.
% 299.74/300.45 112860[0:Res:406.1,102295.0] || subclass(universal_class,symmetric_difference(complement(u),union(v,w))) -> member(singleton(x),union(u,complement(union(v,w))))*.
% 299.74/300.45 112861[4:Res:61327.1,102295.0] || equal(complement(symmetric_difference(complement(u),union(v,w))),null_class) -> member(omega,union(u,complement(union(v,w))))*.
% 299.74/300.45 112870[6:Res:49515.1,102295.0] || equal(complement(symmetric_difference(complement(u),union(v,w))),null_class) -> member(null_class,union(u,complement(union(v,w))))*.
% 299.74/300.45 112871[6:Res:32644.1,102295.0] || equal(symmetric_difference(complement(u),union(v,w)),successor(null_class)) -> member(null_class,union(u,complement(union(v,w))))*.
% 299.74/300.45 112872[6:Res:32575.1,102295.0] || equal(symmetric_difference(complement(u),union(v,w)),singleton(null_class)) -> member(null_class,union(u,complement(union(v,w))))*.
% 299.74/300.45 113283[4:Res:61326.1,102309.0] || equal(complement(symmetric_difference(union(u,v),complement(w))),null_class) -> member(x__dfg,union(complement(union(u,v)),w))*.
% 299.74/300.45 113284[4:Res:11057.1,102309.0] || equal(symmetric_difference(union(u,v),complement(w)),cantor(xf)) -> member(x__dfg,union(complement(union(u,v)),w))*.
% 299.74/300.45 113291[0:Res:406.1,102309.0] || subclass(universal_class,symmetric_difference(union(u,v),complement(w))) -> member(singleton(x),union(complement(union(u,v)),w))*.
% 299.74/300.45 113292[4:Res:61327.1,102309.0] || equal(complement(symmetric_difference(union(u,v),complement(w))),null_class) -> member(omega,union(complement(union(u,v)),w))*.
% 299.74/300.45 113301[6:Res:49515.1,102309.0] || equal(complement(symmetric_difference(union(u,v),complement(w))),null_class) -> member(null_class,union(complement(union(u,v)),w))*.
% 299.74/300.45 113302[6:Res:32644.1,102309.0] || equal(symmetric_difference(union(u,v),complement(w)),successor(null_class)) -> member(null_class,union(complement(union(u,v)),w))*.
% 299.74/300.45 113303[6:Res:32575.1,102309.0] || equal(symmetric_difference(union(u,v),complement(w)),singleton(null_class)) -> member(null_class,union(complement(union(u,v)),w))*.
% 299.74/300.45 113527[4:Rew:74143.0,113434.2] || member(u,universal_class) -> member(u,image(element_relation,union(v,v)))* member(u,power_class(union(null_class,complement(v)))).
% 299.74/300.45 113553[9:Rew:103906.1,113552.3,83780.1,113552.3] function(u) || member(v,universal_class) -> member(v,image(element_relation,successor(u)))* member(v,power_class(complement(u))).
% 299.74/300.45 114227[4:Rew:74143.0,114061.1] || member(u,intersection(complement(v),union(w,w)))* member(u,union(v,union(null_class,complement(w)))) -> .
% 299.74/300.45 114231[4:Rew:36664.0,114085.1] || member(u,intersection(complement(v),union(w,null_class)))* member(u,union(v,union(null_class,complement(w)))) -> .
% 299.74/300.45 114232[4:Rew:36664.0,114088.1] || member(u,intersection(complement(v),union(null_class,w)))* member(u,union(v,union(null_class,complement(w)))) -> .
% 299.74/300.45 114262[9:Rew:103958.1,114261.2,83780.1,114261.2] function(u) || member(v,intersection(complement(w),successor(u)))* member(v,union(w,complement(u))) -> .
% 299.74/300.45 115198[4:Rew:74143.0,115067.1] || member(u,intersection(union(v,v),complement(w)))* member(u,union(union(null_class,complement(v)),w)) -> .
% 299.74/300.45 115202[4:Rew:36664.0,115091.1] || member(u,intersection(union(v,null_class),complement(w)))* member(u,union(union(null_class,complement(v)),w)) -> .
% 299.74/300.45 115203[4:Rew:36664.0,115094.1] || member(u,intersection(union(null_class,v),complement(w)))* member(u,union(union(null_class,complement(v)),w)) -> .
% 299.74/300.45 115232[9:Rew:107181.1,115231.2,83780.1,115231.2] function(u) || member(v,intersection(successor(u),complement(w)))* member(v,union(w,complement(u))) -> .
% 299.74/300.45 115630[4:Rew:115433.0,115568.1] || member(not_subclass_element(intersection(complement(successor(null_class)),u),null_class),singleton(null_class))* -> subclass(intersection(complement(successor(null_class)),u),null_class).
% 299.74/300.45 115631[4:Rew:115433.0,115567.1] || member(not_subclass_element(intersection(u,complement(successor(null_class))),null_class),singleton(null_class))* -> subclass(intersection(u,complement(successor(null_class))),null_class).
% 299.74/300.45 116613[0:SpR:102469.0,6601.0] || -> subclass(symmetric_difference(restrict(u,v,w),complement(union(cross_product(v,w),u))),complement(symmetric_difference(cross_product(v,w),u)))*.
% 299.74/300.45 117475[0:SpR:102489.0,6601.0] || -> subclass(symmetric_difference(restrict(u,v,w),complement(union(u,cross_product(v,w)))),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.74/300.45 118170[4:SpR:117109.1,9395.0] || equal(successor(u),universal_class) -> equal(symmetric_difference(complement(u),complement(singleton(u))),union(complement(u),complement(singleton(u))))**.
% 299.74/300.45 118764[0:SpR:102945.0,7792.0] || -> subclass(symmetric_difference(power_class(u),power_class(complement(union(v,w)))),union(complement(power_class(u)),image(element_relation,union(v,w))))*.
% 299.74/300.45 118770[0:SpR:102945.0,79675.0] || -> subclass(symmetric_difference(power_class(complement(union(u,v))),power_class(w)),union(complement(power_class(w)),image(element_relation,union(u,v))))*.
% 299.74/300.45 119895[4:Rew:50991.0,119360.1] || equal(intersection(power_class(u),power_class(complement(union(v,w)))),universal_class)** -> equal(image(element_relation,union(v,w)),null_class).
% 299.74/300.45 120432[0:SpR:9395.0,73512.0] || -> subclass(intersection(union(complement(u),complement(singleton(u))),intersection(successor(u),v)),symmetric_difference(complement(u),complement(singleton(u))))*.
% 299.74/300.45 120604[0:SpR:9395.0,73515.0] || -> subclass(intersection(union(complement(u),complement(singleton(u))),intersection(v,successor(u))),symmetric_difference(complement(u),complement(singleton(u))))*.
% 299.74/300.45 120750[0:SpR:90326.0,3413.1] || -> equal(symmetric_difference(u,intersection(u,v)),null_class) member(regular(symmetric_difference(u,intersection(u,v))),complement(intersection(u,v)))*.
% 299.74/300.45 120972[0:SpL:90326.0,6546.1] || member(u,symmetric_difference(v,intersection(v,w)))* subclass(complement(intersection(v,w)),x)* -> member(u,x)*.
% 299.74/300.45 121020[4:Rew:120884.1,64484.2] || equal(intersection(regular(u),v),universal_class)** member(null_class,u) -> equal(regular(u),null_class) equal(u,null_class).
% 299.74/300.45 121256[0:SpR:90468.0,3413.1] || -> equal(symmetric_difference(u,intersection(v,u)),null_class) member(regular(symmetric_difference(u,intersection(v,u))),complement(intersection(v,u)))*.
% 299.74/300.45 121481[0:SpL:90468.0,6546.1] || member(u,symmetric_difference(v,intersection(w,v)))* subclass(complement(intersection(w,v)),x)* -> member(u,x)*.
% 299.74/300.45 121947[0:Rew:116028.0,121840.0] || -> subclass(intersection(u,symmetric_difference(union(v,w),union(x,y))),complement(intersection(union(x,y),union(v,w))))*.
% 299.74/300.45 121994[4:Res:92199.1,7885.0] || subclass(u,intersection(v,w))* -> subclass(union(u,u),x) member(not_subclass_element(union(u,u),x),w)*.
% 299.74/300.45 121995[4:Res:92199.1,7884.0] || subclass(u,intersection(v,w))* -> subclass(union(u,u),x) member(not_subclass_element(union(u,u),x),v)*.
% 299.74/300.45 122004[4:Res:92199.1,3483.0] || subclass(u,restrict(v,w,x))* -> equal(union(u,u),null_class) member(regular(union(u,u)),v)*.
% 299.74/300.45 122187[0:Rew:116028.0,122070.0] || -> subclass(intersection(symmetric_difference(union(u,v),union(w,x)),y),complement(intersection(union(w,x),union(u,v))))*.
% 299.74/300.45 122358[0:SpR:92837.1,102312.0] || subclass(union(u,v),complement(w)) -> equal(union(complement(union(u,v)),w),complement(union(u,v)))**.
% 299.74/300.45 122465[0:SpL:92837.1,6546.1] || subclass(u,v) member(w,symmetric_difference(u,v))* subclass(complement(u),x)* -> member(w,x)*.
% 299.74/300.45 122511[4:SpL:92837.1,119494.0] || subclass(u,singleton(u)) member(v,symmetric_difference(successor(u),complement(u)))* -> member(v,complement(successor(u))).
% 299.74/300.45 122585[4:Rew:92837.1,122453.2] || subclass(u,v) member(regular(union(null_class,u)),symmetric_difference(u,v))* -> equal(union(null_class,u),null_class).
% 299.74/300.45 123089[0:SpR:103074.0,7792.0] || -> subclass(symmetric_difference(power_class(complement(power_class(u))),union(v,w)),union(image(element_relation,power_class(u)),complement(union(v,w))))*.
% 299.74/300.45 123095[0:SpR:103074.0,79675.0] || -> subclass(symmetric_difference(union(u,v),power_class(complement(power_class(w)))),union(image(element_relation,power_class(w)),complement(union(u,v))))*.
% 299.74/300.45 123262[4:Rew:10128.0,123164.1] || subclass(power_class(complement(power_class(u))),null_class) -> equal(union(image(element_relation,power_class(u)),complement(union(v,w))),universal_class)**.
% 299.74/300.45 123633[0:SpR:103320.0,7792.0] || -> subclass(symmetric_difference(power_class(complement(union(u,v))),power_class(w)),union(image(element_relation,union(u,v)),complement(power_class(w))))*.
% 299.74/300.45 123639[0:SpR:103320.0,79675.0] || -> subclass(symmetric_difference(power_class(u),power_class(complement(union(v,w)))),union(image(element_relation,union(v,w)),complement(power_class(u))))*.
% 299.74/300.45 123840[4:Rew:50991.0,123839.1] || equal(intersection(power_class(complement(union(u,v))),power_class(w)),universal_class)** -> equal(image(element_relation,union(u,v)),null_class).
% 299.74/300.45 124061[4:Rew:32.0,124014.1] single_valued_class(complement(successor(complement(intersection(cross_product(universal_class,universal_class),u))))) || -> function(complement(successor(complement(restrict(u,universal_class,universal_class)))))*.
% 299.74/300.45 124218[4:Rew:31.0,124174.1] single_valued_class(complement(successor(complement(intersection(u,cross_product(universal_class,universal_class)))))) || -> function(complement(successor(complement(restrict(u,universal_class,universal_class)))))*.
% 299.74/300.45 124302[4:Res:123484.0,389.1] inductive(regular(union(null_class,complement(intersection(omega,u))))) || -> equal(regular(union(null_class,complement(intersection(omega,u)))),omega)**.
% 299.74/300.45 124482[4:Res:124223.0,389.1] inductive(regular(union(null_class,complement(intersection(u,omega))))) || -> equal(regular(union(null_class,complement(intersection(u,omega)))),omega)**.
% 299.74/300.45 124650[0:SpR:103450.0,7792.0] || -> subclass(symmetric_difference(union(u,v),power_class(complement(power_class(w)))),union(complement(union(u,v)),image(element_relation,power_class(w))))*.
% 299.74/300.45 124660[0:SpR:103450.0,79675.0] || -> subclass(symmetric_difference(power_class(complement(power_class(u))),union(v,w)),union(complement(union(v,w)),image(element_relation,power_class(u))))*.
% 299.74/300.45 124825[4:Rew:10128.0,124734.1] || subclass(power_class(complement(power_class(u))),null_class) -> equal(union(complement(union(v,w)),image(element_relation,power_class(u))),universal_class)**.
% 299.74/300.45 124923[4:SpR:102312.0,124374.0] || -> subclass(regular(union(intersection(union(u,v),complement(w)),complement(power_class(x)))),union(complement(union(u,v)),w))*.
% 299.74/300.45 124933[4:SpR:102302.0,124374.0] || -> subclass(regular(union(intersection(complement(u),union(v,w)),complement(power_class(x)))),union(u,complement(union(v,w))))*.
% 299.74/300.45 124988[4:Res:124374.0,3480.0] || member(regular(regular(union(u,complement(power_class(v))))),u)* -> equal(regular(union(u,complement(power_class(v)))),null_class).
% 299.74/300.45 125018[4:SpR:102312.0,124375.0] || -> subclass(regular(union(intersection(union(u,v),complement(w)),complement(successor(x)))),union(complement(union(u,v)),w))*.
% 299.74/300.45 125028[4:SpR:102302.0,124375.0] || -> subclass(regular(union(intersection(complement(u),union(v,w)),complement(successor(x)))),union(u,complement(union(v,w))))*.
% 299.74/300.45 125074[4:Res:124375.0,3480.0] || member(regular(regular(union(u,complement(successor(v))))),u)* -> equal(regular(union(u,complement(successor(v)))),null_class).
% 299.74/300.45 125375[4:Res:125303.0,7880.0] || -> subclass(regular(union(u,complement(successor(null_class)))),v) equal(not_subclass_element(regular(union(u,complement(successor(null_class)))),v),null_class)**.
% 299.74/300.45 125559[4:Res:125349.0,7880.0] || -> subclass(regular(union(complement(successor(null_class)),u)),v) equal(not_subclass_element(regular(union(complement(successor(null_class)),u)),v),null_class)**.
% 299.74/300.45 125615[4:SpR:102312.0,124551.0] || -> subclass(regular(union(complement(power_class(u)),intersection(union(v,w),complement(x)))),union(complement(union(v,w)),x))*.
% 299.74/300.45 125625[4:SpR:102302.0,124551.0] || -> subclass(regular(union(complement(power_class(u)),intersection(complement(v),union(w,x)))),union(v,complement(union(w,x))))*.
% 299.74/300.45 125686[4:Res:124551.0,3480.0] || member(regular(regular(union(complement(power_class(u)),v))),v)* -> equal(regular(union(complement(power_class(u)),v)),null_class).
% 299.74/300.45 125725[4:SpR:102312.0,125049.0] || -> subclass(regular(union(complement(successor(u)),intersection(union(v,w),complement(x)))),union(complement(union(v,w)),x))*.
% 299.74/300.45 125735[4:SpR:102302.0,125049.0] || -> subclass(regular(union(complement(successor(u)),intersection(complement(v),union(w,x)))),union(v,complement(union(w,x))))*.
% 299.74/300.45 125786[4:Res:125049.0,3480.0] || member(regular(regular(union(complement(successor(u)),v))),v)* -> equal(regular(union(complement(successor(u)),v)),null_class).
% 299.74/300.45 126132[4:Res:123479.0,389.1] inductive(union(null_class,intersection(intersection(omega,u),v))) || -> equal(union(null_class,intersection(intersection(omega,u),v)),omega)**.
% 299.74/300.45 126307[4:Res:123491.0,389.1] inductive(intersection(union(null_class,intersection(omega,u)),v)) || -> equal(intersection(union(null_class,intersection(omega,u)),v),omega)**.
% 299.74/300.45 126474[4:Res:123520.0,389.1] inductive(intersection(u,union(null_class,intersection(omega,v)))) || -> equal(intersection(u,union(null_class,intersection(omega,v))),omega)**.
% 299.74/300.45 126638[4:Res:123529.0,389.1] inductive(union(null_class,intersection(u,intersection(omega,v)))) || -> equal(union(null_class,intersection(u,intersection(omega,v))),omega)**.
% 299.74/300.45 126779[4:Res:123909.0,389.1] inductive(complement(successor(complement(restrict(omega,u,v))))) || -> equal(complement(successor(complement(restrict(omega,u,v)))),omega)**.
% 299.74/300.45 127058[4:Res:126047.0,389.1] inductive(union(null_class,intersection(intersection(u,omega),v))) || -> equal(union(null_class,intersection(intersection(u,omega),v)),omega)**.
% 299.74/300.45 127233[4:Res:126220.0,389.1] inductive(intersection(union(null_class,intersection(u,omega)),v)) || -> equal(intersection(union(null_class,intersection(u,omega)),v),omega)**.
% 299.74/300.45 127454[4:Res:126395.0,389.1] inductive(intersection(u,union(null_class,intersection(v,omega)))) || -> equal(intersection(u,union(null_class,intersection(v,omega))),omega)**.
% 299.74/300.45 127621[4:Res:126557.0,389.1] inductive(union(null_class,intersection(u,intersection(v,omega)))) || -> equal(union(null_class,intersection(u,intersection(v,omega))),omega)**.
% 299.74/300.45 127839[4:Rew:116028.0,127743.0] || -> subclass(regular(complement(symmetric_difference(union(u,v),union(w,x)))),complement(intersection(union(w,x),union(u,v))))*.
% 299.74/300.45 128633[4:Rew:80005.0,128551.1,77740.0,128551.1] inductive(intersection(intersection(union(omega,omega),u),v)) || -> equal(intersection(intersection(union(null_class,omega),u),v),omega)**.
% 299.74/300.45 128806[4:Rew:80005.0,128734.1,77740.0,128734.1] inductive(intersection(u,intersection(v,union(omega,omega)))) || -> equal(intersection(u,intersection(v,union(null_class,omega))),omega)**.
% 299.74/300.45 128992[4:Rew:80005.0,128912.1,77740.0,128912.1] inductive(intersection(u,intersection(union(omega,omega),v))) || -> equal(intersection(u,intersection(union(null_class,omega),v)),omega)**.
% 299.74/300.45 129171[4:Rew:80005.0,129097.1,77740.0,129097.1] inductive(intersection(intersection(u,union(omega,omega)),v)) || -> equal(intersection(intersection(u,union(null_class,omega)),v),omega)**.
% 299.74/300.45 129280[4:Obv:129266.1] || equal(unordered_pair(u,v),v) -> equal(not_subclass_element(unordered_pair(u,v),w),u)** subclass(unordered_pair(u,v),w).
% 299.74/300.45 129281[4:Obv:129264.1] || equal(unordered_pair(u,v),u) -> equal(not_subclass_element(unordered_pair(u,v),w),v)** subclass(unordered_pair(u,v),w).
% 299.74/300.45 129738[0:Rew:75578.0,129563.0] || -> subclass(intersection(successor(u),intersection(v,union(complement(u),complement(singleton(u))))),symmetric_difference(complement(u),complement(singleton(u))))*.
% 299.74/300.45 130913[0:Res:54.1,7879.0] inductive(unordered_pair(u,v)) || -> subclass(omega,w) equal(not_subclass_element(omega,w),v)* equal(not_subclass_element(omega,w),u)*.
% 299.74/300.45 132820[4:Rew:132350.0,132720.1] || member(not_subclass_element(intersection(union(null_class,u),v),null_class),singleton(u))* -> subclass(intersection(union(null_class,u),v),null_class).
% 299.74/300.45 132821[4:Rew:132350.0,132719.1] || member(not_subclass_element(intersection(u,union(null_class,v)),null_class),singleton(v))* -> subclass(intersection(u,union(null_class,v)),null_class).
% 299.74/300.45 133107[4:Rew:132427.0,133020.1] || member(not_subclass_element(intersection(union(u,null_class),v),null_class),singleton(u))* -> subclass(intersection(union(u,null_class),v),null_class).
% 299.74/300.45 133108[4:Rew:132427.0,133019.1] || member(not_subclass_element(intersection(u,union(v,null_class)),null_class),singleton(v))* -> subclass(intersection(u,union(v,null_class)),null_class).
% 299.74/300.45 134265[4:Rew:132645.0,134176.1] || member(not_subclass_element(intersection(union(u,u),v),null_class),singleton(u))* -> subclass(intersection(union(u,u),v),null_class).
% 299.74/300.45 134266[4:Rew:132645.0,134175.1] || member(not_subclass_element(intersection(u,union(v,v)),null_class),singleton(v))* -> subclass(intersection(u,union(v,v)),null_class).
% 299.74/300.45 134619[4:Rew:133741.0,134512.1] || member(not_subclass_element(intersection(intersection(u,v),w),null_class),singleton(v))* -> subclass(intersection(intersection(u,v),w),null_class).
% 299.74/300.45 134620[4:Rew:133741.0,134511.1] || member(not_subclass_element(intersection(u,intersection(v,w)),null_class),singleton(w))* -> subclass(intersection(u,intersection(v,w)),null_class).
% 299.74/300.45 134954[4:Rew:133863.0,134858.1] || member(not_subclass_element(intersection(intersection(u,v),w),null_class),singleton(u))* -> subclass(intersection(intersection(u,v),w),null_class).
% 299.74/300.45 134955[4:Rew:133863.0,134857.1] || member(not_subclass_element(intersection(u,intersection(v,w)),null_class),singleton(v))* -> subclass(intersection(u,intersection(v,w)),null_class).
% 299.74/300.45 136201[2:SpR:102312.0,130204.0] || -> equal(intersection(intersection(union(u,v),complement(w)),restrict(union(complement(union(u,v)),w),x,y)),null_class)**.
% 299.74/300.45 136211[2:SpR:102302.0,130204.0] || -> equal(intersection(intersection(complement(u),union(v,w)),restrict(union(u,complement(union(v,w))),x,y)),null_class)**.
% 299.74/300.45 136795[2:Rew:75578.0,136552.0] || -> equal(intersection(symmetric_difference(complement(u),complement(singleton(u))),symmetric_difference(successor(u),union(complement(u),complement(singleton(u))))),null_class)**.
% 299.74/300.45 136917[4:SpR:136834.0,61.1] || member(ordered_pair(u,v),compose(w,singleton(cross_product(singleton(u),universal_class))))* -> member(v,image(w,range_of(null_class))).
% 299.74/300.45 136919[4:SpR:136834.0,61.1] || member(ordered_pair(u,v),compose(singleton(cross_product(image(w,singleton(u)),universal_class)),w))* -> member(v,range_of(null_class)).
% 299.74/300.45 136982[4:Res:494.3,136895.0] || member(u,universal_class) subclass(u,cantor(singleton(cross_product(singleton(apply(choice,u)),universal_class))))* -> equal(u,null_class).
% 299.74/300.45 136991[4:Res:5957.2,136895.0] || member(inverse(u),universal_class) subclass(domain_relation,cantor(singleton(cross_product(singleton(ordered_pair(inverse(u),range_of(u))),universal_class))))* -> .
% 299.74/300.45 136998[4:Res:530.3,136895.0] function(u) || member(v,universal_class) subclass(universal_class,cantor(singleton(cross_product(singleton(image(u,v)),universal_class))))* -> .
% 299.74/300.45 137001[4:Res:6563.2,136895.0] || subclass(u,cantor(singleton(cross_product(singleton(not_subclass_element(intersection(v,u),w)),universal_class))))* -> subclass(intersection(v,u),w).
% 299.74/300.45 137002[4:Res:7755.2,136895.0] || subclass(u,cantor(singleton(cross_product(singleton(not_subclass_element(intersection(u,v),w)),universal_class))))* -> subclass(intersection(u,v),w).
% 299.74/300.45 137058[4:Res:494.3,132175.0] || member(u,universal_class) subclass(u,singleton(v)) member(apply(choice,u),v)* -> equal(u,null_class).
% 299.74/300.45 137068[4:Res:5957.2,132175.0] || member(inverse(u),universal_class) subclass(domain_relation,singleton(v)) member(ordered_pair(inverse(u),range_of(u)),v)* -> .
% 299.74/300.45 137090[4:Res:6563.2,132175.0] || subclass(u,singleton(v)) member(not_subclass_element(intersection(w,u),x),v)* -> subclass(intersection(w,u),x).
% 299.74/300.45 137092[4:Res:7755.2,132175.0] || subclass(u,singleton(v)) member(not_subclass_element(intersection(u,w),x),v)* -> subclass(intersection(u,w),x).
% 299.74/300.45 137860[0:Res:429.1,14012.0] || subclass(universal_class,cross_product(universal_class,universal_class)) subclass(composition_function,successor_relation) -> equal(ordered_pair(u,compose(v,u)),successor(v))**.
% 299.74/300.45 137868[4:MRR:137855.1,101.0] || member(u,universal_class) subclass(composition_function,successor_relation) -> equal(ordered_pair(cantor(u),compose(u,cantor(u))),successor(u))**.
% 299.74/300.45 138315[4:SpL:9395.0,137147.0] || member(complement(symmetric_difference(complement(u),complement(singleton(u)))),symmetric_difference(successor(u),union(complement(u),complement(singleton(u)))))* -> .
% 299.74/300.45 139534[0:Rew:75578.0,139299.0] || -> subclass(intersection(successor(u),intersection(union(complement(u),complement(singleton(u))),v)),symmetric_difference(complement(u),complement(singleton(u))))*.
% 299.74/300.45 139709[9:Rew:103906.1,139708.2,83780.1,139708.2,103906.1,139708.1] function(u) || member(regular(power_class(complement(u))),image(element_relation,successor(u)))* -> equal(power_class(complement(u)),null_class).
% 299.74/300.45 140627[4:Con:140613.3] || equal(complement(power_class(complement(power_class(u)))),universal_class) member(v,universal_class) -> member(v,image(element_relation,power_class(u)))*.
% 299.74/300.45 140628[4:Con:140612.3] || equal(successor(power_class(complement(power_class(u)))),null_class) member(v,universal_class) -> member(v,image(element_relation,power_class(u)))*.
% 299.74/300.45 141303[0:Res:123475.0,389.1] inductive(intersection(intersection(intersection(omega,u),v),w)) || -> equal(intersection(intersection(intersection(omega,u),v),w),omega)**.
% 299.74/300.45 141664[0:Res:123485.0,389.1] inductive(intersection(u,intersection(v,intersection(omega,w)))) || -> equal(intersection(u,intersection(v,intersection(omega,w))),omega)**.
% 299.74/300.45 141906[0:Res:123517.0,389.1] inductive(intersection(u,intersection(intersection(omega,v),w))) || -> equal(intersection(u,intersection(intersection(omega,v),w)),omega)**.
% 299.74/300.45 142153[0:Res:123525.0,389.1] inductive(intersection(intersection(u,intersection(omega,v)),w)) || -> equal(intersection(intersection(u,intersection(omega,v)),w),omega)**.
% 299.74/300.45 142564[4:Rew:28759.0,142563.2] || equal(complement(u),universal_class) member(v,complement(union(w,u)))* -> member(v,union(null_class,complement(w))).
% 299.74/300.45 142567[4:Rew:28759.0,142566.2] || equal(complement(u),universal_class) member(v,complement(union(u,w)))* -> member(v,union(null_class,complement(w))).
% 299.74/300.45 142605[4:Rew:28759.0,142373.2,73795.0,142373.2,63899.1,142373.2,76772.0,142373.1,10134.0,142373.1] || equal(successor(u),null_class) member(v,complement(union(u,w)))* -> member(v,union(null_class,complement(w))).
% 299.74/300.45 142606[4:Rew:28759.0,142338.2,73795.0,142338.2,80128.0,142338.2,63899.1,142338.2,76772.0,142338.1,10134.0,142338.1,80005.0,142338.1] || equal(successor(u),null_class) member(v,complement(union(w,u)))* -> member(v,union(null_class,complement(w))).
% 299.74/300.45 142801[0:Res:127908.0,389.1] inductive(intersection(intersection(intersection(u,omega),v),w)) || -> equal(intersection(intersection(intersection(u,omega),v),w),omega)**.
% 299.74/300.45 143044[0:Res:127918.0,389.1] inductive(intersection(u,intersection(v,intersection(w,omega)))) || -> equal(intersection(u,intersection(v,intersection(w,omega))),omega)**.
% 299.74/300.45 143286[0:Res:127954.0,389.1] inductive(intersection(u,intersection(intersection(v,omega),w))) || -> equal(intersection(u,intersection(intersection(v,omega),w)),omega)**.
% 299.74/300.45 143533[0:Res:127963.0,389.1] inductive(intersection(intersection(u,intersection(v,omega)),w)) || -> equal(intersection(intersection(u,intersection(v,omega)),w),omega)**.
% 299.74/300.45 143878[0:Res:14.0,9739.1] function(u) || subclass(universal_class,v)* subclass(v,w)* -> member(image(u,unordered_pair(x,y)),w)*.
% 299.74/300.45 143881[0:Res:308.0,9739.1] function(u) || subclass(universal_class,v)* subclass(v,w)* -> member(image(u,ordered_pair(x,y)),w)*.
% 299.74/300.45 143885[5:Res:21244.0,9739.1] function(u) || subclass(universal_class,v)* subclass(v,w)* -> member(image(u,sum_class(range_of(null_class))),w)*.
% 299.74/300.45 143890[5:Res:21239.0,9739.1] function(u) || subclass(universal_class,v)* subclass(v,w)* -> member(image(u,apply(null_class,x)),w)*.
% 299.74/300.45 144543[0:SpL:50817.0,6535.0] || member(u,symmetric_difference(image(element_relation,power_class(universal_class)),complement(v)))* -> member(u,union(power_class(complement(power_class(universal_class))),v)).
% 299.74/300.45 144556[0:SpL:50817.0,6535.0] || member(u,symmetric_difference(complement(v),image(element_relation,power_class(universal_class))))* -> member(u,union(v,power_class(complement(power_class(universal_class))))).
% 299.74/300.45 144830[4:SpL:50818.0,6535.0] || member(u,symmetric_difference(image(element_relation,power_class(null_class)),complement(v)))* -> member(u,union(power_class(complement(power_class(null_class))),v)).
% 299.74/300.45 144843[4:SpL:50818.0,6535.0] || member(u,symmetric_difference(complement(v),image(element_relation,power_class(null_class))))* -> member(u,union(v,power_class(complement(power_class(null_class))))).
% 299.74/300.45 145282[2:SpR:100001.0,19.2] || member(second(regular(domain_relation)),u) member(first(regular(domain_relation)),v) -> member(regular(domain_relation),cross_product(v,u))*.
% 299.74/300.45 145283[2:SpR:100001.0,12453.2] || member(second(regular(domain_relation)),universal_class) member(first(regular(domain_relation)),second(regular(domain_relation)))* -> member(regular(domain_relation),element_relation).
% 299.74/300.45 145291[4:SpR:100001.0,17399.1] || subclass(domain_relation,flip(u)) -> member(ordered_pair(regular(domain_relation),cantor(ordered_pair(second(regular(domain_relation)),first(regular(domain_relation))))),u)*.
% 299.74/300.45 145293[4:SpR:100001.0,17398.1] || subclass(domain_relation,rotate(u)) -> member(ordered_pair(ordered_pair(second(regular(domain_relation)),cantor(regular(domain_relation))),first(regular(domain_relation))),u)*.
% 299.74/300.45 145294[4:SpR:100001.0,17399.1] || subclass(domain_relation,flip(u)) -> member(ordered_pair(ordered_pair(second(regular(domain_relation)),first(regular(domain_relation))),cantor(regular(domain_relation))),u)*.
% 299.74/300.45 145306[2:SpL:100001.0,14013.0] || member(regular(domain_relation),cross_product(universal_class,universal_class))* subclass(composition_function,cross_product(u,v))* -> member(first(regular(domain_relation)),u).
% 299.74/300.45 145583[4:Rew:105000.0,145449.2,75578.0,145449.1] || member(u,universal_class) -> member(u,intersection(successor(null_class),complement(v)))* member(u,union(v,complement(successor(null_class)))).
% 299.74/300.45 145619[4:MRR:145511.0,138.0] || subclass(intersection(complement(u),union(v,w)),null_class) -> member(singleton(x),union(u,complement(union(v,w))))*.
% 299.74/300.45 146171[4:Rew:117991.1,146170.1] || equal(complement(union(u,v)),universal_class) -> equal(symmetric_difference(complement(w),union(u,v)),union(null_class,complement(w)))**.
% 299.74/300.45 146202[4:Rew:75568.1,146201.1] || equal(successor(union(u,v)),null_class) -> equal(symmetric_difference(complement(w),union(u,v)),union(null_class,complement(w)))**.
% 299.74/300.45 146210[4:Rew:48279.0,146209.0] || -> equal(symmetric_difference(power_class(complement(power_class(null_class))),complement(union(u,v))),symmetric_difference(image(element_relation,power_class(null_class)),union(u,v)))**.
% 299.74/300.45 146212[0:Rew:48279.0,146211.0] || -> equal(symmetric_difference(power_class(complement(power_class(universal_class))),complement(union(u,v))),symmetric_difference(image(element_relation,power_class(universal_class)),union(u,v)))**.
% 299.74/300.45 146478[4:Rew:105469.0,146371.2,29733.0,146371.2] || member(u,universal_class) -> member(u,intersection(successor(v),complement(w)))* member(u,union(complement(successor(v)),w)).
% 299.74/300.45 146522[4:MRR:146418.0,138.0] || subclass(intersection(union(u,v),complement(w)),null_class) -> member(singleton(x),union(complement(union(u,v)),w))*.
% 299.74/300.45 147094[4:Rew:117155.1,147093.1] || equal(complement(union(u,v)),universal_class) -> equal(symmetric_difference(union(u,v),complement(w)),union(null_class,complement(w)))**.
% 299.74/300.45 147129[4:Rew:64996.1,147128.1] || equal(successor(union(u,v)),null_class) -> equal(symmetric_difference(union(u,v),complement(w)),union(null_class,complement(w)))**.
% 299.74/300.45 147261[4:Res:59276.1,11965.0] || equal(u,universal_class) -> equal(regular(unordered_pair(v,w)),w)** equal(unordered_pair(v,w),null_class) member(v,u)*.
% 299.74/300.45 147268[4:MRR:147265.0,47425.0] || -> equal(regular(unordered_pair(u,v)),v) equal(unordered_pair(u,v),null_class) member(u,complement(singleton(unordered_pair(u,v))))*.
% 299.74/300.45 147334[4:Res:59276.1,11967.0] || equal(u,universal_class) -> equal(regular(unordered_pair(v,w)),v)** equal(unordered_pair(v,w),null_class) member(w,u)*.
% 299.74/300.45 147341[4:MRR:147338.0,47425.0] || -> equal(regular(unordered_pair(u,v)),u) equal(unordered_pair(u,v),null_class) member(v,complement(singleton(unordered_pair(u,v))))*.
% 299.74/300.45 147375[2:SpL:7118.0,13769.0] || equal(u,image(v,range_of(null_class)))* member(ordered_pair(w,x),compose(v,null_class))* -> member(x,u)*.
% 299.74/300.45 147975[4:Res:145289.1,8686.2] || equal(union(u,v),universal_class)** member(regular(domain_relation),complement(v))* member(regular(domain_relation),complement(u))* -> .
% 299.74/300.45 148073[2:Res:145290.1,102295.0] || subclass(universal_class,symmetric_difference(complement(u),union(v,w))) -> member(regular(domain_relation),union(u,complement(union(v,w))))*.
% 299.74/300.45 148076[2:Res:145290.1,77406.0] || subclass(universal_class,symmetric_difference(union(u,v),complement(intersection(u,v))))* -> member(regular(domain_relation),complement(symmetric_difference(u,v))).
% 299.74/300.45 148077[2:Res:145290.1,102309.0] || subclass(universal_class,symmetric_difference(union(u,v),complement(w))) -> member(regular(domain_relation),union(complement(union(u,v)),w))*.
% 299.74/300.45 148080[2:Res:145290.1,8686.2] || subclass(universal_class,union(u,v))* member(regular(domain_relation),complement(v)) member(regular(domain_relation),complement(u)) -> .
% 299.74/300.45 148171[0:Res:406.1,1069.1] || subclass(universal_class,cross_product(universal_class,universal_class)) equal(successor(singleton(u)),u) -> member(singleton(singleton(singleton(u))),successor_relation)*.
% 299.74/300.45 148327[4:SpR:100002.0,19.2] || member(second(regular(composition_function)),u) member(first(regular(composition_function)),v) -> member(regular(composition_function),cross_product(v,u))*.
% 299.74/300.45 148328[4:SpR:100002.0,12453.2] || member(second(regular(composition_function)),universal_class) member(first(regular(composition_function)),second(regular(composition_function)))* -> member(regular(composition_function),element_relation).
% 299.74/300.45 148336[4:SpR:100002.0,17399.1] || subclass(domain_relation,flip(u)) -> member(ordered_pair(regular(composition_function),cantor(ordered_pair(second(regular(composition_function)),first(regular(composition_function))))),u)*.
% 299.74/300.45 148338[4:SpR:100002.0,17398.1] || subclass(domain_relation,rotate(u)) -> member(ordered_pair(ordered_pair(second(regular(composition_function)),cantor(regular(composition_function))),first(regular(composition_function))),u)*.
% 299.74/300.45 148339[4:SpR:100002.0,17399.1] || subclass(domain_relation,flip(u)) -> member(ordered_pair(ordered_pair(second(regular(composition_function)),first(regular(composition_function))),cantor(regular(composition_function))),u)*.
% 299.74/300.45 148351[4:SpL:100002.0,14013.0] || member(regular(composition_function),cross_product(universal_class,universal_class))* subclass(composition_function,cross_product(u,v))* -> member(first(regular(composition_function)),u).
% 299.74/300.45 148693[4:SpL:29043.2,138772.0] || member(u,universal_class) member(universal_class,complement(union(v,cross_product(singleton(u),universal_class))))* -> member(u,cantor(v)).
% 299.74/300.45 148808[4:SpL:29051.2,138772.0] || member(u,universal_class) member(universal_class,complement(union(cross_product(singleton(u),universal_class),v)))* -> member(u,cantor(v)).
% 299.74/300.45 149939[4:Res:148334.1,8686.2] || equal(union(u,v),universal_class)** member(regular(composition_function),complement(v))* member(regular(composition_function),complement(u))* -> .
% 299.74/300.45 150257[4:Res:148335.1,102295.0] || subclass(universal_class,symmetric_difference(complement(u),union(v,w))) -> member(regular(composition_function),union(u,complement(union(v,w))))*.
% 299.74/300.45 150260[4:Res:148335.1,77406.0] || subclass(universal_class,symmetric_difference(union(u,v),complement(intersection(u,v))))* -> member(regular(composition_function),complement(symmetric_difference(u,v))).
% 299.74/300.45 150261[4:Res:148335.1,102309.0] || subclass(universal_class,symmetric_difference(union(u,v),complement(w))) -> member(regular(composition_function),union(complement(union(u,v)),w))*.
% 299.74/300.45 150264[4:Res:148335.1,8686.2] || subclass(universal_class,union(u,v))* member(regular(composition_function),complement(v)) member(regular(composition_function),complement(u)) -> .
% 299.74/300.45 152351[4:Rew:152349.0,152346.0] || member(u,union(complement(successor(null_class)),singleton(complement(singleton(null_class)))))* subclass(universal_class,v)* -> member(u,v)*.
% 299.74/300.45 152367[4:Rew:132781.0,152273.2] || subclass(u,singleton(complement(singleton(null_class)))) member(not_subclass_element(u,null_class),complement(successor(null_class)))* -> subclass(u,null_class).
% 299.74/300.45 152504[4:SpR:102667.0,123487.0] || -> subclass(complement(successor(union(intersection(complement(u),power_class(v)),complement(union(w,x))))),union(u,complement(power_class(v))))*.
% 299.74/300.45 152714[4:Rew:102312.0,152556.0,105197.0,152556.0,28759.0,152556.0] || -> equal(union(complement(union(u,complement(power_class(v)))),successor(w)),union(intersection(complement(u),power_class(v)),successor(w)))**.
% 299.74/300.45 152715[4:Rew:102312.0,152555.0,48542.0,152555.0,28759.0,152555.0] || -> equal(union(complement(union(u,complement(power_class(v)))),power_class(w)),union(intersection(complement(u),power_class(v)),power_class(w)))**.
% 299.74/300.45 152965[4:SpR:102668.0,123487.0] || -> subclass(complement(successor(union(intersection(power_class(u),complement(v)),complement(union(w,x))))),union(complement(power_class(u)),v))*.
% 299.74/300.45 153184[4:Rew:102312.0,153018.0,105197.0,153018.0,28759.0,153018.0] || -> equal(union(complement(union(complement(power_class(u)),v)),successor(w)),union(intersection(power_class(u),complement(v)),successor(w)))**.
% 299.74/300.45 153185[4:Rew:102312.0,153017.0,48542.0,153017.0,28759.0,153017.0] || -> equal(union(complement(union(complement(power_class(u)),v)),power_class(w)),union(intersection(power_class(u),complement(v)),power_class(w)))**.
% 299.74/300.45 155142[4:SpR:103451.0,123906.0] || -> subclass(complement(successor(union(complement(union(u,v)),intersection(complement(w),power_class(x))))),union(w,complement(power_class(x))))*.
% 299.74/300.45 155345[4:Rew:102302.0,155228.0,105197.0,155228.0,28759.0,155228.0] || -> equal(union(successor(u),complement(union(v,complement(power_class(w))))),union(successor(u),intersection(complement(v),power_class(w))))**.
% 299.74/300.45 155346[4:Rew:102302.0,155227.0,48542.0,155227.0,28759.0,155227.0] || -> equal(union(power_class(u),complement(union(v,complement(power_class(w))))),union(power_class(u),intersection(complement(v),power_class(w))))**.
% 299.74/300.45 155783[4:Rew:155781.0,155778.0] || member(u,union(union(element_relation,element_relation),complement(compose(element_relation,universal_class))))* subclass(universal_class,v)* -> member(u,v)*.
% 299.74/300.45 155798[4:Rew:150871.0,155694.2] || subclass(u,complement(compose(element_relation,universal_class))) member(not_subclass_element(u,null_class),union(element_relation,element_relation))* -> subclass(u,null_class).
% 299.74/300.45 155902[4:SpR:103452.0,123906.0] || -> subclass(complement(successor(union(complement(union(u,v)),intersection(power_class(w),complement(x))))),union(complement(power_class(w)),x))*.
% 299.74/300.45 156116[4:Rew:102302.0,155996.0,105197.0,155996.0,28759.0,155996.0] || -> equal(union(successor(u),complement(union(complement(power_class(v)),w))),union(successor(u),intersection(power_class(v),complement(w))))**.
% 299.74/300.45 156117[4:Rew:102302.0,155995.0,48542.0,155995.0,28759.0,155995.0] || -> equal(union(power_class(u),complement(union(complement(power_class(v)),w))),union(power_class(u),intersection(power_class(v),complement(w))))**.
% 299.74/300.45 156388[4:Rew:28748.0,156263.0] || -> equal(complement(intersection(compose(element_relation,universal_class),union(null_class,complement(element_relation)))),symmetric_difference(compose(element_relation,universal_class),union(null_class,complement(element_relation))))**.
% 299.74/300.45 156673[4:Rew:156671.0,156668.0] || member(u,union(element_relation,union(null_class,complement(compose(element_relation,universal_class)))))* subclass(universal_class,v)* -> member(u,v)*.
% 299.74/300.45 156683[4:Rew:151058.0,156587.2] || subclass(u,union(null_class,complement(compose(element_relation,universal_class))))* member(not_subclass_element(u,null_class),element_relation) -> subclass(u,null_class).
% 299.74/300.45 156789[4:SpR:104283.0,123906.0] || -> subclass(complement(successor(union(complement(union(u,v)),image(element_relation,union(w,x))))),power_class(complement(union(w,x))))*.
% 299.74/300.45 157458[4:Rew:157456.0,157452.0] || member(u,union(successor(null_class),union(null_class,singleton(singleton(null_class)))))* subclass(universal_class,v)* -> member(u,v)*.
% 299.74/300.45 157471[4:Rew:151108.0,157372.2] || subclass(u,union(null_class,singleton(singleton(null_class))))* member(not_subclass_element(u,null_class),successor(null_class)) -> subclass(u,null_class).
% 299.74/300.45 157617[4:SpR:104284.0,123487.0] || -> subclass(complement(successor(union(image(element_relation,union(u,v)),complement(union(w,x))))),power_class(complement(union(u,v))))*.
% 299.74/300.45 158184[4:Rew:103878.0,158139.1,105000.0,158139.1,103878.0,158139.0] || member(not_subclass_element(power_class(complement(singleton(null_class))),u),image(element_relation,successor(null_class)))* -> subclass(power_class(complement(singleton(null_class))),u).
% 299.74/300.45 158487[4:Rew:103496.0,158486.1,28759.0,158486.1,103496.0,158486.0,28759.0,158486.0] || member(union(u,v),union(complement(v),complement(u)))* member(union(u,v),union(v,u)) -> .
% 299.74/300.45 159134[4:Rew:82644.0,159026.2] || subclass(u,complement(sum_class(range_of(null_class)))) member(not_subclass_element(u,null_class),apply(null_class,v))* -> subclass(u,null_class).
% 299.74/300.45 159573[4:Res:82661.0,3480.0] || member(regular(complement(successor(apply(null_class,u)))),sum_class(range_of(null_class)))* -> equal(complement(successor(apply(null_class,u))),null_class).
% 299.74/300.45 159865[4:Rew:82711.0,159753.2] || subclass(u,complement(apply(null_class,v)))* member(not_subclass_element(u,null_class),sum_class(range_of(null_class)))* -> subclass(u,null_class).
% 299.74/300.45 160163[4:Res:82728.0,3480.0] || member(regular(complement(successor(sum_class(range_of(null_class))))),apply(null_class,u))* -> equal(complement(successor(sum_class(range_of(null_class)))),null_class).
% 299.74/300.45 160464[4:Rew:160463.0,160460.0] || member(u,union(intersection(v,element_relation),complement(compose(element_relation,universal_class))))* subclass(universal_class,w)* -> member(u,w)*.
% 299.74/300.45 160480[4:Rew:83108.0,160377.2] || subclass(u,complement(compose(element_relation,universal_class))) member(not_subclass_element(u,null_class),intersection(v,element_relation))* -> subclass(u,null_class).
% 299.74/300.45 160821[4:Rew:160820.0,160817.0] || member(u,union(intersection(element_relation,v),complement(compose(element_relation,universal_class))))* subclass(universal_class,w)* -> member(u,w)*.
% 299.74/300.45 160837[4:Rew:83110.0,160732.2] || subclass(u,complement(compose(element_relation,universal_class))) member(not_subclass_element(u,null_class),intersection(element_relation,v))* -> subclass(u,null_class).
% 299.74/300.45 161158[4:Rew:161156.0,161153.0] || member(u,union(complement(compose(element_relation,universal_class)),intersection(v,element_relation)))* subclass(universal_class,w)* -> member(u,w)*.
% 299.74/300.45 161173[4:Rew:83196.0,161067.2] || subclass(u,intersection(v,element_relation))* member(not_subclass_element(u,null_class),complement(compose(element_relation,universal_class)))* -> subclass(u,null_class).
% 299.74/300.45 161514[4:Rew:161513.0,161510.0] || member(u,union(complement(compose(element_relation,universal_class)),intersection(element_relation,v)))* subclass(universal_class,w)* -> member(u,w)*.
% 299.74/300.45 161530[4:Rew:83198.0,161422.2] || subclass(u,intersection(element_relation,v))* member(not_subclass_element(u,null_class),complement(compose(element_relation,universal_class)))* -> subclass(u,null_class).
% 299.74/300.45 162155[6:SpR:161913.0,19.2] || member(second(regular(element_relation)),u) member(first(regular(element_relation)),v) -> member(regular(element_relation),cross_product(v,u))*.
% 299.74/300.45 162156[6:SpR:161913.0,12453.2] || member(second(regular(element_relation)),universal_class) member(first(regular(element_relation)),second(regular(element_relation)))* -> member(regular(element_relation),element_relation).
% 299.74/300.45 162164[6:SpR:161913.0,17399.1] || subclass(domain_relation,flip(u)) -> member(ordered_pair(regular(element_relation),cantor(ordered_pair(second(regular(element_relation)),first(regular(element_relation))))),u)*.
% 299.74/300.45 162166[6:SpR:161913.0,17398.1] || subclass(domain_relation,rotate(u)) -> member(ordered_pair(ordered_pair(second(regular(element_relation)),cantor(regular(element_relation))),first(regular(element_relation))),u)*.
% 299.74/300.45 162167[6:SpR:161913.0,17399.1] || subclass(domain_relation,flip(u)) -> member(ordered_pair(ordered_pair(second(regular(element_relation)),first(regular(element_relation))),cantor(regular(element_relation))),u)*.
% 299.74/300.45 162180[6:SpL:161913.0,14013.0] || member(regular(element_relation),cross_product(universal_class,universal_class))* subclass(composition_function,cross_product(u,v))* -> member(first(regular(element_relation)),u).
% 299.74/300.45 162457[4:SpR:48063.0,50037.1] || equal(union(u,image(element_relation,power_class(v))),null_class) -> equal(symmetric_difference(complement(u),power_class(complement(power_class(v)))),null_class)**.
% 299.74/300.45 162458[2:SpR:48063.0,43463.1] || subclass(union(u,image(element_relation,power_class(v))),null_class)* -> equal(symmetric_difference(complement(u),power_class(complement(power_class(v)))),null_class).
% 299.74/300.45 162475[0:SpR:48063.0,73203.0] || -> subclass(intersection(symmetric_difference(complement(u),power_class(complement(power_class(v)))),w),intersection(union(u,image(element_relation,power_class(v))),w))*.
% 299.74/300.45 162476[4:SpR:48063.0,123479.0] || -> subclass(union(null_class,intersection(symmetric_difference(complement(u),power_class(complement(power_class(v)))),w)),union(u,image(element_relation,power_class(v))))*.
% 299.74/300.45 162479[0:SpR:48063.0,111609.0] || -> subclass(intersection(symmetric_difference(complement(u),power_class(complement(power_class(v)))),w),intersection(w,union(u,image(element_relation,power_class(v)))))*.
% 299.74/300.45 162480[0:SpR:48063.0,123475.0] || -> subclass(intersection(intersection(symmetric_difference(complement(u),power_class(complement(power_class(v)))),w),x),union(u,image(element_relation,power_class(v))))*.
% 299.74/300.45 162486[4:SpR:48063.0,123491.0] || -> subclass(intersection(union(null_class,symmetric_difference(complement(u),power_class(complement(power_class(v))))),w),union(u,image(element_relation,power_class(v))))*.
% 299.74/300.45 162510[0:SpR:48063.0,73512.0] || -> subclass(intersection(u,symmetric_difference(complement(v),power_class(complement(power_class(w))))),intersection(union(v,image(element_relation,power_class(w))),u))*.
% 299.74/300.45 162512[4:SpR:48063.0,123529.0] || -> subclass(union(null_class,intersection(u,symmetric_difference(complement(v),power_class(complement(power_class(w)))))),union(v,image(element_relation,power_class(w))))*.
% 299.74/300.45 162514[0:SpR:48063.0,120407.0] || -> subclass(intersection(u,symmetric_difference(complement(v),power_class(complement(power_class(w))))),intersection(u,union(v,image(element_relation,power_class(w)))))*.
% 299.74/300.45 162516[0:SpR:48063.0,123525.0] || -> subclass(intersection(intersection(u,symmetric_difference(complement(v),power_class(complement(power_class(w))))),x),union(v,image(element_relation,power_class(w))))*.
% 299.74/300.45 162519[4:SpR:48063.0,123520.0] || -> subclass(intersection(u,union(null_class,symmetric_difference(complement(v),power_class(complement(power_class(w)))))),union(v,image(element_relation,power_class(w))))*.
% 299.74/300.45 162521[0:SpR:48063.0,123517.0] || -> subclass(intersection(u,intersection(symmetric_difference(complement(v),power_class(complement(power_class(w)))),x)),union(v,image(element_relation,power_class(w))))*.
% 299.74/300.45 162525[0:SpR:48063.0,58588.1] || subclass(union(u,image(element_relation,power_class(v))),w) -> subclass(symmetric_difference(complement(u),power_class(complement(power_class(v)))),w)*.
% 299.74/300.45 162571[0:SpR:48063.0,123485.0] || -> subclass(intersection(u,intersection(v,symmetric_difference(complement(w),power_class(complement(power_class(x)))))),union(w,image(element_relation,power_class(x))))*.
% 299.74/300.45 162695[0:SpL:48063.0,123465.0] || equal(symmetric_difference(complement(u),power_class(complement(power_class(v)))),w) -> subclass(w,union(u,image(element_relation,power_class(v))))*.
% 299.74/300.45 162705[0:SpL:48063.0,92873.0] || subclass(u,symmetric_difference(complement(v),power_class(complement(power_class(w)))))* -> subclass(u,union(v,image(element_relation,power_class(w)))).
% 299.74/300.45 162773[4:Rew:136733.1,162671.1] || equal(symmetric_difference(complement(u),power_class(complement(power_class(v)))),universal_class)** -> equal(union(u,image(element_relation,power_class(v))),universal_class).
% 299.74/300.45 162846[9:Rew:75578.0,162658.1,48542.0,162658.1,80005.0,162658.1,77740.0,162658.1,33522.0,162658.1,47972.0,162658.1,80566.0,162658.1] function(image(element_relation,power_class(u))) || -> equal(intersection(power_class(complement(power_class(u))),successor(image(element_relation,power_class(u)))),null_class)**.
% 299.74/300.45 162925[4:SpR:48279.0,50037.1] || equal(union(image(element_relation,power_class(u)),v),null_class) -> equal(symmetric_difference(power_class(complement(power_class(u))),complement(v)),null_class)**.
% 299.74/300.45 162926[2:SpR:48279.0,43463.1] || subclass(union(image(element_relation,power_class(u)),v),null_class)* -> equal(symmetric_difference(power_class(complement(power_class(u))),complement(v)),null_class).
% 299.74/300.45 162943[0:SpR:48279.0,73203.0] || -> subclass(intersection(symmetric_difference(power_class(complement(power_class(u))),complement(v)),w),intersection(union(image(element_relation,power_class(u)),v),w))*.
% 299.74/300.45 162944[4:SpR:48279.0,123479.0] || -> subclass(union(null_class,intersection(symmetric_difference(power_class(complement(power_class(u))),complement(v)),w)),union(image(element_relation,power_class(u)),v))*.
% 299.74/300.45 162947[0:SpR:48279.0,111609.0] || -> subclass(intersection(symmetric_difference(power_class(complement(power_class(u))),complement(v)),w),intersection(w,union(image(element_relation,power_class(u)),v)))*.
% 299.74/300.45 162948[0:SpR:48279.0,123475.0] || -> subclass(intersection(intersection(symmetric_difference(power_class(complement(power_class(u))),complement(v)),w),x),union(image(element_relation,power_class(u)),v))*.
% 299.74/300.45 162954[4:SpR:48279.0,123491.0] || -> subclass(intersection(union(null_class,symmetric_difference(power_class(complement(power_class(u))),complement(v))),w),union(image(element_relation,power_class(u)),v))*.
% 299.74/300.45 162978[0:SpR:48279.0,73512.0] || -> subclass(intersection(u,symmetric_difference(power_class(complement(power_class(v))),complement(w))),intersection(union(image(element_relation,power_class(v)),w),u))*.
% 299.74/300.45 162980[4:SpR:48279.0,123529.0] || -> subclass(union(null_class,intersection(u,symmetric_difference(power_class(complement(power_class(v))),complement(w)))),union(image(element_relation,power_class(v)),w))*.
% 299.74/300.45 162982[0:SpR:48279.0,120407.0] || -> subclass(intersection(u,symmetric_difference(power_class(complement(power_class(v))),complement(w))),intersection(u,union(image(element_relation,power_class(v)),w)))*.
% 299.74/300.45 162984[0:SpR:48279.0,123525.0] || -> subclass(intersection(intersection(u,symmetric_difference(power_class(complement(power_class(v))),complement(w))),x),union(image(element_relation,power_class(v)),w))*.
% 299.74/300.45 162987[4:SpR:48279.0,123520.0] || -> subclass(intersection(u,union(null_class,symmetric_difference(power_class(complement(power_class(v))),complement(w)))),union(image(element_relation,power_class(v)),w))*.
% 299.74/300.45 162989[0:SpR:48279.0,123517.0] || -> subclass(intersection(u,intersection(symmetric_difference(power_class(complement(power_class(v))),complement(w)),x)),union(image(element_relation,power_class(v)),w))*.
% 299.74/300.45 162993[0:SpR:48279.0,58588.1] || subclass(union(image(element_relation,power_class(u)),v),w) -> subclass(symmetric_difference(power_class(complement(power_class(u))),complement(v)),w)*.
% 299.74/300.45 163039[0:SpR:48279.0,123485.0] || -> subclass(intersection(u,intersection(v,symmetric_difference(power_class(complement(power_class(w))),complement(x)))),union(image(element_relation,power_class(w)),x))*.
% 299.74/300.45 163170[0:SpL:48279.0,123465.0] || equal(symmetric_difference(power_class(complement(power_class(u))),complement(v)),w) -> subclass(w,union(image(element_relation,power_class(u)),v))*.
% 299.74/300.45 163180[0:SpL:48279.0,92873.0] || subclass(u,symmetric_difference(power_class(complement(power_class(v))),complement(w)))* -> subclass(u,union(image(element_relation,power_class(v)),w)).
% 299.74/300.45 163245[4:Rew:136733.1,163146.1] || equal(symmetric_difference(power_class(complement(power_class(u))),complement(v)),universal_class)** -> equal(union(image(element_relation,power_class(u)),v),universal_class).
% 299.74/300.45 163488[4:Rew:117951.1,163450.3,117951.1,163450.1] || equal(complement(u),universal_class) member(v,universal_class) member(apply(choice,v),u)* -> equal(v,null_class).
% 299.74/300.45 163936[0:Obv:163927.2] || subclass(universal_class,u) member(regular(complement(intersection(v,u))),v)* -> equal(complement(intersection(v,u)),null_class).
% 299.74/300.45 164352[6:Res:162162.1,8686.2] || equal(union(u,v),universal_class)** member(regular(element_relation),complement(v))* member(regular(element_relation),complement(u))* -> .
% 299.74/300.45 164457[6:Res:162163.1,102295.0] || subclass(universal_class,symmetric_difference(complement(u),union(v,w))) -> member(regular(element_relation),union(u,complement(union(v,w))))*.
% 299.74/300.45 164460[6:Res:162163.1,77406.0] || subclass(universal_class,symmetric_difference(union(u,v),complement(intersection(u,v))))* -> member(regular(element_relation),complement(symmetric_difference(u,v))).
% 299.74/300.45 164461[6:Res:162163.1,102309.0] || subclass(universal_class,symmetric_difference(union(u,v),complement(w))) -> member(regular(element_relation),union(complement(union(u,v)),w))*.
% 299.74/300.45 164464[6:Res:162163.1,8686.2] || subclass(universal_class,union(u,v))* member(regular(element_relation),complement(v)) member(regular(element_relation),complement(u)) -> .
% 299.74/300.45 164638[4:Res:17769.2,725.1] || member(ordered_pair(u,v),cross_product(universal_class,universal_class))* member(v,cantor(u)) subclass(universal_class,complement(application_function)) -> .
% 299.74/300.45 164639[4:Res:17769.2,64986.1] || member(ordered_pair(u,v),cross_product(universal_class,universal_class))* member(v,cantor(u)) equal(successor(application_function),null_class) -> .
% 299.74/300.45 164834[4:Rew:105197.0,164792.2,105197.0,164792.0] || member(successor(u),universal_class) member(apply(choice,successor(u)),complement(successor(u)))* -> equal(successor(u),null_class).
% 299.74/300.45 165727[4:MRR:165710.0,1042.0] || member(singleton(singleton(null_class)),compose(u,v))* -> member(null_class,cantor(v)) member(universal_class,image(u,range_of(null_class))).
% 299.74/300.45 165985[4:MRR:165971.3,23545.0] || member(u,universal_class) subclass(domain_relation,ordered_pair(universal_class,universal_class))* -> equal(ordered_pair(u,cantor(u)),unordered_pair(universal_class,null_class))**.
% 299.74/300.45 170157[6:MRR:170156.3,100070.0] || equal(u,universal_class) equal(compose(v,null_class),u)* member(singleton(singleton(null_class)),cross_product(universal_class,universal_class))* -> .
% 299.74/300.45 170159[9:MRR:170158.3,100070.0] one_to_one(u) || equal(compose(v,null_class),inverse(u))* member(singleton(singleton(null_class)),cross_product(universal_class,universal_class))* -> .
% 299.74/300.45 831[0:Res:429.1,20.0] || subclass(universal_class,cross_product(u,v))* -> equal(ordered_pair(first(ordered_pair(w,x)),second(ordered_pair(w,x))),ordered_pair(w,x))**.
% 299.74/300.45 999[0:Res:61.1,945.1] || member(ordered_pair(u,singleton(v)),compose(w,x))* equal(complement(image(w,image(x,singleton(u)))),universal_class) -> .
% 299.74/300.45 8057[2:Res:7349.1,20.0] || subclass(domain_relation,cross_product(u,v))* -> equal(ordered_pair(first(ordered_pair(null_class,null_class)),second(ordered_pair(null_class,null_class))),ordered_pair(null_class,null_class))**.
% 299.74/300.45 8307[0:Res:7868.0,10.0] || subclass(union(u,v),symmetric_difference(complement(u),complement(v)))* -> equal(symmetric_difference(complement(u),complement(v)),union(u,v)).
% 299.74/300.45 8360[0:Res:8283.0,10.0] || subclass(successor(u),symmetric_difference(complement(u),complement(singleton(u))))* -> equal(symmetric_difference(complement(u),complement(singleton(u))),successor(u)).
% 299.74/300.45 9530[2:SpR:7424.0,237.1] || member(restrict(element_relation,universal_class,range_of(null_class)),universal_class) -> member(ordered_pair(restrict(element_relation,universal_class,range_of(null_class)),apply(null_class,u)),domain_relation)*.
% 299.74/300.45 13384[4:Res:11057.1,885.1] || equal(complement(intersection(u,v)),cantor(xf)) member(x__dfg,union(u,v)) -> member(x__dfg,symmetric_difference(u,v))*.
% 299.74/300.45 13521[4:Res:882.2,11234.1] || member(x__dfg,cross_product(u,v)) member(x__dfg,w) equal(complement(restrict(w,u,v)),cantor(xf))** -> .
% 299.74/300.45 13526[4:Res:61.1,11234.1] || member(ordered_pair(u,x__dfg),compose(v,w)) equal(complement(image(v,image(w,singleton(u)))),cantor(xf))** -> .
% 299.74/300.45 14629[2:Res:26.2,8049.1] || member(ordered_pair(null_class,null_class),u) member(ordered_pair(null_class,null_class),v) subclass(domain_relation,complement(intersection(v,u)))* -> .
% 299.74/300.45 14986[2:Rew:7118.0,14978.1] || member(ordered_pair(u,not_subclass_element(v,image(w,range_of(null_class)))),compose(w,null_class))* -> subclass(v,image(w,range_of(null_class))).
% 299.74/300.45 16793[0:Res:26.2,671.1] || member(unordered_pair(u,v),w)* member(unordered_pair(u,v),x)* subclass(universal_class,complement(intersection(x,w)))* -> .
% 299.74/300.45 17199[0:Res:26.2,725.1] || member(ordered_pair(u,v),w)* member(ordered_pair(u,v),x)* subclass(universal_class,complement(intersection(x,w)))* -> .
% 299.74/300.45 19204[4:SpL:19166.0,1000.1] || member(ordered_pair(universal_class,u),compose(v,w))* subclass(image(v,image(w,null_class)),x)* -> member(u,x)*.
% 299.74/300.45 19679[4:Res:494.3,17917.0] || member(u,universal_class) subclass(u,cantor(apply(choice,u)))* subclass(universal_class,complement(element_relation)) -> equal(u,null_class).
% 299.74/300.45 19686[4:Res:530.3,17917.0] function(u) || member(v,universal_class) subclass(universal_class,cantor(image(u,v)))* subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.45 21271[5:Res:21256.1,20.0] || subclass(universal_class,cross_product(u,v))* -> equal(ordered_pair(first(sum_class(range_of(null_class))),second(sum_class(range_of(null_class)))),sum_class(range_of(null_class)))**.
% 299.74/300.45 21303[5:Res:21248.1,20.0] || subclass(universal_class,cross_product(u,v))* -> equal(ordered_pair(first(apply(null_class,w)),second(apply(null_class,w))),apply(null_class,w))**.
% 299.74/300.45 21358[5:Res:26.2,21263.1] || member(sum_class(range_of(null_class)),u) member(sum_class(range_of(null_class)),v) subclass(universal_class,complement(intersection(v,u)))* -> .
% 299.74/300.45 21700[5:Res:26.2,21295.1] || member(apply(null_class,u),v)* member(apply(null_class,u),w)* subclass(universal_class,complement(intersection(w,v)))* -> .
% 299.74/300.45 22537[3:SpR:5627.2,106.0] single_valued_class(u) single_valued_class(v) || -> equal(domain__dfg(u,image(inverse(u),singleton(single_valued1(v))),single_valued2(u)),single_valued3(u))**.
% 299.74/300.45 22563[3:SpR:5636.2,106.0] single_valued_class(u) single_valued_class(v) || -> equal(domain__dfg(u,image(inverse(u),singleton(single_valued1(u))),single_valued2(v)),single_valued3(u))**.
% 299.74/300.45 22623[3:SpR:5658.2,106.0] function(u) function(v) || -> equal(domain__dfg(u,image(inverse(u),singleton(single_valued1(v))),single_valued2(u)),single_valued3(u))**.
% 299.74/300.45 22653[3:SpR:5659.2,106.0] function(u) single_valued_class(v) || -> equal(domain__dfg(u,image(inverse(u),singleton(single_valued1(v))),single_valued2(u)),single_valued3(u))**.
% 299.74/300.45 22664[3:SpR:5659.2,106.0] function(u) single_valued_class(v) || -> equal(domain__dfg(v,image(inverse(v),singleton(single_valued1(u))),single_valued2(v)),single_valued3(v))**.
% 299.74/300.45 22687[3:SpR:5668.2,106.0] function(u) function(v) || -> equal(domain__dfg(u,image(inverse(u),singleton(single_valued1(u))),single_valued2(v)),single_valued3(u))**.
% 299.74/300.45 22717[3:SpR:5669.2,106.0] function(u) single_valued_class(v) || -> equal(domain__dfg(u,image(inverse(u),singleton(single_valued1(u))),single_valued2(v)),single_valued3(u))**.
% 299.74/300.45 22728[3:SpR:5669.2,106.0] function(u) single_valued_class(v) || -> equal(domain__dfg(v,image(inverse(v),singleton(single_valued1(v))),single_valued2(u)),single_valued3(v))**.
% 299.74/300.45 23543[2:SpL:829.2,23530.0] || member(cross_product(u,v),universal_class) subclass(apply(choice,cross_product(u,v)),null_class)* -> equal(cross_product(u,v),null_class).
% 299.74/300.45 23596[2:SpL:829.2,23545.0] || member(cross_product(u,v),universal_class) equal(apply(choice,cross_product(u,v)),null_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.45 23724[0:Res:194.1,6547.1] || member(not_subclass_element(intersection(intersection(u,v),w),x),symmetric_difference(u,v))* -> subclass(intersection(intersection(u,v),w),x).
% 299.74/300.45 23741[0:Res:186.1,6547.1] || member(not_subclass_element(intersection(u,intersection(v,w)),x),symmetric_difference(v,w))* -> subclass(intersection(u,intersection(v,w)),x).
% 299.74/300.45 23750[4:Res:17312.2,6547.1] || member(u,universal_class) subclass(domain_relation,intersection(v,w)) member(ordered_pair(u,cantor(u)),symmetric_difference(v,w))* -> .
% 299.74/300.45 25018[0:Res:13341.2,20.0] || subclass(universal_class,cross_product(u,v))* -> equal(w,null_class) equal(ordered_pair(first(regular(w)),second(regular(w))),regular(w))**.
% 299.74/300.45 26870[0:SpL:565.0,3481.0] || subclass(u,symmetric_difference(v,cross_product(w,x))) -> equal(u,null_class) member(regular(u),complement(restrict(v,w,x)))*.
% 299.74/300.45 26871[0:SpL:566.0,3481.0] || subclass(u,symmetric_difference(cross_product(v,w),x)) -> equal(u,null_class) member(regular(u),complement(restrict(x,v,w)))*.
% 299.74/300.45 27226[4:Res:26.2,25885.1] || member(ordered_pair(null_class,null_class),u)* member(ordered_pair(null_class,null_class),v)* equal(complement(intersection(v,u)),universal_class)** -> .
% 299.74/300.45 27287[5:Res:26.2,25953.1] || member(sum_class(range_of(null_class)),u)* member(sum_class(range_of(null_class)),v)* equal(complement(intersection(v,u)),universal_class)** -> .
% 299.74/300.45 27607[5:Res:26.2,26529.1] || member(apply(null_class,u),v)* member(apply(null_class,u),w)* equal(complement(intersection(w,v)),universal_class)** -> .
% 299.74/300.45 27828[0:Res:27749.0,10.0] || subclass(power_class(u),singleton(regular(power_class(u))))* -> equal(power_class(u),null_class) equal(singleton(regular(power_class(u))),power_class(u)).
% 299.74/300.45 27846[4:SpR:17284.2,8226.0] || member(u,universal_class) -> member(u,cantor(cross_product(v,universal_class))) equal(image(cross_product(singleton(u),universal_class),v),range_of(null_class))**.
% 299.74/300.45 27854[4:SpL:8226.0,19663.0] || member(inverse(restrict(cross_product(u,universal_class),v,w)),image(cross_product(v,w),u))* subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.45 28018[2:MRR:27999.0,12497.1] || -> member(regular(regular(union(u,v))),complement(u))* equal(regular(union(u,v)),null_class) equal(union(u,v),null_class).
% 299.74/300.45 28235[0:Res:28182.1,885.1] || equal(complement(successor(intersection(u,v))),universal_class)** member(x__dfg,union(u,v)) -> member(x__dfg,symmetric_difference(u,v)).
% 299.74/300.45 28294[2:MRR:28274.0,12497.1] || -> member(regular(regular(union(u,v))),complement(v))* equal(regular(union(u,v)),null_class) equal(union(u,v),null_class).
% 299.74/300.45 28355[0:Res:28303.1,885.1] || equal(complement(successor(intersection(u,v))),universal_class)** member(omega,union(u,v)) -> member(omega,symmetric_difference(u,v)).
% 299.74/300.45 28369[0:SpR:277.0,283.1] || -> equal(restrict(cross_product(u,v),w,x),null_class) member(regular(restrict(cross_product(w,x),u,v)),cross_product(u,v))*.
% 299.74/300.45 28387[0:Res:283.1,271.0] || -> equal(restrict(restrict(u,v,w),x,y),null_class) member(regular(restrict(restrict(u,v,w),x,y)),u)*.
% 299.74/300.45 28393[0:Res:283.1,574.0] || -> equal(restrict(symmetric_difference(u,v),w,x),null_class) member(regular(restrict(symmetric_difference(u,v),w,x)),union(u,v))*.
% 299.74/300.45 28404[2:Res:283.1,6873.0] || member(regular(restrict(regular(u),v,w)),u)* -> equal(restrict(regular(u),v,w),null_class) equal(u,null_class).
% 299.74/300.45 28406[4:Res:283.1,12471.0] || -> equal(restrict(sum_class(range_of(null_class)),u,v),null_class) member(regular(restrict(sum_class(range_of(null_class)),u,v)),apply(null_class,w))*.
% 299.74/300.45 28407[4:Res:283.1,12472.0] || -> equal(restrict(apply(null_class,u),v,w),null_class) member(regular(restrict(apply(null_class,u),v,w)),apply(null_class,x))*.
% 299.74/300.45 28408[4:Res:283.1,12473.0] || -> equal(restrict(apply(null_class,u),v,w),null_class) member(regular(restrict(apply(null_class,u),v,w)),sum_class(range_of(null_class)))*.
% 299.74/300.45 28466[0:Res:28414.1,885.1] || equal(complement(successor(intersection(u,v))),universal_class)** member(null_class,union(u,v)) -> member(null_class,symmetric_difference(u,v)).
% 299.74/300.45 28676[0:Rew:31.0,28571.1] || member(not_subclass_element(cross_product(u,v),restrict(w,u,v)),w)* -> subclass(cross_product(u,v),restrict(w,u,v)).
% 299.74/300.45 31017[4:Rew:28759.0,29402.1,29733.0,29402.0] || member(not_subclass_element(union(null_class,complement(compose(element_relation,universal_class))),u),element_relation)* -> subclass(union(null_class,complement(compose(element_relation,universal_class))),u).
% 299.74/300.45 31019[4:Rew:28759.0,29483.1] || -> equal(union(null_class,restrict(u,v,w)),null_class) member(regular(union(null_class,restrict(u,v,w))),cross_product(v,w))*.
% 299.74/300.45 32654[6:Res:32575.1,885.1] || equal(complement(intersection(u,v)),singleton(null_class)) member(null_class,union(u,v)) -> member(null_class,symmetric_difference(u,v))*.
% 299.74/300.45 32809[6:Res:32644.1,885.1] || equal(complement(intersection(u,v)),successor(null_class)) member(null_class,union(u,v)) -> member(null_class,symmetric_difference(u,v))*.
% 299.74/300.45 33287[4:SpL:314.0,17752.0] || member(singleton(singleton(singleton(singleton(singleton(singleton(u)))))),application_function)* -> member(singleton(u),cantor(singleton(singleton(singleton(singleton(u))))))*.
% 299.74/300.45 33812[0:Rew:566.0,33757.1] || member(regular(symmetric_difference(cross_product(u,v),w)),restrict(w,u,v))* -> equal(symmetric_difference(cross_product(u,v),w),null_class).
% 299.74/300.45 33813[0:Rew:565.0,33756.1] || member(regular(symmetric_difference(u,cross_product(v,w))),restrict(u,v,w))* -> equal(symmetric_difference(u,cross_product(v,w)),null_class).
% 299.74/300.45 36516[0:Obv:36488.1] || member(ordered_pair(u,v),compose(w,x)) -> subclass(intersection(y,singleton(v)),image(w,image(x,singleton(u))))*.
% 299.74/300.45 36579[0:Obv:36549.1] || member(ordered_pair(u,v),compose(w,x)) -> subclass(intersection(singleton(v),y),image(w,image(x,singleton(u))))*.
% 299.74/300.45 36692[4:SpL:29733.0,421.1] || member(u,universal_class) subclass(union(null_class,complement(v)),w)* -> member(u,union(null_class,v))* member(u,w)*.
% 299.74/300.45 36921[4:Rew:28759.0,36890.1] || member(not_subclass_element(u,v),symmetric_difference(w,x))* subclass(u,union(null_class,intersection(w,x)))* -> subclass(u,v).
% 299.74/300.45 37617[2:Res:31230.1,20.0] || equal(cross_product(u,v),domain_relation)** -> equal(ordered_pair(first(ordered_pair(null_class,null_class)),second(ordered_pair(null_class,null_class))),ordered_pair(null_class,null_class))**.
% 299.74/300.45 37748[0:Obv:37737.1] || member(not_subclass_element(restrict(u,v,w),intersection(x,u)),x)* -> subclass(restrict(u,v,w),intersection(x,u)).
% 299.74/300.45 38508[5:Res:21248.1,17395.0] || subclass(universal_class,cantor(regular(cross_product(singleton(apply(null_class,u)),universal_class))))* -> equal(cross_product(singleton(apply(null_class,u)),universal_class),null_class).
% 299.74/300.45 38510[4:Res:405.1,17395.0] || subclass(universal_class,cantor(regular(cross_product(singleton(unordered_pair(u,v)),universal_class))))* -> equal(cross_product(singleton(unordered_pair(u,v)),universal_class),null_class).
% 299.74/300.45 38517[5:Res:21256.1,17395.0] || subclass(universal_class,cantor(regular(cross_product(singleton(sum_class(range_of(null_class))),universal_class))))* -> equal(cross_product(singleton(sum_class(range_of(null_class))),universal_class),null_class).
% 299.74/300.45 38526[4:Res:429.1,17395.0] || subclass(universal_class,cantor(regular(cross_product(singleton(ordered_pair(u,v)),universal_class))))* -> equal(cross_product(singleton(ordered_pair(u,v)),universal_class),null_class).
% 299.74/300.45 38527[4:Res:31230.1,17395.0] || equal(cantor(regular(cross_product(singleton(ordered_pair(null_class,null_class)),universal_class))),domain_relation)** -> equal(cross_product(singleton(ordered_pair(null_class,null_class)),universal_class),null_class).
% 299.74/300.45 38528[4:Res:7349.1,17395.0] || subclass(domain_relation,cantor(regular(cross_product(singleton(ordered_pair(null_class,null_class)),universal_class))))* -> equal(cross_product(singleton(ordered_pair(null_class,null_class)),universal_class),null_class).
% 299.74/300.45 38531[4:Res:19302.1,17395.0] || equal(cantor(regular(cross_product(singleton(singleton(null_class)),universal_class))),singleton(singleton(null_class)))** -> equal(cross_product(singleton(singleton(null_class)),universal_class),null_class).
% 299.74/300.45 40347[9:SSi:40332.1,74.1] one_to_one(u) || subclass(universal_class,cantor(cantor(v)))* equal(cantor(cantor(w)),universal_class) -> compatible(u,w,v)*.
% 299.74/300.45 40386[9:SpR:40368.1,61.1] one_to_one(u) || member(ordered_pair(inverse(u),v),compose(w,x))* -> member(v,image(w,image(x,null_class))).
% 299.74/300.45 41279[4:Res:17598.1,4.0] || member(u,universal_class) subclass(cantor(v),w)* -> equal(sum_class(range_of(null_class)),apply(v,u))* member(u,w)*.
% 299.74/300.45 41310[4:MRR:41289.0,12497.1] || -> equal(apply(u,regular(regular(cantor(u)))),sum_class(range_of(null_class)))** equal(regular(cantor(u)),null_class) equal(cantor(u),null_class).
% 299.74/300.45 41313[4:MRR:41291.0,12497.1] || -> equal(apply(u,regular(intersection(v,complement(cantor(u))))),sum_class(range_of(null_class)))** equal(intersection(v,complement(cantor(u))),null_class).
% 299.74/300.45 41314[4:MRR:41290.0,12497.1] || -> equal(apply(u,regular(intersection(complement(cantor(u)),v))),sum_class(range_of(null_class)))** equal(intersection(complement(cantor(u)),v),null_class).
% 299.74/300.45 41623[4:SpL:36664.0,421.1] || member(u,universal_class) subclass(union(null_class,complement(v)),w)* -> member(u,union(v,v))* member(u,w)*.
% 299.74/300.45 41736[4:Res:17398.1,4.0] || subclass(domain_relation,rotate(u))* subclass(u,v)* -> member(ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),x),v)*.
% 299.74/300.45 41739[4:Res:17398.1,10130.1] || subclass(domain_relation,rotate(complement(compose(element_relation,universal_class)))) member(ordered_pair(ordered_pair(u,cantor(ordered_pair(v,u))),v),element_relation)* -> .
% 299.74/300.45 41753[4:Res:17398.1,574.0] || subclass(domain_relation,rotate(symmetric_difference(u,v))) -> member(ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),x),union(u,v))*.
% 299.74/300.45 41767[4:Res:17398.1,12471.0] || subclass(domain_relation,rotate(sum_class(range_of(null_class)))) -> member(ordered_pair(ordered_pair(u,cantor(ordered_pair(v,u))),v),apply(null_class,w))*.
% 299.74/300.45 41768[4:Res:17398.1,12472.0] || subclass(domain_relation,rotate(apply(null_class,u)))* -> member(ordered_pair(ordered_pair(v,cantor(ordered_pair(w,v))),w),apply(null_class,x))*.
% 299.74/300.45 41769[4:Res:17398.1,12473.0] || subclass(domain_relation,rotate(apply(null_class,u)))* -> member(ordered_pair(ordered_pair(v,cantor(ordered_pair(w,v))),w),sum_class(range_of(null_class)))*.
% 299.74/300.45 41785[4:Res:17398.1,865.0] || subclass(domain_relation,rotate(application_function)) -> equal(apply(ordered_pair(u,cantor(ordered_pair(singleton(singleton(singleton(v))),u))),singleton(v)),v)**.
% 299.74/300.45 41854[4:Res:17399.1,4.0] || subclass(domain_relation,flip(u))* subclass(u,v)* -> member(ordered_pair(ordered_pair(w,x),cantor(ordered_pair(x,w))),v)*.
% 299.74/300.45 41857[4:Res:17399.1,10130.1] || subclass(domain_relation,flip(complement(compose(element_relation,universal_class)))) member(ordered_pair(ordered_pair(u,v),cantor(ordered_pair(v,u))),element_relation)* -> .
% 299.74/300.45 41871[4:Res:17399.1,574.0] || subclass(domain_relation,flip(symmetric_difference(u,v))) -> member(ordered_pair(ordered_pair(w,x),cantor(ordered_pair(x,w))),union(u,v))*.
% 299.74/300.45 41885[4:Res:17399.1,12471.0] || subclass(domain_relation,flip(sum_class(range_of(null_class)))) -> member(ordered_pair(ordered_pair(u,v),cantor(ordered_pair(v,u))),apply(null_class,w))*.
% 299.74/300.45 41886[4:Res:17399.1,12472.0] || subclass(domain_relation,flip(apply(null_class,u)))* -> member(ordered_pair(ordered_pair(v,w),cantor(ordered_pair(w,v))),apply(null_class,x))*.
% 299.74/300.45 41887[4:Res:17399.1,12473.0] || subclass(domain_relation,flip(apply(null_class,u)))* -> member(ordered_pair(ordered_pair(v,w),cantor(ordered_pair(w,v))),sum_class(range_of(null_class)))*.
% 299.74/300.45 41982[0:Res:3143.2,4.0] || subclass(u,v)* subclass(v,w)* -> equal(intersection(x,u),null_class) member(regular(intersection(x,u)),w)*.
% 299.74/300.45 41985[4:Res:3143.2,10130.1] || subclass(u,complement(compose(element_relation,universal_class)))* member(regular(intersection(v,u)),element_relation)* -> equal(intersection(v,u),null_class).
% 299.74/300.45 41999[0:Res:3143.2,574.0] || subclass(u,symmetric_difference(v,w)) -> equal(intersection(x,u),null_class) member(regular(intersection(x,u)),union(v,w))*.
% 299.74/300.45 42013[4:Res:3143.2,12471.0] || subclass(u,sum_class(range_of(null_class))) -> equal(intersection(v,u),null_class) member(regular(intersection(v,u)),apply(null_class,w))*.
% 299.74/300.45 42014[4:Res:3143.2,12472.0] || subclass(u,apply(null_class,v))* -> equal(intersection(w,u),null_class) member(regular(intersection(w,u)),apply(null_class,x))*.
% 299.74/300.45 42015[4:Res:3143.2,12473.0] || subclass(u,apply(null_class,v))* -> equal(intersection(w,u),null_class) member(regular(intersection(w,u)),sum_class(range_of(null_class)))*.
% 299.74/300.45 42048[0:Rew:31.0,41928.1] || subclass(cross_product(u,v),w) -> equal(restrict(x,u,v),null_class) member(regular(restrict(x,u,v)),w)*.
% 299.74/300.45 42513[0:Res:3145.1,4.0] || subclass(u,v) -> equal(intersection(w,intersection(u,x)),null_class) member(regular(intersection(w,intersection(u,x))),v)*.
% 299.74/300.45 42518[0:Res:3145.1,24.0] || -> equal(intersection(u,intersection(intersection(v,w),x)),null_class) member(regular(intersection(u,intersection(intersection(v,w),x))),v)*.
% 299.74/300.45 42519[0:Res:3145.1,25.0] || -> equal(intersection(u,intersection(intersection(v,w),x)),null_class) member(regular(intersection(u,intersection(intersection(v,w),x))),w)*.
% 299.74/300.45 43109[0:Res:3146.1,4.0] || subclass(u,v) -> equal(intersection(w,intersection(x,u)),null_class) member(regular(intersection(w,intersection(x,u))),v)*.
% 299.74/300.45 43114[0:Res:3146.1,24.0] || -> equal(intersection(u,intersection(v,intersection(w,x))),null_class) member(regular(intersection(u,intersection(v,intersection(w,x)))),w)*.
% 299.74/300.45 43115[0:Res:3146.1,25.0] || -> equal(intersection(u,intersection(v,intersection(w,x))),null_class) member(regular(intersection(u,intersection(v,intersection(w,x)))),x)*.
% 299.74/300.45 43442[0:Res:3315.2,4.0] || subclass(u,v)* subclass(v,w)* -> equal(intersection(u,x),null_class) member(regular(intersection(u,x)),w)*.
% 299.74/300.45 43445[4:Res:3315.2,10130.1] || subclass(u,complement(compose(element_relation,universal_class)))* member(regular(intersection(u,v)),element_relation)* -> equal(intersection(u,v),null_class).
% 299.74/300.45 43459[0:Res:3315.2,574.0] || subclass(u,symmetric_difference(v,w)) -> equal(intersection(u,x),null_class) member(regular(intersection(u,x)),union(v,w))*.
% 299.74/300.45 43473[4:Res:3315.2,12471.0] || subclass(u,sum_class(range_of(null_class))) -> equal(intersection(u,v),null_class) member(regular(intersection(u,v)),apply(null_class,w))*.
% 299.74/300.45 43474[4:Res:3315.2,12472.0] || subclass(u,apply(null_class,v))* -> equal(intersection(u,w),null_class) member(regular(intersection(u,w)),apply(null_class,x))*.
% 299.74/300.45 43475[4:Res:3315.2,12473.0] || subclass(u,apply(null_class,v))* -> equal(intersection(u,w),null_class) member(regular(intersection(u,w)),sum_class(range_of(null_class)))*.
% 299.74/300.45 43941[0:Res:3317.1,4.0] || subclass(u,v) -> equal(intersection(intersection(u,w),x),null_class) member(regular(intersection(intersection(u,w),x)),v)*.
% 299.74/300.45 43946[0:Res:3317.1,24.0] || -> equal(intersection(intersection(intersection(u,v),w),x),null_class) member(regular(intersection(intersection(intersection(u,v),w),x)),u)*.
% 299.74/300.45 43947[0:Res:3317.1,25.0] || -> equal(intersection(intersection(intersection(u,v),w),x),null_class) member(regular(intersection(intersection(intersection(u,v),w),x)),v)*.
% 299.74/300.45 44476[0:Res:3318.1,4.0] || subclass(u,v) -> equal(intersection(intersection(w,u),x),null_class) member(regular(intersection(intersection(w,u),x)),v)*.
% 299.74/300.45 44481[0:Res:3318.1,24.0] || -> equal(intersection(intersection(u,intersection(v,w)),x),null_class) member(regular(intersection(intersection(u,intersection(v,w)),x)),v)*.
% 299.74/300.45 44482[0:Res:3318.1,25.0] || -> equal(intersection(intersection(u,intersection(v,w)),x),null_class) member(regular(intersection(intersection(u,intersection(v,w)),x)),w)*.
% 299.74/300.45 45565[0:Res:3543.2,4.0] || subclass(u,symmetric_difference(v,w))* subclass(union(v,w),x)* -> equal(u,null_class) member(regular(u),x)*.
% 299.74/300.45 45588[0:Obv:45568.1] || subclass(intersection(u,complement(union(v,w))),symmetric_difference(v,w))* -> equal(intersection(u,complement(union(v,w))),null_class).
% 299.74/300.45 45589[0:Obv:45567.1] || subclass(intersection(complement(union(u,v)),w),symmetric_difference(u,v))* -> equal(intersection(complement(union(u,v)),w),null_class).
% 299.74/300.45 46134[0:MRR:46078.0,12502.1] || -> member(not_subclass_element(intersection(u,complement(union(v,w))),x),complement(v))* subclass(intersection(u,complement(union(v,w))),x).
% 299.74/300.45 46135[0:MRR:46077.0,12502.1] || -> member(not_subclass_element(intersection(u,complement(union(v,w))),x),complement(w))* subclass(intersection(u,complement(union(v,w))),x).
% 299.74/300.45 46512[0:MRR:46444.0,12502.1] || -> member(not_subclass_element(intersection(complement(union(u,v)),w),x),complement(u))* subclass(intersection(complement(union(u,v)),w),x).
% 299.74/300.45 46513[0:MRR:46443.0,12502.1] || -> member(not_subclass_element(intersection(complement(union(u,v)),w),x),complement(v))* subclass(intersection(complement(union(u,v)),w),x).
% 299.74/300.45 46774[4:SpL:36664.0,9516.0] || equal(u,union(null_class,complement(v)))* member(w,universal_class) -> member(w,union(v,v))* member(w,u)*.
% 299.74/300.45 46775[4:SpL:29733.0,9516.0] || equal(u,union(null_class,complement(v)))* member(w,universal_class) -> member(w,union(null_class,v))* member(w,u)*.
% 299.74/300.45 46825[2:Obv:46807.3] || equal(u,v) member(w,v) member(w,unordered_pair(v,u))* -> equal(unordered_pair(v,u),null_class).
% 299.74/300.45 46830[2:Rew:11940.2,46829.2] || equal(u,v) member(regular(v),unordered_pair(v,u))* -> equal(v,null_class) equal(unordered_pair(v,u),null_class).
% 299.74/300.45 46849[0:SpR:277.0,3275.1] || -> equal(restrict(cross_product(u,v),w,x),null_class) member(regular(restrict(cross_product(w,x),u,v)),cross_product(w,x))*.
% 299.74/300.45 46935[0:Res:13341.2,6525.0] || subclass(universal_class,symmetric_difference(u,cross_product(v,w))) -> equal(x,null_class) member(regular(x),complement(restrict(u,v,w)))*.
% 299.74/300.45 47117[0:Res:13341.2,6526.0] || subclass(universal_class,symmetric_difference(cross_product(u,v),w)) -> equal(x,null_class) member(regular(x),complement(restrict(w,u,v)))*.
% 299.74/300.45 47263[0:Res:7786.1,4.0] || subclass(complement(intersection(u,v)),w) -> subclass(symmetric_difference(u,v),x) member(not_subclass_element(symmetric_difference(u,v),x),w)*.
% 299.74/300.45 47458[4:SpL:829.2,47432.0] || member(cross_product(u,v),universal_class) subclass(universal_class,apply(choice,cross_product(u,v)))* -> equal(cross_product(u,v),null_class).
% 299.74/300.45 47851[0:Res:5957.2,271.0] || member(inverse(u),universal_class) subclass(domain_relation,restrict(v,w,x))* -> member(ordered_pair(inverse(u),range_of(u)),v)*.
% 299.74/300.45 47878[4:Res:5957.2,17917.0] || member(inverse(u),universal_class) subclass(domain_relation,cantor(ordered_pair(inverse(u),range_of(u))))* subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.45 47894[0:MRR:47884.1,101.0] || member(inverse(u),universal_class) equal(successor(inverse(u)),range_of(u)) -> member(ordered_pair(inverse(u),range_of(u)),successor_relation)*.
% 299.74/300.45 48033[0:Rew:47963.0,38872.0] || subclass(ordered_pair(u,v),power_class(complement(power_class(w)))) member(unordered_pair(u,singleton(v)),image(element_relation,power_class(w)))* -> .
% 299.74/300.45 48069[0:Rew:47963.0,38852.0] || subclass(u,power_class(complement(power_class(v)))) member(not_subclass_element(u,w),image(element_relation,power_class(v)))* -> subclass(u,w).
% 299.74/300.45 48075[0:Rew:47963.0,33096.1] || member(u,universal_class) subclass(universal_class,power_class(complement(power_class(v)))) member(power_class(u),image(element_relation,power_class(v)))* -> .
% 299.74/300.45 48076[0:Rew:47963.0,32978.1] || member(u,universal_class) subclass(universal_class,power_class(complement(power_class(v)))) member(sum_class(u),image(element_relation,power_class(v)))* -> .
% 299.74/300.45 48174[0:Rew:47963.0,35322.1] || -> equal(symmetric_difference(complement(u),power_class(v)),null_class) member(regular(symmetric_difference(complement(u),power_class(v))),union(u,complement(power_class(v))))*.
% 299.74/300.45 48177[2:Rew:47963.0,36330.0] || -> subclass(regular(intersection(complement(u),power_class(v))),union(u,complement(power_class(v))))* equal(intersection(complement(u),power_class(v)),null_class).
% 299.74/300.45 48462[0:Rew:47963.0,35324.1] || -> equal(symmetric_difference(power_class(u),complement(v)),null_class) member(regular(symmetric_difference(power_class(u),complement(v))),union(complement(power_class(u)),v))*.
% 299.74/300.45 48465[2:Rew:47963.0,36332.0] || -> subclass(regular(intersection(power_class(u),complement(v))),union(complement(power_class(u)),v))* equal(intersection(power_class(u),complement(v)),null_class).
% 299.74/300.45 48873[0:Rew:47963.0,48114.0] || subclass(union(u,complement(power_class(v))),intersection(complement(u),power_class(v)))* -> equal(union(u,complement(power_class(v))),null_class).
% 299.74/300.45 48877[0:Rew:47963.0,48402.0] || subclass(union(complement(power_class(u)),v),intersection(power_class(u),complement(v)))* -> equal(union(complement(power_class(u)),v),null_class).
% 299.74/300.45 48904[0:Rew:47963.0,47939.1,47963.0,47939.1,47963.0,47939.0] || member(not_subclass_element(image(element_relation,power_class(u)),v),power_class(complement(power_class(u))))* -> subclass(complement(power_class(complement(power_class(u)))),v).
% 299.74/300.45 50178[4:SpL:41644.0,47979.0] || member(not_subclass_element(power_class(union(null_class,u)),v),complement(power_class(union(null_class,u))))* -> subclass(power_class(union(u,u)),v).
% 299.74/300.45 50179[4:SpL:41644.0,47979.0] || member(not_subclass_element(power_class(union(u,u)),v),complement(power_class(union(u,u))))* -> subclass(power_class(union(null_class,u)),v).
% 299.74/300.45 50233[0:Res:417.2,47968.0] || subclass(u,image(element_relation,power_class(v))) member(not_subclass_element(u,w),power_class(complement(power_class(v))))* -> subclass(u,w).
% 299.74/300.45 50260[0:Res:431.1,47968.0] || subclass(ordered_pair(u,v),image(element_relation,power_class(w))) member(unordered_pair(u,singleton(v)),power_class(complement(power_class(w))))* -> .
% 299.74/300.45 51216[4:Rew:28759.0,50855.0] || member(not_subclass_element(power_class(union(u,u)),v),complement(power_class(union(null_class,u))))* -> subclass(power_class(union(null_class,u)),v).
% 299.74/300.45 51217[4:Rew:28759.0,50856.0] || member(not_subclass_element(power_class(union(u,u)),v),complement(power_class(union(null_class,u))))* -> subclass(power_class(union(u,u)),v).
% 299.74/300.45 51227[4:Rew:28759.0,51226.1] || -> member(not_subclass_element(u,complement(power_class(union(null_class,v)))),power_class(union(v,v)))* subclass(u,complement(power_class(union(null_class,v)))).
% 299.74/300.45 51233[4:Rew:28759.0,51232.1] || member(regular(complement(power_class(union(null_class,u)))),power_class(union(u,u)))* -> equal(complement(power_class(union(null_class,u))),null_class).
% 299.74/300.45 51835[0:SpL:25457.1,47999.0] || equal(u,universal_class) member(v,symmetric_difference(complement(w),power_class(u)))* -> member(v,union(w,complement(power_class(universal_class)))).
% 299.74/300.45 51837[4:SpL:41644.0,47999.0] || member(u,symmetric_difference(complement(v),power_class(union(null_class,w))))* -> member(u,union(v,complement(power_class(union(w,w)))))*.
% 299.74/300.45 51838[4:SpL:41644.0,47999.0] || member(u,symmetric_difference(complement(v),power_class(union(w,w))))* -> member(u,union(v,complement(power_class(union(null_class,w))))).
% 299.74/300.45 51885[0:Res:415.2,47999.0] || subclass(u,symmetric_difference(complement(v),power_class(w))) -> equal(u,null_class) member(regular(u),union(v,complement(power_class(w))))*.
% 299.74/300.45 51901[0:Res:13341.2,47999.0] || subclass(universal_class,symmetric_difference(complement(u),power_class(v))) -> equal(w,null_class) member(regular(w),union(u,complement(power_class(v))))*.
% 299.74/300.45 51962[4:SpL:36664.0,48188.0] || member(u,symmetric_difference(power_class(v),union(null_class,complement(w))))* -> member(u,union(complement(power_class(v)),union(w,w)))*.
% 299.74/300.45 51963[4:SpL:29733.0,48188.0] || member(u,symmetric_difference(power_class(v),union(null_class,complement(w))))* -> member(u,union(complement(power_class(v)),union(null_class,w))).
% 299.74/300.45 51964[0:SpL:25457.1,48188.0] || equal(u,universal_class) member(v,symmetric_difference(power_class(universal_class),complement(w)))* -> member(v,union(complement(power_class(u)),w))*.
% 299.74/300.45 51965[0:SpL:25457.1,48188.0] || equal(u,universal_class) member(v,symmetric_difference(power_class(u),complement(w)))* -> member(v,union(complement(power_class(universal_class)),w)).
% 299.74/300.45 51967[4:SpL:41644.0,48188.0] || member(u,symmetric_difference(power_class(union(null_class,v)),complement(w)))* -> member(u,union(complement(power_class(union(v,v))),w))*.
% 299.74/300.45 51968[4:SpL:41644.0,48188.0] || member(u,symmetric_difference(power_class(union(v,v)),complement(w)))* -> member(u,union(complement(power_class(union(null_class,v))),w)).
% 299.74/300.45 52000[0:Res:415.2,48188.0] || subclass(u,symmetric_difference(power_class(v),complement(w))) -> equal(u,null_class) member(regular(u),union(complement(power_class(v)),w))*.
% 299.74/300.45 52016[0:Res:13341.2,48188.0] || subclass(universal_class,symmetric_difference(power_class(u),complement(v))) -> equal(w,null_class) member(regular(w),union(complement(power_class(u)),v))*.
% 299.74/300.45 52171[0:Rew:9395.0,52076.0] || -> subclass(symmetric_difference(complement(u),complement(singleton(u))),v) member(not_subclass_element(symmetric_difference(complement(u),complement(singleton(u))),v),successor(u))*.
% 299.74/300.45 52291[6:Rew:28759.0,52233.0] || equal(union(null_class,intersection(u,v)),null_class)** member(null_class,union(u,v)) -> member(null_class,symmetric_difference(u,v)).
% 299.74/300.45 52678[4:Res:1072.3,50055.1] || member(u,universal_class)* member(v,universal_class) equal(compose(w,v),u)* equal(compose_class(w),null_class) -> .
% 299.74/300.45 52906[4:SpL:28759.0,259.0] || member(regular(union(u,complement(v))),intersection(complement(u),union(null_class,v)))* -> equal(union(u,complement(v)),null_class).
% 299.74/300.45 52921[4:SpL:28759.0,259.0] || member(regular(union(complement(u),v)),intersection(union(null_class,u),complement(v)))* -> equal(union(complement(u),v),null_class).
% 299.74/300.45 54470[4:SpR:19188.0,6323.2] || member(image(u,null_class),universal_class) subclass(universal_class,symmetric_difference(v,w)) -> member(apply(u,universal_class),union(v,w))*.
% 299.74/300.45 54472[4:SpR:51614.0,6323.2] || member(complement(power_class(universal_class)),universal_class) subclass(universal_class,symmetric_difference(u,v)) -> member(apply(element_relation,universal_class),union(u,v))*.
% 299.74/300.45 55421[4:SpL:116.0,17824.1] || member(u,universal_class) subclass(domain_relation,symmetric_difference(v,w)) -> member(ordered_pair(u,cantor(u)),complement(intersection(v,w)))*.
% 299.74/300.45 55649[4:Res:19302.1,47998.0] || equal(intersection(complement(u),power_class(v)),singleton(singleton(null_class))) member(singleton(null_class),union(u,complement(power_class(v))))* -> .
% 299.74/300.45 55796[4:Res:19302.1,48187.0] || equal(intersection(power_class(u),complement(v)),singleton(singleton(null_class))) member(singleton(null_class),union(complement(power_class(u)),v))* -> .
% 299.74/300.45 55976[4:Rew:48542.0,55871.1,28759.0,55871.1,48542.0,55871.0,28759.0,55871.0] || member(u,power_class(v)) member(u,power_class(w)) member(u,complement(intersection(power_class(w),power_class(v))))* -> .
% 299.74/300.45 56148[2:SpR:23551.0,431.1] || subclass(ordered_pair(u,v),w) -> equal(regular(ordered_pair(u,v)),singleton(u)) member(regular(ordered_pair(u,v)),w)*.
% 299.74/300.45 56208[2:SpL:23551.0,671.1] || subclass(universal_class,complement(u)) member(regular(ordered_pair(v,w)),u)* -> equal(regular(ordered_pair(v,w)),singleton(v)).
% 299.74/300.45 56239[4:MRR:56238.2,56171.0] || equal(singleton(u),v) -> equal(regular(ordered_pair(v,u)),singleton(v)) equal(regular(regular(ordered_pair(v,u))),v)**.
% 299.74/300.45 56309[0:SpL:31.0,6546.1] || member(u,symmetric_difference(v,cross_product(w,x)))* subclass(complement(restrict(v,w,x)),y)* -> member(u,y)*.
% 299.74/300.45 56314[0:SpL:32.0,6546.1] || member(u,symmetric_difference(cross_product(v,w),x))* subclass(complement(restrict(x,v,w)),y)* -> member(u,y)*.
% 299.74/300.45 56428[4:Rew:50114.1,56359.1] || equal(intersection(u,v),null_class) member(w,union(u,v))* subclass(universal_class,x)* -> member(w,x)*.
% 299.74/300.45 56363[0:SpL:47967.0,6546.1] || member(u,symmetric_difference(complement(v),power_class(w)))* subclass(union(v,complement(power_class(w))),x)* -> member(u,x)*.
% 299.74/300.45 56364[0:SpL:47973.0,6546.1] || member(u,symmetric_difference(power_class(v),complement(w)))* subclass(union(complement(power_class(v)),w),x)* -> member(u,x)*.
% 299.74/300.45 57123[0:Res:6563.2,271.0] || subclass(u,restrict(v,w,x))* -> subclass(intersection(y,u),z) member(not_subclass_element(intersection(y,u),z),v)*.
% 299.74/300.45 57144[4:Res:6563.2,17917.0] || subclass(u,cantor(not_subclass_element(intersection(v,u),w)))* subclass(universal_class,complement(element_relation)) -> subclass(intersection(v,u),w).
% 299.74/300.45 57554[4:Res:882.2,46994.1] || member(singleton(u),cross_product(v,w))* member(singleton(u),x)* subclass(restrict(x,v,w),null_class)* -> .
% 299.74/300.45 57660[0:Res:6565.1,27.1] || member(not_subclass_element(intersection(u,intersection(complement(v),w)),x),v)* -> subclass(intersection(u,intersection(complement(v),w)),x).
% 299.74/300.45 57768[0:Rew:116.0,57599.0] || -> subclass(intersection(u,symmetric_difference(v,w)),x) member(not_subclass_element(intersection(u,symmetric_difference(v,w)),x),complement(intersection(v,w)))*.
% 299.74/300.45 57976[4:Res:57812.0,3479.0] || subclass(u,v) -> equal(intersection(w,union(null_class,u)),null_class) member(regular(intersection(w,union(null_class,u))),v)*.
% 299.74/300.45 57995[4:Res:57812.0,3482.0] || -> equal(intersection(u,union(null_class,intersection(v,w))),null_class) member(regular(intersection(u,union(null_class,intersection(v,w)))),w)*.
% 299.74/300.45 57996[4:Res:57812.0,3481.0] || -> equal(intersection(u,union(null_class,intersection(v,w))),null_class) member(regular(intersection(u,union(null_class,intersection(v,w)))),v)*.
% 299.74/300.45 58058[4:Res:57950.0,3479.0] || subclass(u,v) -> equal(intersection(w,union(u,u)),null_class) member(regular(intersection(w,union(u,u))),v)*.
% 299.74/300.45 58113[4:Rew:31446.0,58085.1] single_valued_class(intersection(u,union(cross_product(universal_class,universal_class),cross_product(universal_class,universal_class)))) || -> function(intersection(u,union(null_class,cross_product(universal_class,universal_class))))*.
% 299.74/300.45 58195[0:Res:6566.1,27.1] || member(not_subclass_element(intersection(u,intersection(v,complement(w))),x),w)* -> subclass(intersection(u,intersection(v,complement(w))),x).
% 299.74/300.45 58548[0:Res:7755.2,271.0] || subclass(u,restrict(v,w,x))* -> subclass(intersection(u,y),z) member(not_subclass_element(intersection(u,y),z),v)*.
% 299.74/300.45 58569[4:Res:7755.2,17917.0] || subclass(u,cantor(not_subclass_element(intersection(u,v),w)))* subclass(universal_class,complement(element_relation)) -> subclass(intersection(u,v),w).
% 299.74/300.45 58759[4:Res:57960.0,3478.0] || -> equal(restrict(union(null_class,singleton(u)),v,w),null_class) equal(regular(restrict(union(null_class,singleton(u)),v,w)),u)**.
% 299.74/300.45 58764[4:Res:57960.0,905.1] single_valued_class(restrict(union(null_class,cross_product(universal_class,universal_class)),u,v)) || -> function(restrict(union(null_class,cross_product(universal_class,universal_class)),u,v))*.
% 299.74/300.45 58816[0:Res:57780.0,3478.0] || -> equal(intersection(u,restrict(singleton(v),w,x)),null_class) equal(regular(intersection(u,restrict(singleton(v),w,x))),v)**.
% 299.74/300.45 58821[0:Res:57780.0,905.1] single_valued_class(intersection(u,restrict(cross_product(universal_class,universal_class),v,w))) || -> function(intersection(u,restrict(cross_product(universal_class,universal_class),v,w)))*.
% 299.74/300.45 58910[0:Res:57833.0,3478.0] || -> equal(restrict(intersection(singleton(u),v),w,x),null_class) equal(regular(restrict(intersection(singleton(u),v),w,x)),u)**.
% 299.74/300.45 59028[0:Res:7758.1,27.1] || member(not_subclass_element(intersection(intersection(complement(u),v),w),x),u)* -> subclass(intersection(intersection(complement(u),v),w),x).
% 299.74/300.45 59138[0:Rew:116.0,58965.0] || -> subclass(intersection(symmetric_difference(u,v),w),x) member(not_subclass_element(intersection(symmetric_difference(u,v),w),x),complement(intersection(u,v)))*.
% 299.74/300.45 59397[0:Res:7759.1,27.1] || member(not_subclass_element(intersection(intersection(u,complement(v)),w),x),v)* -> subclass(intersection(intersection(u,complement(v)),w),x).
% 299.74/300.45 59572[4:Res:59182.0,3479.0] || subclass(u,v) -> equal(intersection(union(null_class,u),w),null_class) member(regular(intersection(union(null_class,u),w)),v)*.
% 299.74/300.45 59591[4:Res:59182.0,3482.0] || -> equal(intersection(union(null_class,intersection(u,v)),w),null_class) member(regular(intersection(union(null_class,intersection(u,v)),w)),v)*.
% 299.74/300.45 59592[4:Res:59182.0,3481.0] || -> equal(intersection(union(null_class,intersection(u,v)),w),null_class) member(regular(intersection(union(null_class,intersection(u,v)),w)),u)*.
% 299.74/300.45 59757[0:Res:51.1,7881.0] inductive(u) || subclass(u,v) -> subclass(image(successor_relation,u),w) member(not_subclass_element(image(successor_relation,u),w),v)*.
% 299.74/300.45 59777[4:Res:37903.0,7881.0] || subclass(complement(element_relation),u) -> subclass(complement(compose(element_relation,universal_class)),v) member(not_subclass_element(complement(compose(element_relation,universal_class)),v),u)*.
% 299.74/300.45 59809[4:Res:48544.1,7881.0] || equal(u,universal_class) subclass(power_class(u),v)* -> subclass(power_class(universal_class),w) member(not_subclass_element(power_class(universal_class),w),v)*.
% 299.74/300.45 59880[4:Res:59213.0,3479.0] || subclass(u,v) -> equal(union(null_class,intersection(u,w)),null_class) member(regular(union(null_class,intersection(u,w))),v)*.
% 299.74/300.45 59899[4:Res:59213.0,3482.0] || -> equal(union(null_class,intersection(intersection(u,v),w)),null_class) member(regular(union(null_class,intersection(intersection(u,v),w))),v)*.
% 299.74/300.45 59900[4:Res:59213.0,3481.0] || -> equal(union(null_class,intersection(intersection(u,v),w)),null_class) member(regular(union(null_class,intersection(intersection(u,v),w))),u)*.
% 299.74/300.45 60094[9:Res:59276.1,39543.1] function(u) || equal(cantor(cantor(v)),universal_class) equal(cantor(cantor(w)),universal_class) -> compatible(u,w,v)*.
% 299.74/300.45 60576[4:Res:13412.1,46994.1] || member(singleton(u),union(v,w)) subclass(intersection(v,w),null_class) -> member(singleton(u),symmetric_difference(v,w))*.
% 299.74/300.45 60935[4:Res:60803.0,3479.0] || subclass(u,v) -> equal(union(null_class,intersection(w,u)),null_class) member(regular(union(null_class,intersection(w,u))),v)*.
% 299.74/300.45 60954[4:Res:60803.0,3482.0] || -> equal(union(null_class,intersection(u,intersection(v,w))),null_class) member(regular(union(null_class,intersection(u,intersection(v,w)))),w)*.
% 299.74/300.45 60955[4:Res:60803.0,3481.0] || -> equal(union(null_class,intersection(u,intersection(v,w))),null_class) member(regular(union(null_class,intersection(u,intersection(v,w)))),v)*.
% 299.74/300.45 61042[0:Rew:13548.2,61041.2] || equal(u,v) member(v,w) member(v,x) -> subclass(unordered_pair(v,u),intersection(x,w))*.
% 299.74/300.45 61104[4:Res:59544.0,3479.0] || subclass(u,v) -> equal(intersection(union(u,u),w),null_class) member(regular(intersection(union(u,u),w)),v)*.
% 299.74/300.45 61157[4:Rew:31446.0,61131.1] single_valued_class(intersection(union(cross_product(universal_class,universal_class),cross_product(universal_class,universal_class)),u)) || -> function(intersection(union(null_class,cross_product(universal_class,universal_class)),u))*.
% 299.74/300.45 61272[4:Rew:19169.0,61259.2] || member(null_class,u) -> equal(not_subclass_element(ordered_pair(universal_class,v),u),unordered_pair(universal_class,singleton(v)))** subclass(ordered_pair(universal_class,v),u).
% 299.74/300.45 61478[4:Rew:19189.0,61462.2] || member(unordered_pair(u,null_class),v) -> equal(not_subclass_element(ordered_pair(u,universal_class),v),singleton(u))** subclass(ordered_pair(u,universal_class),v).
% 299.74/300.45 61633[4:Res:59958.0,3479.0] || subclass(union(null_class,u),v) -> equal(complement(successor(complement(u))),null_class) member(regular(complement(successor(complement(u)))),v)*.
% 299.74/300.45 61734[4:Rew:28759.0,61688.0] || equal(union(null_class,intersection(u,v)),null_class)** member(x__dfg,union(u,v)) -> member(x__dfg,symmetric_difference(u,v)).
% 299.74/300.45 61789[4:Rew:28759.0,61743.0] || equal(union(null_class,intersection(u,v)),null_class)** member(omega,union(u,v)) -> member(omega,symmetric_difference(u,v)).
% 299.74/300.45 62161[9:Res:60062.1,39543.1] function(u) || equal(complement(range_of(u)),universal_class) equal(cantor(cantor(v)),universal_class) -> compatible(u,v,w)*.
% 299.74/300.45 62528[4:Res:61605.0,3479.0] || subclass(union(u,u),v)* -> equal(complement(successor(complement(u))),null_class) member(regular(complement(successor(complement(u)))),v)*.
% 299.74/300.45 62605[4:Res:59822.0,3478.0] || -> equal(union(null_class,restrict(singleton(u),v,w)),null_class) equal(regular(union(null_class,restrict(singleton(u),v,w))),u)**.
% 299.74/300.45 62610[4:Res:59822.0,905.1] single_valued_class(union(null_class,restrict(cross_product(universal_class,universal_class),u,v))) || -> function(union(null_class,restrict(cross_product(universal_class,universal_class),u,v)))*.
% 299.74/300.45 62625[4:SpR:48835.0,28759.0] || -> equal(complement(union(complement(power_class(u)),image(element_relation,power_class(v)))),union(null_class,intersection(power_class(u),power_class(complement(power_class(v))))))**.
% 299.74/300.45 62642[6:SpR:48835.0,32578.1] || -> member(null_class,intersection(power_class(u),power_class(complement(power_class(v))))) member(null_class,union(complement(power_class(u)),image(element_relation,power_class(v))))*.
% 299.74/300.45 62958[0:Res:58368.0,3478.0] || -> equal(restrict(intersection(u,singleton(v)),w,x),null_class) equal(regular(restrict(intersection(u,singleton(v)),w,x)),v)**.
% 299.74/300.45 63043[0:Res:59150.0,3478.0] || -> equal(intersection(restrict(singleton(u),v,w),x),null_class) equal(regular(intersection(restrict(singleton(u),v,w),x)),u)**.
% 299.74/300.45 63048[0:Res:59150.0,905.1] single_valued_class(intersection(restrict(cross_product(universal_class,universal_class),u,v),w)) || -> function(intersection(restrict(cross_product(universal_class,universal_class),u,v),w))*.
% 299.74/300.45 63083[4:SpR:48838.0,28759.0] || -> equal(complement(union(image(element_relation,power_class(u)),complement(power_class(v)))),union(null_class,intersection(power_class(complement(power_class(u))),power_class(v))))**.
% 299.74/300.45 63100[6:SpR:48838.0,32578.1] || -> member(null_class,intersection(power_class(complement(power_class(u))),power_class(v))) member(null_class,union(image(element_relation,power_class(u)),complement(power_class(v))))*.
% 299.74/300.45 63330[4:Res:57956.0,10.0] || subclass(complement(singleton(null_class)),intersection(u,complement(successor(null_class))))* -> equal(intersection(u,complement(successor(null_class))),complement(singleton(null_class))).
% 299.74/300.45 63376[4:Res:59550.0,10.0] || subclass(complement(singleton(null_class)),intersection(complement(successor(null_class)),u))* -> equal(intersection(complement(successor(null_class)),u),complement(singleton(null_class))).
% 299.74/300.45 63597[0:Res:69.1,14306.0] || -> equal(u,null_class) equal(ordered_pair(first(ordered_pair(regular(u),x__dfg)),second(ordered_pair(regular(u),x__dfg))),ordered_pair(regular(u),x__dfg))**.
% 299.74/300.45 63688[0:Res:14.0,14306.0] || -> equal(ordered_pair(first(ordered_pair(unordered_pair(u,v),x__dfg)),second(ordered_pair(unordered_pair(u,v),x__dfg))),ordered_pair(unordered_pair(u,v),x__dfg))**.
% 299.74/300.45 63691[0:Res:308.0,14306.0] || -> equal(ordered_pair(first(ordered_pair(ordered_pair(u,v),x__dfg)),second(ordered_pair(ordered_pair(u,v),x__dfg))),ordered_pair(ordered_pair(u,v),x__dfg))**.
% 299.74/300.45 63695[5:Res:21244.0,14306.0] || -> equal(ordered_pair(first(ordered_pair(sum_class(range_of(null_class)),x__dfg)),second(ordered_pair(sum_class(range_of(null_class)),x__dfg))),ordered_pair(sum_class(range_of(null_class)),x__dfg))**.
% 299.74/300.45 63700[5:Res:21239.0,14306.0] || -> equal(ordered_pair(first(ordered_pair(apply(null_class,u),x__dfg)),second(ordered_pair(apply(null_class,u),x__dfg))),ordered_pair(apply(null_class,u),x__dfg))**.
% 299.74/300.45 63967[0:Res:69.1,14382.0] || -> equal(u,null_class) equal(ordered_pair(first(ordered_pair(regular(u),omega)),second(ordered_pair(regular(u),omega))),ordered_pair(regular(u),omega))**.
% 299.74/300.45 64058[0:Res:14.0,14382.0] || -> equal(ordered_pair(first(ordered_pair(unordered_pair(u,v),omega)),second(ordered_pair(unordered_pair(u,v),omega))),ordered_pair(unordered_pair(u,v),omega))**.
% 299.74/300.45 64061[0:Res:308.0,14382.0] || -> equal(ordered_pair(first(ordered_pair(ordered_pair(u,v),omega)),second(ordered_pair(ordered_pair(u,v),omega))),ordered_pair(ordered_pair(u,v),omega))**.
% 299.74/300.45 64065[5:Res:21244.0,14382.0] || -> equal(ordered_pair(first(ordered_pair(sum_class(range_of(null_class)),omega)),second(ordered_pair(sum_class(range_of(null_class)),omega))),ordered_pair(sum_class(range_of(null_class)),omega))**.
% 299.74/300.45 64070[5:Res:21239.0,14382.0] || -> equal(ordered_pair(first(ordered_pair(apply(null_class,u),omega)),second(ordered_pair(apply(null_class,u),omega))),ordered_pair(apply(null_class,u),omega))**.
% 299.74/300.45 64241[4:SpL:28759.0,6171.1] || member(u,image(element_relation,union(v,complement(w)))) member(u,power_class(intersection(complement(v),union(null_class,w))))* -> .
% 299.74/300.45 64258[4:SpL:28759.0,6171.1] || member(u,image(element_relation,union(complement(v),w))) member(u,power_class(intersection(union(null_class,v),complement(w))))* -> .
% 299.74/300.45 64486[2:MRR:64435.0,12497.1] || -> member(regular(intersection(regular(complement(u)),v)),u)* equal(intersection(regular(complement(u)),v),null_class) equal(complement(u),null_class).
% 299.74/300.45 65079[4:Rew:63899.1,64851.2] || equal(successor(power_class(u)),null_class) member(regular(power_class(universal_class)),image(element_relation,power_class(u)))* -> equal(power_class(universal_class),null_class).
% 299.74/300.45 65081[4:Rew:28748.0,64751.2] || equal(successor(u),null_class) member(v,image(element_relation,union(u,w)))* member(v,power_class(complement(w))) -> .
% 299.74/300.45 65082[4:Rew:28748.0,64702.1] || equal(successor(restrict(u,v,w)),null_class) -> equal(symmetric_difference(cross_product(v,w),u),union(cross_product(v,w),u))**.
% 299.74/300.45 65083[4:Rew:28748.0,64701.1] || equal(successor(restrict(u,v,w)),null_class) -> equal(symmetric_difference(u,cross_product(v,w)),union(u,cross_product(v,w)))**.
% 299.74/300.45 65166[2:MRR:65117.0,12497.1] || -> member(regular(intersection(u,regular(complement(v)))),v)* equal(intersection(u,regular(complement(v))),null_class) equal(complement(v),null_class).
% 299.74/300.45 65273[9:Res:64963.1,39543.1] function(u) || equal(successor(range_of(u)),null_class) equal(cantor(cantor(v)),universal_class) -> compatible(u,v,w)*.
% 299.74/300.45 66705[0:SpL:314.0,14013.0] || member(singleton(singleton(singleton(u))),cross_product(universal_class,universal_class))* subclass(composition_function,cross_product(v,w))* -> member(singleton(u),v)*.
% 299.74/300.45 66755[9:SpL:39752.1,17401.1] function(u) || member(u,cantor(cross_product(v,w)))* equal(restrict(cross_product(null_class,universal_class),v,w),null_class)** -> .
% 299.74/300.45 66761[4:Obv:66758.2] || member(u,universal_class) member(v,cantor(cross_product(singleton(u),universal_class)))* -> member(u,cantor(cross_product(singleton(v),universal_class)))*.
% 299.74/300.45 66849[4:SpR:28759.0,48025.0] || -> equal(union(intersection(complement(u),union(null_class,v)),complement(power_class(w))),complement(intersection(union(u,complement(v)),power_class(w))))**.
% 299.74/300.45 66867[4:SpR:28759.0,48025.0] || -> equal(union(intersection(union(null_class,u),complement(v)),complement(power_class(w))),complement(intersection(union(complement(u),v),power_class(w))))**.
% 299.74/300.45 66925[4:Rew:28759.0,66924.0] || -> equal(complement(intersection(union(union(null_class,u),v),power_class(w))),complement(intersection(union(union(u,u),v),power_class(w))))*.
% 299.74/300.45 66926[4:Rew:28748.0,66855.1] || equal(successor(u),null_class) -> equal(complement(intersection(union(u,v),power_class(w))),union(complement(v),complement(power_class(w))))**.
% 299.74/300.45 66930[4:Rew:28759.0,66929.0] || -> equal(complement(intersection(union(u,union(null_class,v)),power_class(w))),complement(intersection(union(u,union(v,v)),power_class(w))))*.
% 299.74/300.45 67565[4:SpR:28759.0,48473.0] || -> equal(union(complement(power_class(u)),intersection(complement(v),union(null_class,w))),complement(intersection(power_class(u),union(v,complement(w)))))**.
% 299.74/300.45 67583[4:SpR:28759.0,48473.0] || -> equal(union(complement(power_class(u)),intersection(union(null_class,v),complement(w))),complement(intersection(power_class(u),union(complement(v),w))))**.
% 299.74/300.45 67644[4:Rew:28759.0,67643.0] || -> equal(complement(intersection(power_class(u),union(union(null_class,v),w))),complement(intersection(power_class(u),union(union(v,v),w))))*.
% 299.74/300.45 67645[4:Rew:28748.0,67571.1] || equal(successor(u),null_class) -> equal(complement(intersection(power_class(v),union(u,w))),union(complement(power_class(v)),complement(w)))**.
% 299.74/300.45 67649[4:Rew:28759.0,67648.0] || -> equal(complement(intersection(power_class(u),union(v,union(null_class,w)))),complement(intersection(power_class(u),union(v,union(w,w)))))*.
% 299.74/300.45 67737[9:Rew:40368.1,67721.2] one_to_one(u) || member(inverse(u),v)* member(null_class,w) -> member(singleton(singleton(null_class)),cross_product(w,v))*.
% 299.74/300.45 68322[0:SpR:314.0,12468.3] || member(u,universal_class) member(singleton(u),u)* subclass(element_relation,v) -> member(singleton(singleton(singleton(u))),v)*.
% 299.74/300.45 68334[0:Res:12468.3,27.1] || member(u,universal_class) member(v,u) subclass(element_relation,complement(w)) member(ordered_pair(v,u),w)* -> .
% 299.74/300.45 68338[0:Res:12468.3,24.0] || member(u,universal_class) member(v,u) subclass(element_relation,intersection(w,x))* -> member(ordered_pair(v,u),w)*.
% 299.74/300.45 68339[0:Res:12468.3,25.0] || member(u,universal_class) member(v,u) subclass(element_relation,intersection(w,x))* -> member(ordered_pair(v,u),x)*.
% 299.74/300.45 68360[4:Res:12468.3,40266.0] || member(u,universal_class) member(v,u) subclass(element_relation,successor(null_class)) -> member(ordered_pair(v,u),singleton(null_class))*.
% 299.74/300.45 69083[4:Res:67798.1,8686.2] || equal(complement(union(u,v)),null_class)** member(singleton(w),complement(v))* member(singleton(w),complement(u))* -> .
% 299.74/300.45 69286[4:Rew:28748.0,69174.1] || equal(successor(u),null_class) member(not_subclass_element(union(u,v),w),complement(v))* -> subclass(union(u,v),w).
% 299.74/300.45 69437[4:Res:12468.3,69345.0] || member(u,universal_class) member(v,u) subclass(element_relation,cantor(complement(cross_product(singleton(ordered_pair(v,u)),universal_class))))* -> .
% 299.74/300.45 69450[4:SpL:20208.0,3477.0] || subclass(u,ordered_pair(universal_class,universal_class))* -> equal(u,null_class) equal(regular(u),unordered_pair(universal_class,null_class)) equal(regular(u),null_class).
% 299.74/300.45 69918[4:Res:3317.1,42116.0] || -> equal(intersection(intersection(union(null_class,u),v),w),null_class) member(regular(intersection(intersection(union(null_class,u),v),w)),u)*.
% 299.74/300.45 69921[4:Res:3145.1,42116.0] || -> equal(intersection(u,intersection(union(null_class,v),w)),null_class) member(regular(intersection(u,intersection(union(null_class,v),w))),v)*.
% 299.74/300.45 69924[4:Res:3318.1,42116.0] || -> equal(intersection(intersection(u,union(null_class,v)),w),null_class) member(regular(intersection(intersection(u,union(null_class,v)),w)),v)*.
% 299.74/300.45 69931[4:Res:3146.1,42116.0] || -> equal(intersection(u,intersection(v,union(null_class,w))),null_class) member(regular(intersection(u,intersection(v,union(null_class,w)))),w)*.
% 299.74/300.45 69932[4:Res:12468.3,42116.0] || member(u,universal_class) member(v,u) subclass(element_relation,union(null_class,w))* -> member(ordered_pair(v,u),w)*.
% 299.74/300.45 71034[4:Res:60885.0,10.0] || subclass(union(u,v),union(null_class,symmetric_difference(u,v)))* -> equal(union(null_class,symmetric_difference(u,v)),union(u,v)).
% 299.74/300.45 71393[2:Obv:71370.2] || subclass(u,v) subclass(intersection(u,w),regular(v))* -> subclass(intersection(u,w),x)* equal(v,null_class).
% 299.74/300.45 71394[2:Obv:71368.2] || subclass(u,v) subclass(intersection(w,u),regular(v))* -> subclass(intersection(w,u),x)* equal(v,null_class).
% 299.74/300.45 71395[2:Obv:71363.1] || subclass(symmetric_difference(u,v),regular(union(u,v)))* -> subclass(symmetric_difference(u,v),w)* equal(union(u,v),null_class).
% 299.74/300.45 71398[2:MRR:71342.0,12502.1] || subclass(u,regular(unordered_pair(not_subclass_element(u,v),w)))* -> subclass(u,v) equal(unordered_pair(not_subclass_element(u,v),w),null_class).
% 299.74/300.45 71399[2:MRR:71340.0,12502.1] || subclass(u,regular(unordered_pair(v,not_subclass_element(u,w))))* -> subclass(u,w) equal(unordered_pair(v,not_subclass_element(u,w)),null_class).
% 299.74/300.45 71400[2:Obv:71373.1] || subclass(intersection(intersection(u,v),w),regular(u))* -> subclass(intersection(intersection(u,v),w),x)* equal(u,null_class).
% 299.74/300.45 71401[2:Obv:71372.1] || subclass(intersection(u,intersection(v,w)),regular(w))* -> subclass(intersection(u,intersection(v,w)),x)* equal(w,null_class).
% 299.74/300.45 71402[2:Obv:71371.1] || subclass(intersection(intersection(u,v),w),regular(v))* -> subclass(intersection(intersection(u,v),w),x)* equal(v,null_class).
% 299.74/300.45 71403[2:Obv:71369.1] || subclass(intersection(u,intersection(v,w)),regular(v))* -> subclass(intersection(u,intersection(v,w)),x)* equal(v,null_class).
% 299.74/300.45 71498[4:SpR:71468.1,61.1] || equal(u,universal_class) member(ordered_pair(u,v),compose(w,x))* -> member(v,image(w,image(x,null_class))).
% 299.74/300.45 71540[4:SpR:71468.1,23551.0] || equal(u,universal_class) -> equal(regular(ordered_pair(v,u)),unordered_pair(v,null_class))** equal(regular(ordered_pair(v,u)),singleton(v)).
% 299.74/300.45 71604[4:SpR:71468.1,13901.1] || equal(first(regular(cross_product(u,v))),universal_class) -> equal(cross_product(u,v),null_class) member(null_class,regular(cross_product(u,v)))*.
% 299.74/300.45 71664[4:SpL:71468.1,6311.0] || equal(u,universal_class) member(image(v,null_class),universal_class)* subclass(universal_class,w) -> member(apply(v,u),w)*.
% 299.74/300.45 71936[4:Rew:71468.1,71551.1] || equal(u,universal_class) -> equal(cross_product(v,null_class),null_class) equal(domain__dfg(regular(cross_product(v,null_class)),v,u),single_valued1(xf))**.
% 299.74/300.45 71938[4:Rew:71468.1,71533.1] || equal(u,universal_class) -> equal(cross_product(null_class,v),null_class) equal(range__dfg(regular(cross_product(null_class,v)),u,v),single_valued2(xf))**.
% 299.74/300.45 71939[4:Rew:71468.1,71494.2] || equal(u,universal_class) member(u,v)* member(null_class,w) -> member(singleton(singleton(null_class)),cross_product(w,v))*.
% 299.74/300.45 72208[0:MRR:72207.0,14.0] || subclass(unordered_pair(u,v),w)* -> member(u,unordered_pair(u,v))* equal(unordered_pair(u,v),null_class) member(v,w).
% 299.74/300.45 72274[0:MRR:72273.0,14.0] || subclass(unordered_pair(u,v),w)* -> member(v,unordered_pair(u,v))* equal(unordered_pair(u,v),null_class) member(u,w).
% 299.74/300.45 72994[0:Obv:72884.2] || subclass(intersection(singleton(u),v),w) member(u,x) -> subclass(intersection(singleton(u),v),intersection(x,w))*.
% 299.74/300.45 72995[0:Obv:72883.2] || subclass(intersection(u,singleton(v)),w) member(v,x) -> subclass(intersection(u,singleton(v)),intersection(x,w))*.
% 299.74/300.45 73871[4:Rew:73795.0,66851.0] || -> equal(union(intersection(complement(u),union(v,null_class)),complement(power_class(w))),complement(intersection(union(u,complement(v)),power_class(w))))**.
% 299.74/300.45 73883[4:Rew:73795.0,64260.0] || member(u,image(element_relation,union(complement(v),w))) member(u,power_class(intersection(union(v,null_class),complement(w))))* -> .
% 299.74/300.45 73884[4:Rew:73795.0,67585.0] || -> equal(union(complement(power_class(u)),intersection(union(v,null_class),complement(w))),complement(intersection(power_class(u),union(complement(v),w))))**.
% 299.74/300.45 73918[4:Rew:73795.0,66931.1] || equal(successor(u),null_class) -> equal(complement(intersection(union(v,u),power_class(w))),union(complement(v),complement(power_class(w))))**.
% 299.74/300.45 73927[4:Rew:73795.0,69287.1] || equal(successor(u),null_class) member(not_subclass_element(union(v,u),w),complement(v))* -> subclass(union(v,u),w).
% 299.74/300.45 74043[4:Rew:73795.0,64243.0] || member(u,image(element_relation,union(v,complement(w)))) member(u,power_class(intersection(complement(v),union(w,null_class))))* -> .
% 299.74/300.45 74044[4:Rew:73795.0,67567.0] || -> equal(union(complement(power_class(u)),intersection(complement(v),union(w,null_class))),complement(intersection(power_class(u),union(v,complement(w)))))**.
% 299.74/300.45 74052[4:Rew:73795.0,67650.1] || equal(successor(u),null_class) -> equal(complement(intersection(power_class(v),union(w,u))),union(complement(power_class(v)),complement(w)))**.
% 299.74/300.45 74054[4:Rew:73795.0,65080.2] || equal(successor(u),null_class) member(v,image(element_relation,union(w,u)))* member(v,power_class(complement(w))) -> .
% 299.74/300.45 76258[4:Rew:74517.0,74100.1,74517.0,74100.0] || member(regular(union(null_class,apply(null_class,u))),complement(apply(null_class,v)))* -> equal(union(null_class,apply(null_class,v)),null_class).
% 299.74/300.45 76259[4:Rew:74517.0,74129.1,74517.0,74129.0] || member(regular(union(null_class,sum_class(range_of(null_class)))),complement(apply(null_class,u)))* -> equal(union(null_class,apply(null_class,u)),null_class).
% 299.74/300.45 74183[4:Rew:73795.0,66869.0] || -> equal(union(intersection(union(u,null_class),complement(v)),complement(power_class(w))),complement(intersection(union(complement(u),v),power_class(w))))**.
% 299.74/300.45 76264[4:Rew:74517.0,74346.1,74517.0,74346.0] || member(regular(union(null_class,apply(null_class,u))),complement(sum_class(range_of(null_class))))* -> equal(union(null_class,sum_class(range_of(null_class))),null_class).
% 299.74/300.45 76340[4:Rew:74517.0,74822.0] || subclass(u,union(null_class,apply(null_class,v)))* -> equal(u,null_class) member(regular(u),union(null_class,apply(null_class,w)))*.
% 299.74/300.45 76341[4:Rew:74517.0,74840.1,74517.0,74840.0] || -> equal(union(null_class,apply(null_class,u)),null_class) member(regular(union(null_class,apply(null_class,v))),union(null_class,apply(null_class,u)))*.
% 299.74/300.45 76342[4:Rew:74517.0,74841.1,74517.0,74841.0] || -> equal(union(null_class,apply(null_class,u)),null_class) member(regular(union(null_class,apply(null_class,u))),union(null_class,apply(null_class,v)))*.
% 299.74/300.45 76343[4:Rew:74517.0,74843.0] || subclass(u,union(null_class,sum_class(range_of(null_class)))) -> equal(u,null_class) member(regular(u),union(null_class,apply(null_class,v)))*.
% 299.74/300.45 76344[4:Rew:74517.0,74845.2] || subclass(u,union(null_class,apply(null_class,v)))* -> equal(u,null_class) member(regular(u),union(null_class,sum_class(range_of(null_class))))*.
% 299.74/300.45 76345[4:Rew:74517.0,74880.1,74517.0,74880.1] || -> equal(union(null_class,apply(null_class,u)),null_class) member(regular(union(null_class,apply(null_class,u))),union(null_class,sum_class(range_of(null_class))))*.
% 299.74/300.45 76346[4:Rew:74517.0,74881.1,74517.0,74881.1] || -> equal(union(null_class,apply(null_class,u)),null_class) member(regular(union(null_class,sum_class(range_of(null_class)))),union(null_class,apply(null_class,u)))*.
% 299.74/300.45 76347[4:Rew:74517.0,74882.1,74517.0,74882.0] || -> equal(union(null_class,sum_class(range_of(null_class))),null_class) member(regular(union(null_class,sum_class(range_of(null_class)))),union(null_class,apply(null_class,u)))*.
% 299.74/300.45 76348[4:Rew:74517.0,74883.1,74517.0,74883.0] || -> equal(union(null_class,sum_class(range_of(null_class))),null_class) member(regular(union(null_class,apply(null_class,u))),union(null_class,sum_class(range_of(null_class))))*.
% 299.74/300.45 76360[4:Rew:73795.0,73869.1] || member(regular(union(u,complement(v))),intersection(complement(u),union(v,null_class)))* -> equal(union(u,complement(v)),null_class).
% 299.74/300.45 76381[4:Rew:73795.0,74181.1] || member(regular(union(complement(u),v)),intersection(union(u,null_class),complement(v)))* -> equal(union(complement(u),v),null_class).
% 299.74/300.45 76382[4:Rew:73795.0,74213.2] || subclass(union(u,null_class),v) -> equal(complement(successor(complement(u))),null_class) member(regular(complement(successor(complement(u)))),v)*.
% 299.74/300.45 77658[4:Rew:77646.0,70250.0] || equal(complement(symmetric_difference(union(u,v),complement(intersection(u,v)))),null_class)** -> member(singleton(w),complement(symmetric_difference(u,v)))*.
% 299.74/300.45 79145[4:Res:77756.0,3479.0] || subclass(u,v) -> equal(intersection(union(u,null_class),w),null_class) member(regular(intersection(union(u,null_class),w)),v)*.
% 299.74/300.45 79246[4:Res:77782.0,3479.0] || subclass(u,v) -> equal(intersection(w,union(u,null_class)),null_class) member(regular(intersection(w,union(u,null_class))),v)*.
% 299.74/300.45 79331[9:Res:77998.1,7885.0] function(intersection(u,v)) || -> subclass(successor(intersection(u,v)),w) member(not_subclass_element(successor(intersection(u,v)),w),v)*.
% 299.74/300.45 79332[9:Res:77998.1,7884.0] function(intersection(u,v)) || -> subclass(successor(intersection(u,v)),w) member(not_subclass_element(successor(intersection(u,v)),w),u)*.
% 299.74/300.45 80188[0:Rew:80146.0,70283.0] || subclass(universal_class,symmetric_difference(union(u,v),complement(intersection(u,v))))* -> member(ordered_pair(w,x),complement(symmetric_difference(u,v)))*.
% 299.74/300.45 80189[5:Rew:80146.0,70259.0] || subclass(universal_class,symmetric_difference(union(u,v),complement(intersection(u,v))))* -> member(apply(null_class,w),complement(symmetric_difference(u,v)))*.
% 299.74/300.45 80190[5:Rew:80146.0,21626.0] || subclass(universal_class,symmetric_difference(union(u,v),complement(intersection(u,v))))* -> member(sum_class(range_of(null_class)),complement(symmetric_difference(u,v))).
% 299.74/300.45 80191[0:Rew:80146.0,17005.0] || subclass(universal_class,symmetric_difference(union(u,v),complement(intersection(u,v))))* -> member(unordered_pair(w,x),complement(symmetric_difference(u,v)))*.
% 299.74/300.45 80203[2:Rew:80146.0,16304.0] || subclass(domain_relation,symmetric_difference(union(u,v),complement(intersection(u,v))))* -> member(ordered_pair(null_class,null_class),complement(symmetric_difference(u,v))).
% 299.74/300.45 80204[2:Rew:80146.0,16771.0] || equal(symmetric_difference(union(u,v),complement(intersection(u,v))),domain_relation)** -> member(ordered_pair(null_class,null_class),complement(symmetric_difference(u,v))).
% 299.74/300.45 80623[0:Rew:80566.0,51834.1] || equal(u,universal_class) member(v,symmetric_difference(power_class(universal_class),complement(w)))* -> member(v,union(w,complement(power_class(u))))*.
% 299.74/300.45 82280[4:Rew:80005.0,82263.1] single_valued_class(restrict(union(cross_product(universal_class,universal_class),null_class),u,v)) || -> function(restrict(union(null_class,cross_product(universal_class,universal_class)),u,v))*.
% 299.74/300.45 82362[0:Res:79675.0,7881.0] || subclass(complement(intersection(u,v)),w) -> subclass(symmetric_difference(v,u),x) member(not_subclass_element(symmetric_difference(v,u),x),w)*.
% 299.74/300.45 82591[0:Obv:82547.1] || member(u,symmetric_difference(v,w)) -> member(x,unordered_pair(x,u))* subclass(unordered_pair(x,u),complement(intersection(v,w)))*.
% 299.74/300.45 82793[4:SpL:75151.0,421.1] || member(u,universal_class) subclass(complement(sum_class(range_of(null_class))),v)* -> member(u,apply(null_class,w))* member(u,v)*.
% 299.74/300.45 82800[4:SpL:75151.0,9516.0] || equal(u,complement(sum_class(range_of(null_class))))* member(v,universal_class) -> member(v,apply(null_class,w))* member(v,u)*.
% 299.74/300.45 82801[4:SpL:75151.0,47999.0] || member(u,symmetric_difference(complement(sum_class(range_of(null_class))),power_class(v)))* -> member(u,union(apply(null_class,w),complement(power_class(v))))*.
% 299.74/300.45 82842[4:SpL:75151.0,421.1] || member(u,universal_class) subclass(complement(apply(null_class,v)),w)* -> member(u,sum_class(range_of(null_class)))* member(u,w)*.
% 299.74/300.45 82849[4:SpL:75151.0,9516.0] || equal(u,complement(apply(null_class,v)))* member(w,universal_class) -> member(w,sum_class(range_of(null_class)))* member(w,u)*.
% 299.74/300.45 82850[4:SpL:75151.0,47999.0] || member(u,symmetric_difference(complement(apply(null_class,v)),power_class(w)))* -> member(u,union(sum_class(range_of(null_class)),complement(power_class(w)))).
% 299.74/300.45 82917[4:Rew:80005.0,82855.1] || member(u,symmetric_difference(power_class(v),complement(apply(null_class,w))))* -> member(u,union(sum_class(range_of(null_class)),complement(power_class(v)))).
% 299.74/300.45 82920[4:Rew:48473.0,82750.0] || -> equal(complement(intersection(power_class(u),union(v,apply(null_class,w)))),complement(intersection(power_class(u),union(v,sum_class(range_of(null_class))))))*.
% 299.74/300.45 82921[4:Rew:48473.0,82742.0] || -> equal(complement(intersection(power_class(u),union(apply(null_class,v),w))),complement(intersection(power_class(u),union(sum_class(range_of(null_class)),w))))*.
% 299.74/300.45 82922[4:Rew:48025.0,82738.0] || -> equal(complement(intersection(union(u,apply(null_class,v)),power_class(w))),complement(intersection(union(u,sum_class(range_of(null_class))),power_class(w))))*.
% 299.74/300.45 82923[4:Rew:48025.0,82694.0] || -> equal(complement(intersection(union(apply(null_class,u),v),power_class(w))),complement(intersection(union(sum_class(range_of(null_class)),v),power_class(w))))*.
% 299.74/300.45 83025[0:Obv:82978.1] || member(u,symmetric_difference(v,w)) -> member(x,unordered_pair(u,x))* subclass(unordered_pair(u,x),complement(intersection(v,w)))*.
% 299.74/300.45 83627[4:Res:17597.3,71863.1] || member(u,universal_class) member(range_of(null_class),universal_class)* equal(apply(v,u),universal_class) -> member(u,cantor(v))*.
% 299.74/300.45 83827[4:SpL:74143.0,421.1] || member(u,universal_class) subclass(union(null_class,complement(v)),w)* -> member(u,union(v,null_class))* member(u,w)*.
% 299.74/300.45 83834[4:SpL:74143.0,9516.0] || equal(u,union(null_class,complement(v)))* member(w,universal_class) -> member(w,union(v,null_class))* member(w,u)*.
% 299.74/300.45 83840[4:SpL:74143.0,48188.0] || member(u,symmetric_difference(power_class(v),union(null_class,complement(w))))* -> member(u,union(complement(power_class(v)),union(w,null_class))).
% 299.74/300.45 83898[4:Rew:28759.0,83897.0] || -> equal(complement(intersection(power_class(u),union(v,union(null_class,w)))),complement(intersection(power_class(u),union(v,union(w,null_class)))))*.
% 299.74/300.45 83900[4:Rew:28759.0,83899.0] || -> equal(complement(intersection(power_class(u),union(union(null_class,v),w))),complement(intersection(power_class(u),union(union(v,null_class),w))))*.
% 299.74/300.45 83902[4:Rew:28759.0,83901.0] || -> equal(complement(intersection(union(u,union(null_class,v)),power_class(w))),complement(intersection(union(u,union(v,null_class)),power_class(w))))*.
% 299.74/300.45 83904[4:Rew:28759.0,83903.0] || -> equal(complement(intersection(union(union(null_class,u),v),power_class(w))),complement(intersection(union(union(u,null_class),v),power_class(w))))*.
% 299.74/300.45 84197[4:SpL:75150.0,421.1] || member(u,universal_class) subclass(complement(apply(null_class,v)),w)* -> member(u,apply(null_class,x))* member(u,w)*.
% 299.74/300.45 84204[4:SpL:75150.0,9516.0] || equal(u,complement(apply(null_class,v)))* member(w,universal_class) -> member(w,apply(null_class,x))* member(w,u)*.
% 299.74/300.45 84205[4:SpL:75150.0,47999.0] || member(u,symmetric_difference(complement(apply(null_class,v)),power_class(w)))* -> member(u,union(apply(null_class,x),complement(power_class(w))))*.
% 299.74/300.45 84326[4:Rew:48473.0,84148.0] || -> equal(complement(intersection(power_class(u),union(v,apply(null_class,w)))),complement(intersection(power_class(u),union(v,apply(null_class,x)))))*.
% 299.74/300.45 84327[4:Rew:48473.0,84140.0] || -> equal(complement(intersection(power_class(u),union(apply(null_class,v),w))),complement(intersection(power_class(u),union(apply(null_class,x),w))))*.
% 299.74/300.45 84328[4:Rew:48025.0,84136.0] || -> equal(complement(intersection(union(u,apply(null_class,v)),power_class(w))),complement(intersection(union(u,apply(null_class,x)),power_class(w))))*.
% 299.74/300.45 84329[4:Rew:48025.0,84092.0] || -> equal(complement(intersection(union(apply(null_class,u),v),power_class(w))),complement(intersection(union(apply(null_class,x),v),power_class(w))))*.
% 299.74/300.45 84482[0:Rew:25086.1,84475.2] || equal(power_class(u),universal_class) member(not_subclass_element(power_class(null_class),v),image(element_relation,power_class(u)))* -> subclass(power_class(null_class),v).
% 299.74/300.45 84483[4:Rew:47746.1,84474.2] || equal(power_class(u),null_class) member(not_subclass_element(power_class(universal_class),v),image(element_relation,power_class(u)))* -> subclass(power_class(universal_class),v).
% 299.74/300.45 84651[4:SpL:78724.0,47979.0] || member(not_subclass_element(power_class(union(u,null_class)),v),complement(power_class(union(u,null_class))))* -> subclass(power_class(union(null_class,u)),v).
% 299.74/300.45 84656[4:SpL:78724.0,48188.0] || member(u,symmetric_difference(power_class(union(v,null_class)),complement(w)))* -> member(u,union(complement(power_class(union(null_class,v))),w)).
% 299.74/300.45 84659[4:SpL:78724.0,47999.0] || member(u,symmetric_difference(complement(v),power_class(union(w,null_class))))* -> member(u,union(v,complement(power_class(union(null_class,w))))).
% 299.74/300.45 84667[4:SpL:78724.0,47979.0] || member(not_subclass_element(power_class(union(null_class,u)),v),complement(power_class(union(null_class,u))))* -> subclass(power_class(union(u,null_class)),v).
% 299.74/300.45 84672[4:SpL:78724.0,48188.0] || member(u,symmetric_difference(power_class(union(null_class,v)),complement(w)))* -> member(u,union(complement(power_class(union(v,null_class))),w)).
% 299.74/300.45 84675[4:SpL:78724.0,47999.0] || member(u,symmetric_difference(complement(v),power_class(union(null_class,w))))* -> member(u,union(v,complement(power_class(union(w,null_class))))).
% 299.74/300.45 84984[0:SpL:47963.0,9740.3] function(element_relation) || member(complement(u),universal_class) subclass(universal_class,complement(v)) member(complement(power_class(u)),v)* -> .
% 299.74/300.45 85387[9:Rew:39752.1,85373.2] function(u) || member(ordered_pair(singleton(singleton(null_class)),v),flip(w))* -> member(ordered_pair(ordered_pair(u,null_class),v),w)*.
% 299.74/300.45 85466[9:Rew:39752.1,85452.2] function(u) || member(ordered_pair(singleton(singleton(null_class)),v),rotate(w))* -> member(ordered_pair(ordered_pair(u,v),null_class),w)*.
% 299.74/300.45 85632[4:Rew:28748.0,85548.1] || equal(null_class,u) subclass(v,complement(w)) member(regular(v),union(u,w))* -> equal(v,null_class).
% 299.74/300.45 85634[4:Rew:28748.0,85526.1,75578.0,85526.1] || equal(null_class,u) subclass(v,complement(w)) member(regular(v),union(w,u))* -> equal(v,null_class).
% 299.74/300.45 85753[4:Res:59633.1,9742.2] function(u) || equal(complement(intersection(v,w)),null_class)** member(x,universal_class) -> member(image(u,x),v)*.
% 299.74/300.45 85780[2:Res:72136.0,11.0] || -> equal(singleton(complement(unordered_pair(u,v))),null_class)** equal(complement(unordered_pair(u,v)),v) equal(complement(unordered_pair(u,v)),u).
% 299.74/300.45 85804[2:Res:72136.0,6535.0] || -> equal(singleton(complement(symmetric_difference(complement(u),complement(v)))),null_class) member(complement(symmetric_difference(complement(u),complement(v))),union(u,v))*.
% 299.74/300.45 85847[2:Rew:47973.0,85766.1] || -> member(union(complement(power_class(u)),v),intersection(power_class(u),complement(v)))* equal(singleton(union(complement(power_class(u)),v)),null_class).
% 299.74/300.45 85848[2:Rew:47967.0,85765.1] || -> member(union(u,complement(power_class(v))),intersection(complement(u),power_class(v)))* equal(singleton(union(u,complement(power_class(v)))),null_class).
% 299.74/300.45 85922[4:Res:75044.0,10.0] || subclass(union(u,null_class),intersection(v,union(null_class,u)))* -> equal(intersection(v,union(null_class,u)),union(u,null_class)).
% 299.74/300.45 86020[4:Res:75087.0,10.0] || subclass(union(u,null_class),intersection(union(null_class,u),v))* -> equal(intersection(union(null_class,u),v),union(u,null_class)).
% 299.74/300.45 86339[4:Res:59633.1,9743.2] function(u) || equal(complement(intersection(v,w)),null_class)** member(x,universal_class) -> member(image(u,x),w)*.
% 299.74/300.45 86420[0:Res:24029.0,9804.1] || member(complement(successor(u)),universal_class) -> equal(complement(successor(u)),null_class) member(apply(choice,complement(successor(u))),complement(u))*.
% 299.74/300.45 86896[4:SpL:77754.0,47979.0] || member(not_subclass_element(power_class(union(u,u)),v),complement(power_class(union(u,u))))* -> subclass(power_class(union(u,null_class)),v).
% 299.74/300.45 86901[4:SpL:77754.0,48188.0] || member(u,symmetric_difference(power_class(union(v,v)),complement(w)))* -> member(u,union(complement(power_class(union(v,null_class))),w)).
% 299.74/300.45 86904[4:SpL:77754.0,47999.0] || member(u,symmetric_difference(complement(v),power_class(union(w,w))))* -> member(u,union(v,complement(power_class(union(w,null_class))))).
% 299.74/300.45 86912[4:SpL:77754.0,47979.0] || member(not_subclass_element(power_class(union(u,null_class)),v),complement(power_class(union(u,null_class))))* -> subclass(power_class(union(u,u)),v).
% 299.74/300.45 86917[4:SpL:77754.0,48188.0] || member(u,symmetric_difference(power_class(union(v,null_class)),complement(w)))* -> member(u,union(complement(power_class(union(v,v))),w))*.
% 299.74/300.45 86920[4:SpL:77754.0,47999.0] || member(u,symmetric_difference(complement(v),power_class(union(w,null_class))))* -> member(u,union(v,complement(power_class(union(w,w)))))*.
% 299.74/300.45 87440[4:Res:12497.1,17826.0] || subclass(domain_relation,u)* subclass(u,v)* -> equal(w,null_class) member(ordered_pair(regular(w),cantor(regular(w))),v)*.
% 299.74/300.45 87602[4:Res:3317.1,77882.0] || -> equal(intersection(intersection(union(u,null_class),v),w),null_class) member(regular(intersection(intersection(union(u,null_class),v),w)),u)*.
% 299.74/300.45 87606[4:Res:3145.1,77882.0] || -> equal(intersection(u,intersection(union(v,null_class),w)),null_class) member(regular(intersection(u,intersection(union(v,null_class),w))),v)*.
% 299.74/300.45 87610[4:Res:3318.1,77882.0] || -> equal(intersection(intersection(u,union(v,null_class)),w),null_class) member(regular(intersection(intersection(u,union(v,null_class)),w)),v)*.
% 299.74/300.45 87618[4:Res:3146.1,77882.0] || -> equal(intersection(u,intersection(v,union(w,null_class))),null_class) member(regular(intersection(u,intersection(v,union(w,null_class)))),w)*.
% 299.74/300.45 87619[4:Res:12468.3,77882.0] || member(u,universal_class) member(v,u) subclass(element_relation,union(w,null_class))* -> member(ordered_pair(v,u),w)*.
% 299.74/300.45 88284[0:SpL:80128.0,421.1] || member(u,universal_class) subclass(complement(symmetric_difference(v,w)),x)* -> member(u,symmetric_difference(w,v))* member(u,x)*.
% 299.74/300.45 88291[0:SpL:80128.0,9516.0] || equal(u,complement(symmetric_difference(v,w)))* member(x,universal_class) -> member(x,symmetric_difference(w,v))* member(x,u)*.
% 299.74/300.45 88292[0:SpL:80128.0,47999.0] || member(u,symmetric_difference(complement(symmetric_difference(v,w)),power_class(x)))* -> member(u,union(symmetric_difference(w,v),complement(power_class(x)))).
% 299.74/300.45 88298[0:SpL:80128.0,48188.0] || member(u,symmetric_difference(power_class(v),complement(symmetric_difference(w,x))))* -> member(u,union(complement(power_class(v)),symmetric_difference(x,w))).
% 299.74/300.45 88404[0:Rew:48473.0,88227.0] || -> equal(complement(intersection(power_class(u),union(v,symmetric_difference(w,x)))),complement(intersection(power_class(u),union(v,symmetric_difference(x,w)))))*.
% 299.74/300.45 88405[0:Rew:48473.0,88219.0] || -> equal(complement(intersection(power_class(u),union(symmetric_difference(v,w),x))),complement(intersection(power_class(u),union(symmetric_difference(w,v),x))))*.
% 299.74/300.45 88406[0:Rew:48025.0,88215.0] || -> equal(complement(intersection(union(u,symmetric_difference(v,w)),power_class(x))),complement(intersection(union(u,symmetric_difference(w,v)),power_class(x))))*.
% 299.74/300.45 88407[0:Rew:48025.0,88170.0] || -> equal(complement(intersection(union(symmetric_difference(u,v),w),power_class(x))),complement(intersection(union(symmetric_difference(v,u),w),power_class(x))))*.
% 299.74/300.45 88527[0:Res:80315.0,10.0] || subclass(union(u,v),symmetric_difference(complement(v),complement(u)))* -> equal(symmetric_difference(complement(v),complement(u)),union(u,v)).
% 299.74/300.45 88633[4:Res:80327.0,10.0] || subclass(union(u,v),union(null_class,symmetric_difference(v,u)))* -> equal(union(null_class,symmetric_difference(v,u)),union(u,v)).
% 299.74/300.45 88743[4:Res:85860.0,10.0] || subclass(union(u,u),intersection(v,union(null_class,u)))* -> equal(union(u,u),intersection(v,union(null_class,u))).
% 299.74/300.45 88848[4:Res:85889.0,10.0] || subclass(union(u,null_class),intersection(v,union(u,u)))* -> equal(intersection(v,union(u,u)),union(u,null_class)).
% 299.74/300.45 88999[2:MRR:88946.0,6257.1] || -> member(intersection(complement(u),power_class(v)),union(u,complement(power_class(v))))* equal(singleton(intersection(complement(u),power_class(v))),null_class).
% 299.74/300.45 89098[4:Res:85955.0,10.0] || subclass(union(u,u),intersection(union(null_class,u),v))* -> equal(union(u,u),intersection(union(null_class,u),v)).
% 299.74/300.45 89210[4:Res:85984.0,10.0] || subclass(union(u,null_class),intersection(union(u,u),v))* -> equal(intersection(union(u,u),v),union(u,null_class)).
% 299.74/300.45 89421[2:MRR:89364.0,6257.1] || -> member(intersection(power_class(u),complement(v)),union(complement(power_class(u)),v))* equal(singleton(intersection(power_class(u),complement(v))),null_class).
% 299.74/300.45 89513[4:Res:88696.0,10.0] || subclass(union(u,u),intersection(v,union(u,null_class)))* -> equal(union(u,u),intersection(v,union(u,null_class))).
% 299.74/300.45 89614[4:Res:89465.0,10.0] || subclass(union(null_class,u),intersection(v,union(u,null_class)))* -> equal(intersection(v,union(u,null_class)),union(null_class,u)).
% 299.74/300.45 89714[4:Res:89591.0,10.0] || subclass(union(null_class,u),intersection(union(u,null_class),v))* -> equal(intersection(union(u,null_class),v),union(null_class,u)).
% 299.74/300.45 89819[4:Res:88778.0,10.0] || subclass(union(null_class,u),intersection(v,union(u,u)))* -> equal(intersection(v,union(u,u)),union(null_class,u)).
% 299.74/300.45 90052[4:Res:89048.0,10.0] || subclass(union(u,u),intersection(union(u,null_class),v))* -> equal(union(u,u),intersection(union(u,null_class),v)).
% 299.74/300.45 90163[4:Res:89138.0,10.0] || subclass(union(null_class,u),intersection(union(u,u),v))* -> equal(intersection(union(u,u),v),union(null_class,u)).
% 299.74/300.45 90562[4:MRR:90516.2,50094.0] || member(not_subclass_element(intersection(u,regular(compose(element_relation,universal_class))),v),element_relation)* -> subclass(intersection(u,regular(compose(element_relation,universal_class))),v).
% 299.74/300.45 90970[4:Res:90947.1,9805.1] || equal(complement(intersection(u,v)),null_class)** member(w,universal_class) -> equal(w,null_class) member(apply(choice,w),v)*.
% 299.74/300.45 90971[4:Res:90947.1,9804.1] || equal(complement(intersection(u,v)),null_class)** member(w,universal_class) -> equal(w,null_class) member(apply(choice,w),u)*.
% 299.74/300.45 91339[4:MRR:91291.2,50094.0] || member(not_subclass_element(intersection(regular(compose(element_relation,universal_class)),u),v),element_relation)* -> subclass(intersection(regular(compose(element_relation,universal_class)),u),v).
% 299.74/300.45 91609[4:Rew:28748.0,91481.2] || equal(null_class,u) member(v,symmetric_difference(union(u,w),complement(x)))* -> member(v,union(complement(w),x)).
% 299.74/300.45 91611[4:Rew:28748.0,91457.2,75578.0,91457.2] || equal(null_class,u) member(v,symmetric_difference(union(w,u),complement(x)))* -> member(v,union(complement(w),x)).
% 299.74/300.45 91804[4:Res:3317.1,58102.0] || -> equal(intersection(intersection(union(u,u),v),w),null_class) member(regular(intersection(intersection(union(u,u),v),w)),u)*.
% 299.74/300.45 91808[4:Res:3145.1,58102.0] || -> equal(intersection(u,intersection(union(v,v),w)),null_class) member(regular(intersection(u,intersection(union(v,v),w))),v)*.
% 299.74/300.45 91812[4:Res:3318.1,58102.0] || -> equal(intersection(intersection(u,union(v,v)),w),null_class) member(regular(intersection(intersection(u,union(v,v)),w)),v)*.
% 299.74/300.45 91820[4:Res:3146.1,58102.0] || -> equal(intersection(u,intersection(v,union(w,w))),null_class) member(regular(intersection(u,intersection(v,union(w,w)))),w)*.
% 299.74/300.45 91821[4:Res:12468.3,58102.0] || member(u,universal_class) member(v,u) subclass(element_relation,union(w,w))* -> member(ordered_pair(v,u),w)*.
% 299.74/300.45 91936[0:Res:58323.0,10.0] || subclass(union(u,v),intersection(w,symmetric_difference(u,v)))* -> equal(intersection(w,symmetric_difference(u,v)),union(u,v)).
% 299.74/300.45 92125[4:Rew:28748.0,91997.2] || equal(null_class,u) member(v,symmetric_difference(complement(w),union(u,x)))* -> member(v,union(w,complement(x))).
% 299.74/300.45 92127[4:Rew:28748.0,91973.2,75578.0,91973.2] || equal(null_class,u) member(v,symmetric_difference(complement(w),union(x,u)))* -> member(v,union(w,complement(x))).
% 299.74/300.45 92272[4:Res:92205.1,391.1] inductive(successor(null_class)) || subclass(singleton(null_class),image(successor_relation,successor(null_class)))* -> equal(image(successor_relation,successor(null_class)),successor(null_class)).
% 299.74/300.45 92505[4:Rew:28759.0,92425.2,73795.0,92425.2,28759.0,92425.1,73795.0,92425.1,63899.1,92425.1] || equal(successor(u),null_class) -> subclass(union(null_class,v),w) member(not_subclass_element(union(null_class,v),w),union(u,v))*.
% 299.74/300.45 92506[4:Rew:28759.0,92401.2,76772.0,92401.2,28759.0,92401.1,76772.0,92401.1,63899.1,92401.1] || equal(successor(u),null_class) -> subclass(union(null_class,v),w) member(not_subclass_element(union(null_class,v),w),union(v,u))*.
% 299.74/300.45 92527[0:Obv:92470.1] || subclass(symmetric_difference(complement(u),complement(v)),w) -> subclass(symmetric_difference(complement(u),complement(v)),intersection(union(u,v),w))*.
% 299.74/300.45 92573[4:Res:92197.1,3479.0] || subclass(u,v)* subclass(v,w)* -> equal(union(null_class,u),null_class) member(regular(union(null_class,u)),w)*.
% 299.74/300.45 92591[4:Res:92197.1,10202.0] || subclass(u,complement(compose(element_relation,universal_class)))* member(regular(union(null_class,u)),element_relation) -> equal(union(null_class,u),null_class).
% 299.74/300.45 92604[4:Res:92197.1,7887.0] || subclass(u,restrict(v,w,x))* -> subclass(union(null_class,u),y) member(not_subclass_element(union(null_class,u),y),v)*.
% 299.74/300.45 92643[4:Res:92198.1,3479.0] || subclass(u,v)* subclass(v,w)* -> equal(union(u,null_class),null_class) member(regular(union(u,null_class)),w)*.
% 299.74/300.45 92661[4:Res:92198.1,10202.0] || subclass(u,complement(compose(element_relation,universal_class)))* member(regular(union(u,null_class)),element_relation) -> equal(union(u,null_class),null_class).
% 299.74/300.45 92674[4:Res:92198.1,7887.0] || subclass(u,restrict(v,w,x))* -> subclass(union(u,null_class),y) member(not_subclass_element(union(u,null_class),y),v)*.
% 299.74/300.45 92770[0:Res:60748.0,10.0] || subclass(union(u,v),intersection(symmetric_difference(u,v),w))* -> equal(intersection(symmetric_difference(u,v),w),union(u,v)).
% 299.74/300.45 93095[0:Rew:80566.0,92999.1] || subclass(u,v) member(w,symmetric_difference(complement(u),union(v,u)))* -> member(w,complement(symmetric_difference(v,u))).
% 299.74/300.45 93014[0:SpL:71286.1,259.0] || subclass(complement(u),complement(v)) member(regular(union(v,u)),complement(u))* -> equal(union(v,u),null_class).
% 299.74/300.45 93525[4:Res:93362.0,10.0] || subclass(singleton(null_class),union(null_class,intersection(successor(null_class),u)))* -> equal(union(null_class,intersection(successor(null_class),u)),singleton(null_class)).
% 299.74/300.45 93726[0:Obv:93658.1] || subclass(intersection(u,symmetric_difference(v,w)),x) -> subclass(intersection(u,symmetric_difference(v,w)),intersection(union(v,w),x))*.
% 299.74/300.45 93994[0:Obv:93923.1] || subclass(intersection(symmetric_difference(u,v),w),x) -> subclass(intersection(symmetric_difference(u,v),w),intersection(union(u,v),x))*.
% 299.74/300.45 94025[4:Res:93389.0,10.0] || subclass(singleton(null_class),union(null_class,intersection(u,successor(null_class))))* -> equal(union(null_class,intersection(u,successor(null_class))),singleton(null_class)).
% 299.74/300.45 94073[4:Res:93346.1,48215.1] || equal(power_class(u),successor(null_class)) member(v,universal_class) -> member(v,complement(power_class(u)))* member(v,singleton(null_class)).
% 299.74/300.45 94083[4:Res:93346.1,891.2] || equal(intersection(u,v),successor(null_class))** member(w,v)* member(w,u)* -> member(w,singleton(null_class))*.
% 299.74/300.45 94144[4:Res:93356.0,10.0] || subclass(singleton(null_class),intersection(intersection(successor(null_class),u),v))* -> equal(intersection(intersection(successor(null_class),u),v),singleton(null_class)).
% 299.74/300.45 94287[0:Obv:94252.1] || subclass(intersection(u,restrict(v,w,x)),y) -> subclass(intersection(u,restrict(v,w,x)),intersection(v,y))*.
% 299.74/300.45 94327[4:Res:93367.0,10.0] || subclass(singleton(null_class),intersection(u,intersection(v,successor(null_class))))* -> equal(intersection(u,intersection(v,successor(null_class))),singleton(null_class)).
% 299.74/300.45 94386[4:Res:93381.0,10.0] || subclass(singleton(null_class),intersection(u,intersection(successor(null_class),v)))* -> equal(intersection(u,intersection(successor(null_class),v)),singleton(null_class)).
% 299.74/300.45 94448[4:Res:93387.0,10.0] || subclass(singleton(null_class),intersection(intersection(u,successor(null_class)),v))* -> equal(intersection(intersection(u,successor(null_class)),v),singleton(null_class)).
% 299.74/300.45 94670[0:Obv:94631.1] || subclass(intersection(restrict(u,v,w),x),y) -> subclass(intersection(restrict(u,v,w),x),intersection(u,y))*.
% 299.74/300.45 94772[4:SpL:75578.0,10708.0] || member(not_subclass_element(intersection(complement(compose(element_relation,universal_class)),u),v),element_relation)* -> subclass(intersection(u,complement(compose(element_relation,universal_class))),v).
% 299.74/300.45 94900[4:Res:94803.0,10.0] || subclass(complement(element_relation),intersection(u,complement(compose(element_relation,universal_class))))* -> equal(intersection(u,complement(compose(element_relation,universal_class))),complement(element_relation)).
% 299.74/300.45 94945[4:Res:94880.0,10.0] || subclass(complement(element_relation),intersection(complement(compose(element_relation,universal_class)),u))* -> equal(intersection(complement(compose(element_relation,universal_class)),u),complement(element_relation)).
% 299.74/300.45 94961[4:SpL:75578.0,10709.0] || member(not_subclass_element(intersection(u,complement(compose(element_relation,universal_class))),v),element_relation)* -> subclass(intersection(complement(compose(element_relation,universal_class)),u),v).
% 299.74/300.45 95049[4:Res:94932.0,10.0] || subclass(complement(element_relation),union(null_class,complement(compose(element_relation,universal_class))))* -> equal(union(null_class,complement(compose(element_relation,universal_class))),complement(element_relation)).
% 299.74/300.45 95148[0:SpR:50323.0,5956.1] || member(inverse(restrict(element_relation,null_class,universal_class)),universal_class) -> member(ordered_pair(inverse(restrict(element_relation,null_class,universal_class)),complement(power_class(universal_class))),domain_relation)*.
% 299.74/300.46 95149[4:SpR:50325.0,5956.1] || member(inverse(restrict(element_relation,universal_class,universal_class)),universal_class) -> member(ordered_pair(inverse(restrict(element_relation,universal_class,universal_class)),complement(power_class(null_class))),domain_relation)*.
% 299.74/300.46 95459[4:Res:95322.0,3483.0] || -> equal(complement(successor(complement(restrict(u,v,w)))),null_class) member(regular(complement(successor(complement(restrict(u,v,w))))),u)*.
% 299.74/300.46 95460[4:Res:95322.0,7729.0] || member(regular(complement(successor(complement(regular(u))))),u)* -> equal(complement(successor(complement(regular(u)))),null_class) equal(u,null_class).
% 299.74/300.46 95549[0:Res:19.2,14010.0] || member(u,universal_class) member(v,universal_class) subclass(composition_function,element_relation) -> member(v,ordered_pair(u,compose(v,u)))*.
% 299.74/300.46 95560[0:MRR:95557.2,21.0] || member(u,universal_class) member(v,u) subclass(composition_function,element_relation) -> member(v,ordered_pair(u,compose(v,u)))*.
% 299.74/300.46 95657[4:Res:95587.0,3479.0] || subclass(complement(singleton(null_class)),u) -> equal(complement(successor(successor(null_class))),null_class) member(regular(complement(successor(successor(null_class)))),u)*.
% 299.74/300.46 95823[4:Res:95477.0,3478.0] || -> equal(complement(successor(union(null_class,complement(singleton(u))))),null_class) equal(regular(complement(successor(union(null_class,complement(singleton(u)))))),u)**.
% 299.74/300.46 95833[4:Res:95477.0,905.1] single_valued_class(complement(successor(union(null_class,complement(cross_product(universal_class,universal_class)))))) || -> function(complement(successor(union(null_class,complement(cross_product(universal_class,universal_class))))))*.
% 299.74/300.46 96189[0:SpL:75578.0,48030.0] || member(u,intersection(power_class(complement(power_class(v))),complement(w)))* member(u,union(w,image(element_relation,power_class(v)))) -> .
% 299.74/300.46 96200[0:Res:440.1,48030.0] || equal(intersection(complement(u),power_class(complement(power_class(v)))),universal_class) member(x__dfg,union(u,image(element_relation,power_class(v))))* -> .
% 299.74/300.46 96208[0:Res:435.1,48030.0] || equal(intersection(complement(u),power_class(complement(power_class(v)))),universal_class) member(omega,union(u,image(element_relation,power_class(v))))* -> .
% 299.74/300.46 96219[0:Res:1052.1,48030.0] || equal(intersection(complement(u),power_class(complement(power_class(v)))),universal_class) member(null_class,union(u,image(element_relation,power_class(v))))* -> .
% 299.74/300.46 96507[0:SpL:75578.0,48062.0] || member(u,intersection(complement(v),power_class(complement(power_class(w)))))* member(u,union(image(element_relation,power_class(w)),v)) -> .
% 299.74/300.46 96519[0:Res:440.1,48062.0] || equal(intersection(power_class(complement(power_class(u))),complement(v)),universal_class) member(x__dfg,union(image(element_relation,power_class(u)),v))* -> .
% 299.74/300.46 96527[0:Res:435.1,48062.0] || equal(intersection(power_class(complement(power_class(u))),complement(v)),universal_class) member(omega,union(image(element_relation,power_class(u)),v))* -> .
% 299.74/300.46 96538[0:Res:1052.1,48062.0] || equal(intersection(power_class(complement(power_class(u))),complement(v)),universal_class) member(null_class,union(image(element_relation,power_class(u)),v))* -> .
% 299.74/300.46 96674[4:Res:95315.0,10.0] || subclass(u,union(null_class,intersection(union(null_class,u),v)))* -> equal(union(null_class,intersection(union(null_class,u),v)),u).
% 299.74/300.46 97006[4:Res:95358.0,10.0] || subclass(u,union(null_class,intersection(v,union(null_class,u))))* -> equal(union(null_class,intersection(v,union(null_class,u))),u).
% 299.74/300.46 97265[0:Rew:48874.0,97162.0] || -> equal(union(complement(power_class(u)),intersection(power_class(v),complement(w))),union(complement(power_class(u)),intersection(complement(w),power_class(v))))*.
% 299.74/300.46 97224[4:SpL:48870.0,47766.0] || equal(union(complement(power_class(u)),intersection(complement(v),power_class(w))),intersection(power_class(u),union(v,complement(power_class(w)))))** -> .
% 299.74/300.46 97270[4:Rew:10128.0,97197.1] || subclass(union(u,complement(power_class(v))),null_class) -> equal(union(complement(power_class(w)),intersection(complement(u),power_class(v))),universal_class)**.
% 299.74/300.46 97547[4:Res:96617.0,10.0] || subclass(u,union(null_class,intersection(union(u,null_class),v)))* -> equal(union(null_class,intersection(union(u,null_class),v)),u).
% 299.74/300.46 97967[0:Rew:48872.0,97873.0] || -> equal(union(intersection(power_class(u),complement(v)),complement(power_class(w))),union(intersection(complement(v),power_class(u)),complement(power_class(w))))*.
% 299.74/300.46 97926[4:SpL:48871.0,47766.0] || equal(union(intersection(complement(u),power_class(v)),complement(power_class(w))),intersection(union(u,complement(power_class(v))),power_class(w)))** -> .
% 299.74/300.46 97972[4:Rew:10128.0,97895.1] || subclass(union(u,complement(power_class(v))),null_class) -> equal(union(intersection(complement(u),power_class(v)),complement(power_class(w))),universal_class)**.
% 299.74/300.46 98220[4:Res:96952.0,10.0] || subclass(u,union(null_class,intersection(v,union(u,null_class))))* -> equal(union(null_class,intersection(v,union(u,null_class))),u).
% 299.74/300.46 98617[4:SpL:48872.0,47766.0] || equal(union(intersection(power_class(u),complement(v)),complement(power_class(w))),intersection(union(complement(power_class(u)),v),power_class(w)))** -> .
% 299.74/300.46 98665[4:Rew:10128.0,98586.1] || subclass(union(complement(power_class(u)),v),null_class) -> equal(union(intersection(power_class(u),complement(v)),complement(power_class(w))),universal_class)**.
% 299.74/300.46 98845[4:Res:95309.0,10.0] || subclass(u,intersection(intersection(union(null_class,u),v),w))* -> equal(intersection(intersection(union(null_class,u),v),w),u).
% 299.74/300.46 98977[4:Res:95320.0,10.0] || subclass(u,intersection(v,intersection(w,union(null_class,u))))* -> equal(intersection(v,intersection(w,union(null_class,u))),u).
% 299.74/300.46 99103[4:Res:95350.0,10.0] || subclass(u,intersection(v,intersection(union(null_class,u),w)))* -> equal(intersection(v,intersection(union(null_class,u),w)),u).
% 299.74/300.46 99336[4:SpL:48874.0,47766.0] || equal(union(complement(power_class(u)),intersection(power_class(v),complement(w))),intersection(power_class(u),union(complement(power_class(v)),w)))** -> .
% 299.74/300.46 99384[4:Rew:10128.0,99309.1] || subclass(union(complement(power_class(u)),v),null_class) -> equal(union(complement(power_class(w)),intersection(power_class(u),complement(v))),universal_class)**.
% 299.74/300.46 99530[4:Res:95356.0,10.0] || subclass(u,intersection(intersection(v,union(null_class,u)),w))* -> equal(intersection(intersection(v,union(null_class,u)),w),u).
% 299.74/300.46 99687[4:Res:96629.0,10.0] || subclass(u,union(null_class,intersection(union(u,u),v)))* -> equal(union(null_class,intersection(union(u,u),v)),u).
% 299.74/300.46 99938[0:Res:9.1,3486.0] || equal(cross_product(u,v),w)* -> equal(w,null_class) equal(ordered_pair(first(regular(w)),second(regular(w))),regular(w))**.
% 299.74/300.46 100482[4:MRR:100452.1,736.1] || subclass(universal_class,cross_product(singleton(u),universal_class))* member(regular(v),w)* -> equal(v,null_class) member(u,cantor(w))*.
% 299.74/300.46 101164[4:Res:96964.0,10.0] || subclass(u,union(null_class,intersection(v,union(u,u))))* -> equal(union(null_class,intersection(v,union(u,u))),u).
% 299.74/300.46 101344[4:Res:98337.0,10.0] || subclass(u,intersection(intersection(union(u,null_class),v),w))* -> equal(intersection(intersection(union(u,null_class),v),w),u).
% 299.74/300.46 101498[4:Res:98348.0,10.0] || subclass(u,intersection(v,intersection(w,union(u,null_class))))* -> equal(intersection(v,intersection(w,union(u,null_class))),u).
% 299.74/300.46 101883[4:Res:98382.0,10.0] || subclass(u,intersection(v,intersection(union(u,null_class),w)))* -> equal(intersection(v,intersection(union(u,null_class),w)),u).
% 299.74/300.46 102038[4:Res:98390.0,10.0] || subclass(u,intersection(intersection(v,union(u,null_class)),w))* -> equal(intersection(intersection(v,union(u,null_class)),w),u).
% 299.74/300.46 102368[0:Rew:102293.0,88218.1] || member(u,universal_class) -> member(u,complement(union(symmetric_difference(v,w),x)))* member(u,union(symmetric_difference(w,v),x)).
% 299.74/300.46 102377[0:Rew:102293.0,88169.0] || -> equal(union(intersection(symmetric_difference(u,v),w),complement(union(symmetric_difference(v,u),w))),complement(symmetric_difference(symmetric_difference(u,v),w)))**.
% 299.74/300.46 102389[4:Rew:102293.0,84091.0] || -> equal(union(intersection(apply(null_class,u),v),complement(union(apply(null_class,w),v))),complement(symmetric_difference(apply(null_class,u),v)))**.
% 299.74/300.46 102399[4:Rew:102293.0,84139.1] || member(u,universal_class) -> member(u,complement(union(apply(null_class,v),w)))* member(u,union(apply(null_class,x),w))*.
% 299.74/300.46 102401[4:Rew:102293.0,82741.1] || member(u,universal_class) -> member(u,complement(union(apply(null_class,v),w)))* member(u,union(sum_class(range_of(null_class)),w)).
% 299.74/300.46 102411[0:Rew:102293.0,88226.1] || member(u,universal_class) -> member(u,complement(union(v,symmetric_difference(w,x))))* member(u,union(v,symmetric_difference(x,w))).
% 299.74/300.46 102414[4:Rew:102293.0,84147.1] || member(u,universal_class) -> member(u,complement(union(v,apply(null_class,w))))* member(u,union(v,apply(null_class,x)))*.
% 299.74/300.46 102416[4:Rew:102293.0,82749.1] || member(u,universal_class) -> member(u,complement(union(v,apply(null_class,w))))* member(u,union(v,sum_class(range_of(null_class)))).
% 299.74/300.46 102424[4:Rew:102293.0,82682.1] || member(u,universal_class) -> member(u,complement(union(v,sum_class(range_of(null_class)))))* member(u,union(v,apply(null_class,w)))*.
% 299.74/300.46 102437[4:Rew:102293.0,82674.1] || member(u,universal_class) -> member(u,complement(union(sum_class(range_of(null_class)),v)))* member(u,union(apply(null_class,w),v))*.
% 299.74/300.46 102439[4:Rew:102293.0,82626.0] || -> equal(union(intersection(apply(null_class,u),v),complement(union(sum_class(range_of(null_class)),v))),complement(symmetric_difference(apply(null_class,u),v)))**.
% 299.74/300.46 102455[4:Rew:102293.0,82693.0] || -> equal(union(intersection(sum_class(range_of(null_class)),u),complement(union(apply(null_class,v),u))),complement(symmetric_difference(sum_class(range_of(null_class)),u)))**.
% 299.74/300.46 102472[0:Rew:102293.0,88214.0] || -> equal(union(intersection(u,symmetric_difference(v,w)),complement(union(u,symmetric_difference(w,v)))),complement(symmetric_difference(u,symmetric_difference(v,w))))**.
% 299.74/300.46 102477[4:Rew:102293.0,84135.0] || -> equal(union(intersection(u,apply(null_class,v)),complement(union(u,apply(null_class,w)))),complement(symmetric_difference(u,apply(null_class,v))))**.
% 299.74/300.46 102481[4:Rew:102293.0,82737.0] || -> equal(union(intersection(u,sum_class(range_of(null_class))),complement(union(u,apply(null_class,v)))),complement(symmetric_difference(u,sum_class(range_of(null_class)))))**.
% 299.74/300.46 102486[4:Rew:102293.0,82670.0] || -> equal(union(intersection(u,apply(null_class,v)),complement(union(u,sum_class(range_of(null_class))))),complement(symmetric_difference(u,apply(null_class,v))))**.
% 299.74/300.46 102567[0:Rew:102293.0,23992.0] || -> subclass(complement(union(u,intersection(complement(v),union(w,x)))),intersection(complement(u),union(v,complement(union(w,x)))))*.
% 299.74/300.46 102591[4:Rew:102293.0,92080.1] || member(u,symmetric_difference(complement(v),union(w,x)))* equal(successor(union(v,complement(union(w,x)))),null_class) -> .
% 299.74/300.46 102809[0:Rew:102293.0,9319.0] || subclass(universal_class,union(u,complement(union(v,w)))) member(singleton(x),intersection(complement(u),union(v,w)))* -> .
% 299.74/300.46 102824[4:Rew:102293.0,100963.0] || equal(union(u,complement(union(v,w))),cantor(xf)) member(x__dfg,intersection(complement(u),union(v,w)))* -> .
% 299.74/300.46 102833[0:Rew:102293.0,24014.0] || -> subclass(complement(union(intersection(complement(u),union(v,w)),x)),intersection(union(u,complement(union(v,w))),complement(x)))*.
% 299.74/300.46 102842[0:Rew:102293.0,28214.1] || equal(complement(successor(intersection(complement(u),union(v,w)))),universal_class)** -> member(x__dfg,union(u,complement(union(v,w)))).
% 299.74/300.46 102843[0:Rew:102293.0,28335.1] || equal(complement(successor(intersection(complement(u),union(v,w)))),universal_class)** -> member(omega,union(u,complement(union(v,w)))).
% 299.74/300.46 102846[0:Rew:102293.0,28446.1] || equal(complement(successor(intersection(complement(u),union(v,w)))),universal_class)** -> member(null_class,union(u,complement(union(v,w)))).
% 299.74/300.46 102895[6:Rew:102293.0,100982.0] || equal(union(u,complement(union(v,w))),singleton(null_class)) member(null_class,intersection(complement(u),union(v,w)))* -> .
% 299.74/300.46 102896[6:Rew:102293.0,100981.0] || equal(union(u,complement(union(v,w))),successor(null_class)) member(null_class,intersection(complement(u),union(v,w)))* -> .
% 299.74/300.46 103003[0:Rew:102293.0,23995.0] || -> subclass(complement(union(u,intersection(union(v,w),complement(x)))),intersection(complement(u),union(complement(union(v,w)),x)))*.
% 299.74/300.46 103027[4:Rew:102293.0,91565.1] || member(u,symmetric_difference(union(v,w),complement(x)))* equal(successor(union(complement(union(v,w)),x)),null_class) -> .
% 299.74/300.46 103057[0:Rew:102293.0,33429.0] || member(regular(intersection(u,union(v,w))),complement(union(v,w)))* -> equal(intersection(u,union(v,w)),null_class).
% 299.74/300.46 103073[0:Rew:102293.0,46763.2] || equal(u,union(v,w))* member(x,universal_class) -> member(x,complement(union(v,w)))* member(x,u)*.
% 299.74/300.46 103148[0:Rew:102293.0,9242.0] || subclass(universal_class,union(complement(union(u,v)),w)) member(singleton(x),intersection(union(u,v),complement(w)))* -> .
% 299.74/300.46 103163[4:Rew:102293.0,101674.0] || equal(union(complement(union(u,v)),w),cantor(xf)) member(x__dfg,intersection(union(u,v),complement(w)))* -> .
% 299.74/300.46 103172[0:Rew:102293.0,24017.0] || -> subclass(complement(union(intersection(union(u,v),complement(w)),x)),intersection(union(complement(union(u,v)),w),complement(x)))*.
% 299.74/300.46 103181[0:Rew:102293.0,28217.1] || equal(complement(successor(intersection(union(u,v),complement(w)))),universal_class)** -> member(x__dfg,union(complement(union(u,v)),w)).
% 299.74/300.46 103182[0:Rew:102293.0,28338.1] || equal(complement(successor(intersection(union(u,v),complement(w)))),universal_class)** -> member(omega,union(complement(union(u,v)),w)).
% 299.74/300.46 103185[0:Rew:102293.0,28449.1] || equal(complement(successor(intersection(union(u,v),complement(w)))),universal_class)** -> member(null_class,union(complement(union(u,v)),w)).
% 299.74/300.46 103232[6:Rew:102293.0,101693.0] || equal(union(complement(union(u,v)),w),singleton(null_class)) member(null_class,intersection(union(u,v),complement(w)))* -> .
% 299.74/300.46 103233[6:Rew:102293.0,101692.0] || equal(union(complement(union(u,v)),w),successor(null_class)) member(null_class,intersection(union(u,v),complement(w)))* -> .
% 299.74/300.46 103335[4:Rew:102293.0,64317.0] || equal(power_class(complement(union(u,v))),singleton(singleton(null_class))) member(singleton(null_class),image(element_relation,union(u,v)))* -> .
% 299.74/300.46 103422[0:Rew:102293.0,33808.0] || member(regular(intersection(union(u,v),w)),complement(union(u,v)))* -> equal(intersection(union(u,v),w),null_class).
% 299.74/300.46 103430[0:Rew:102293.0,35908.0] || subclass(universal_class,symmetric_difference(intersection(u,v),complement(union(u,v))))* -> member(unordered_pair(w,x),complement(symmetric_difference(u,v)))*.
% 299.74/300.46 103536[4:Rew:103496.0,63193.0] || equal(union(null_class,intersection(power_class(complement(power_class(u))),power_class(v))),union(image(element_relation,power_class(u)),complement(power_class(v))))** -> .
% 299.74/300.46 103543[4:Rew:103496.0,62734.0] || equal(union(null_class,intersection(power_class(u),power_class(complement(power_class(v))))),union(complement(power_class(u)),image(element_relation,power_class(v))))** -> .
% 299.74/300.46 103707[4:Rew:103496.0,97742.1] single_valued_class(intersection(union(null_class,union(cross_product(universal_class,universal_class),null_class)),u)) || -> function(intersection(union(null_class,cross_product(universal_class,universal_class)),u))*.
% 299.74/300.46 103708[4:Rew:103496.0,96823.1] single_valued_class(intersection(union(null_class,union(null_class,cross_product(universal_class,universal_class))),u)) || -> function(intersection(union(null_class,cross_product(universal_class,universal_class)),u))*.
% 299.74/300.46 103710[4:Rew:103496.0,98148.1] single_valued_class(intersection(u,union(null_class,union(cross_product(universal_class,universal_class),null_class)))) || -> function(intersection(u,union(null_class,cross_product(universal_class,universal_class))))*.
% 299.74/300.46 103711[4:Rew:103496.0,96930.1] single_valued_class(intersection(u,union(null_class,union(null_class,cross_product(universal_class,universal_class))))) || -> function(intersection(u,union(null_class,cross_product(universal_class,universal_class))))*.
% 299.74/300.46 104195[4:Rew:29733.0,104079.0] || -> equal(complement(union(union(null_class,complement(u)),restrict(u,v,w))),complement(union(complement(u),restrict(u,v,w))))**.
% 299.74/300.46 104202[0:Rew:103959.0,102333.0] || -> equal(union(complement(union(symmetric_difference(u,v),singleton(symmetric_difference(v,u)))),w),union(w,complement(successor(symmetric_difference(v,u)))))**.
% 299.74/300.46 104203[0:Rew:103948.0,102334.0] || -> equal(union(u,complement(union(symmetric_difference(v,w),singleton(symmetric_difference(w,v))))),union(u,complement(successor(symmetric_difference(w,v)))))**.
% 299.74/300.46 104204[4:Rew:103959.0,102337.0] || -> equal(union(complement(union(apply(null_class,u),singleton(apply(null_class,v)))),w),union(w,complement(successor(apply(null_class,v)))))**.
% 299.74/300.46 104205[4:Rew:103948.0,102338.0] || -> equal(union(u,complement(union(apply(null_class,v),singleton(apply(null_class,w))))),union(u,complement(successor(apply(null_class,w)))))**.
% 299.74/300.46 104206[4:Rew:103948.0,102340.0] || -> equal(union(u,complement(union(apply(null_class,v),singleton(sum_class(range_of(null_class)))))),union(u,complement(successor(sum_class(range_of(null_class))))))**.
% 299.74/300.46 104207[4:Rew:103959.0,102343.0] || -> equal(union(complement(union(apply(null_class,u),singleton(sum_class(range_of(null_class))))),v),union(v,complement(successor(sum_class(range_of(null_class))))))**.
% 299.74/300.46 104208[4:Rew:103948.0,102344.0] || -> equal(union(u,complement(union(sum_class(range_of(null_class)),singleton(apply(null_class,v))))),union(u,complement(successor(apply(null_class,v)))))**.
% 299.74/300.46 104209[4:Rew:103959.0,102347.0] || -> equal(union(complement(union(sum_class(range_of(null_class)),singleton(apply(null_class,u)))),v),union(v,complement(successor(apply(null_class,u)))))**.
% 299.74/300.46 104219[0:Rew:102293.0,103275.0] || subclass(power_class(complement(union(u,v))),image(element_relation,union(u,v)))* -> equal(power_class(complement(union(u,v))),null_class).
% 299.74/300.46 104220[2:Rew:102293.0,103345.1] || -> member(power_class(complement(union(u,v))),image(element_relation,union(u,v)))* equal(singleton(power_class(complement(union(u,v)))),null_class).
% 299.74/300.46 104221[0:Rew:103871.0,103361.0] || -> equal(power_class(intersection(union(u,v),complement(singleton(complement(union(u,v)))))),power_class(complement(successor(complement(union(u,v))))))**.
% 299.74/300.46 104261[4:Rew:103496.0,103649.1] single_valued_class(union(null_class,union(null_class,union(cross_product(universal_class,universal_class),cross_product(universal_class,universal_class))))) || -> function(union(null_class,cross_product(universal_class,universal_class)))*.
% 299.74/300.46 104274[0:Rew:71286.1,102267.2] || subclass(complement(u),complement(v)) member(not_subclass_element(complement(u),w),union(v,u))* -> subclass(complement(u),w).
% 299.74/300.46 106501[4:Res:104084.0,10.0] || subclass(union(u,v),regular(complement(union(u,v))))* -> equal(regular(complement(union(u,v))),union(u,v)).
% 299.74/300.46 106875[4:Res:106412.0,7881.0] || subclass(successor(u),v) -> subclass(regular(complement(successor(u))),w) member(not_subclass_element(regular(complement(successor(u))),w),v)*.
% 299.74/300.46 106934[4:Res:106427.0,7881.0] || subclass(power_class(u),v) -> subclass(regular(complement(power_class(u))),w) member(not_subclass_element(regular(complement(power_class(u))),w),v)*.
% 299.74/300.46 107310[4:Res:106506.0,3479.0] || subclass(u,v) -> equal(regular(union(null_class,complement(u))),null_class) member(regular(regular(union(null_class,complement(u)))),v)*.
% 299.74/300.46 107331[4:Res:106506.0,3482.0] || -> equal(regular(union(null_class,complement(intersection(u,v)))),null_class) member(regular(regular(union(null_class,complement(intersection(u,v))))),v)*.
% 299.74/300.46 107332[4:Res:106506.0,3481.0] || -> equal(regular(union(null_class,complement(intersection(u,v)))),null_class) member(regular(regular(union(null_class,complement(intersection(u,v))))),u)*.
% 299.74/300.46 107378[4:Rew:103496.0,107284.0] || -> subclass(regular(union(complement(power_class(u)),intersection(power_class(v),complement(w)))),intersection(power_class(u),union(complement(power_class(v)),w)))*.
% 299.74/300.46 107379[4:Rew:103496.0,107283.0] || -> subclass(regular(union(complement(power_class(u)),intersection(complement(v),power_class(w)))),intersection(power_class(u),union(v,complement(power_class(w)))))*.
% 299.74/300.46 107380[4:Rew:103496.0,107282.0] || -> subclass(regular(union(intersection(power_class(u),complement(v)),complement(power_class(w)))),intersection(union(complement(power_class(u)),v),power_class(w)))*.
% 299.74/300.46 107381[4:Rew:103496.0,107281.0] || -> subclass(regular(union(intersection(complement(u),power_class(v)),complement(power_class(w)))),intersection(union(u,complement(power_class(v))),power_class(w)))*.
% 299.74/300.46 107383[4:Rew:103496.0,107325.1,28759.0,107325.1,103496.0,107325.0,28759.0,107325.0] || member(not_subclass_element(regular(union(null_class,compose(element_relation,universal_class))),u),element_relation)* -> subclass(regular(union(null_class,compose(element_relation,universal_class))),u).
% 299.74/300.46 107447[4:SpR:48835.0,107357.0] || -> subclass(regular(union(null_class,intersection(power_class(u),power_class(complement(power_class(v)))))),union(complement(power_class(u)),image(element_relation,power_class(v))))*.
% 299.74/300.46 107448[4:SpR:48838.0,107357.0] || -> subclass(regular(union(null_class,intersection(power_class(complement(power_class(u))),power_class(v)))),union(image(element_relation,power_class(u)),complement(power_class(v))))*.
% 299.74/300.46 107497[4:Res:107357.0,7881.0] || subclass(complement(u),v) -> subclass(regular(union(null_class,u)),w) member(not_subclass_element(regular(union(null_class,u)),w),v)*.
% 299.74/300.46 107584[0:SpR:103871.0,102302.0] || -> equal(complement(intersection(power_class(complement(successor(u))),union(v,w))),union(image(element_relation,successor(u)),complement(union(v,w))))**.
% 299.74/300.46 107599[0:SpR:103871.0,102312.0] || -> equal(complement(intersection(union(u,v),power_class(complement(successor(w))))),union(complement(union(u,v)),image(element_relation,successor(w))))**.
% 299.74/300.46 107636[0:SpL:103871.0,6374.1] || member(u,universal_class) subclass(universal_class,power_class(complement(successor(v)))) member(power_class(u),image(element_relation,successor(v)))* -> .
% 299.74/300.46 107637[0:SpL:103871.0,6315.1] || member(u,universal_class) subclass(universal_class,power_class(complement(successor(v)))) member(sum_class(u),image(element_relation,successor(v)))* -> .
% 299.74/300.46 107760[4:Res:107467.0,7881.0] || subclass(complement(u),v) -> subclass(regular(union(u,null_class)),w) member(not_subclass_element(regular(union(u,null_class)),w),v)*.
% 299.74/300.46 107869[4:Res:107480.0,7881.0] || subclass(complement(u),v) -> subclass(regular(union(u,u)),w) member(not_subclass_element(regular(union(u,u)),w),v)*.
% 299.74/300.46 108240[2:SpR:103948.0,35620.0] || -> subclass(regular(intersection(complement(u),successor(v))),union(u,complement(successor(v))))* equal(intersection(complement(u),successor(v)),null_class).
% 299.74/300.46 108246[0:SpR:103948.0,47967.0] || -> equal(complement(intersection(union(u,complement(successor(v))),power_class(w))),union(intersection(complement(u),successor(v)),complement(power_class(w))))**.
% 299.74/300.46 108266[0:SpR:103948.0,103948.0] || -> equal(complement(intersection(union(u,complement(successor(v))),successor(w))),union(intersection(complement(u),successor(v)),complement(successor(w))))**.
% 299.74/300.46 108275[0:SpR:103948.0,47973.0] || -> equal(complement(intersection(power_class(u),union(v,complement(successor(w))))),union(complement(power_class(u)),intersection(complement(v),successor(w))))**.
% 299.74/300.46 108280[0:SpR:103948.0,3413.1] || -> equal(symmetric_difference(complement(u),successor(v)),null_class) member(regular(symmetric_difference(complement(u),successor(v))),union(u,complement(successor(v))))*.
% 299.74/300.46 108294[0:SpR:102311.0,103948.0] || -> equal(complement(intersection(power_class(complement(union(u,v))),successor(w))),union(image(element_relation,union(u,v)),complement(successor(w))))**.
% 299.74/300.46 108296[0:SpR:47967.0,103948.0] || -> equal(complement(intersection(union(u,complement(power_class(v))),successor(w))),union(intersection(complement(u),power_class(v)),complement(successor(w))))**.
% 299.74/300.46 108297[0:SpR:47973.0,103948.0] || -> equal(complement(intersection(union(complement(power_class(u)),v),successor(w))),union(intersection(power_class(u),complement(v)),complement(successor(w))))**.
% 299.74/300.46 108368[0:SpL:103948.0,6546.1] || member(u,symmetric_difference(complement(v),successor(w)))* subclass(union(v,complement(successor(w))),x)* -> member(u,x)*.
% 299.74/300.46 108444[0:Rew:103948.0,108333.1] || subclass(union(u,complement(successor(v))),intersection(complement(u),successor(v)))* -> equal(union(u,complement(successor(v))),null_class).
% 299.74/300.46 108445[2:Rew:103948.0,108258.1] || -> member(union(u,complement(successor(v))),intersection(complement(u),successor(v)))* equal(singleton(union(u,complement(successor(v)))),null_class).
% 299.74/300.46 108540[4:Res:106492.0,10.0] || subclass(union(u,null_class),regular(union(null_class,complement(u))))* -> equal(regular(union(null_class,complement(u))),union(u,null_class)).
% 299.74/300.46 108590[4:Rew:103496.0,108505.0,80005.0,108505.0] || -> subclass(regular(union(image(element_relation,power_class(u)),complement(power_class(v)))),union(null_class,intersection(power_class(complement(power_class(u))),power_class(v))))*.
% 299.74/300.46 108591[4:Rew:103496.0,108504.0,80005.0,108504.0] || -> subclass(regular(union(complement(power_class(u)),image(element_relation,power_class(v)))),union(null_class,intersection(power_class(u),power_class(complement(power_class(v))))))*.
% 299.74/300.46 108673[4:Res:106493.0,10.0] || subclass(union(null_class,u),regular(union(null_class,complement(u))))* -> equal(regular(union(null_class,complement(u))),union(null_class,u)).
% 299.74/300.46 108831[4:Res:107528.0,10.0] || subclass(union(null_class,complement(u)),regular(union(u,null_class)))* -> equal(union(null_class,complement(u)),regular(union(u,null_class))).
% 299.74/300.46 109143[4:Rew:28759.0,109142.0] || -> equal(union(null_class,symmetric_difference(intersection(u,v),complement(union(u,v)))),symmetric_difference(intersection(u,v),complement(union(u,v))))**.
% 299.74/300.46 109225[4:Res:107529.0,10.0] || subclass(union(null_class,complement(u)),regular(union(null_class,u)))* -> equal(union(null_class,complement(u)),regular(union(null_class,u))).
% 299.74/300.46 109361[4:Res:106491.0,10.0] || subclass(union(u,u),regular(union(null_class,complement(u))))* -> equal(union(u,u),regular(union(null_class,complement(u)))).
% 299.74/300.46 109456[9:Res:107477.1,3479.0] function(u) || subclass(complement(u),v) -> equal(regular(successor(u)),null_class) member(regular(regular(successor(u))),v)*.
% 299.74/300.46 109537[4:Res:107527.0,10.0] || subclass(union(null_class,complement(u)),regular(union(u,u)))* -> equal(union(null_class,complement(u)),regular(union(u,u))).
% 299.74/300.46 110004[0:SpL:106411.0,421.1] || member(u,universal_class) subclass(complement(union(v,w)),x)* -> member(u,union(w,v))* member(u,x)*.
% 299.74/300.46 110011[0:SpL:106411.0,9516.0] || equal(u,complement(union(v,w)))* member(x,universal_class) -> member(x,union(w,v))* member(x,u)*.
% 299.74/300.46 110016[0:SpL:106411.0,48188.0] || member(u,symmetric_difference(power_class(v),complement(union(w,x))))* -> member(u,union(complement(power_class(v)),union(x,w))).
% 299.74/300.46 110327[4:Res:107482.0,10.0] || subclass(complement(union(u,v)),regular(union(u,v)))* -> equal(complement(union(u,v)),regular(union(u,v))).
% 299.74/300.46 110437[4:Res:109034.0,10.0] || subclass(symmetric_difference(u,v),regular(complement(symmetric_difference(v,u))))* -> equal(regular(complement(symmetric_difference(v,u))),symmetric_difference(u,v)).
% 299.74/300.46 110568[4:Res:109837.0,10.0] || subclass(union(u,v),regular(complement(union(v,u))))* -> equal(regular(complement(union(v,u))),union(u,v)).
% 299.74/300.46 110732[4:Res:19302.1,102304.0] || equal(image(element_relation,union(u,v)),singleton(singleton(null_class))) member(singleton(null_class),power_class(complement(union(u,v))))* -> .
% 299.74/300.46 111015[4:Res:110094.0,10.0] || subclass(complement(union(u,v)),regular(union(v,u)))* -> equal(complement(union(u,v)),regular(union(v,u))).
% 299.74/300.46 111144[4:Res:110385.0,10.0] || subclass(symmetric_difference(u,v),regular(complement(symmetric_difference(u,v))))* -> equal(regular(complement(symmetric_difference(u,v))),symmetric_difference(u,v)).
% 299.74/300.46 111324[0:Rew:75578.0,111186.0] || -> subclass(intersection(complement(restrict(u,v,w)),intersection(x,union(cross_product(v,w),u))),symmetric_difference(cross_product(v,w),u))*.
% 299.74/300.46 111325[0:Rew:75578.0,111187.0] || -> subclass(intersection(complement(restrict(u,v,w)),intersection(x,union(u,cross_product(v,w)))),symmetric_difference(u,cross_product(v,w)))*.
% 299.74/300.46 111326[0:Rew:75578.0,111190.0] || -> subclass(intersection(union(complement(u),power_class(v)),intersection(w,union(u,complement(power_class(v))))),symmetric_difference(complement(u),power_class(v)))*.
% 299.74/300.46 111327[0:Rew:75578.0,111198.0] || -> subclass(intersection(union(complement(power_class(u)),v),intersection(w,union(power_class(u),complement(v)))),symmetric_difference(power_class(u),complement(v)))*.
% 299.74/300.46 111270[0:Res:73202.0,10.0] || subclass(intersection(u,v),intersection(intersection(w,u),v))* -> equal(intersection(intersection(w,u),v),intersection(u,v)).
% 299.74/300.46 111545[4:Rew:103496.0,111544.0,28759.0,111544.0] || -> equal(union(u,union(null_class,intersection(power_class(v),union(w,x)))),union(u,intersection(power_class(v),union(w,x))))**.
% 299.74/300.46 111552[4:Rew:103496.0,111551.0,28759.0,111551.0] || -> equal(union(union(null_class,intersection(power_class(u),union(v,w))),x),union(intersection(power_class(u),union(v,w)),x))**.
% 299.74/300.46 111767[0:Rew:75578.0,111629.0] || -> subclass(intersection(complement(restrict(u,v,w)),intersection(union(cross_product(v,w),u),x)),symmetric_difference(cross_product(v,w),u))*.
% 299.74/300.46 111768[0:Rew:75578.0,111630.0] || -> subclass(intersection(complement(restrict(u,v,w)),intersection(union(u,cross_product(v,w)),x)),symmetric_difference(u,cross_product(v,w)))*.
% 299.74/300.46 111769[0:Rew:75578.0,111633.0] || -> subclass(intersection(union(complement(u),power_class(v)),intersection(union(u,complement(power_class(v))),w)),symmetric_difference(complement(u),power_class(v)))*.
% 299.74/300.46 111770[0:Rew:75578.0,111641.0] || -> subclass(intersection(union(complement(power_class(u)),v),intersection(union(power_class(u),complement(v)),w)),symmetric_difference(power_class(u),complement(v)))*.
% 299.74/300.46 111713[0:Res:73203.0,10.0] || subclass(intersection(u,v),intersection(intersection(u,w),v))* -> equal(intersection(intersection(u,w),v),intersection(u,v)).
% 299.74/300.46 111821[4:Res:111688.0,10.0] || subclass(intersection(singleton(null_class),u),intersection(successor(null_class),u))* -> equal(intersection(successor(null_class),u),intersection(singleton(null_class),u)).
% 299.74/300.46 112101[4:Rew:103496.0,112100.0,28759.0,112100.0] || -> equal(union(u,union(null_class,intersection(union(v,w),power_class(x)))),union(u,intersection(union(v,w),power_class(x))))**.
% 299.74/300.46 112108[4:Rew:103496.0,112107.0,28759.0,112107.0] || -> equal(union(union(null_class,intersection(union(u,v),power_class(w))),x),union(intersection(union(u,v),power_class(w)),x))**.
% 299.74/300.46 112595[4:Res:111774.0,10.0] || subclass(intersection(u,singleton(null_class)),intersection(successor(null_class),u))* -> equal(intersection(u,singleton(null_class)),intersection(successor(null_class),u)).
% 299.74/300.46 112828[4:SpL:28759.0,102295.0] || member(u,symmetric_difference(union(null_class,v),union(w,x)))* -> member(u,union(complement(v),complement(union(w,x)))).
% 299.74/300.46 112858[4:Res:67798.1,102295.0] || equal(complement(symmetric_difference(complement(u),union(v,w))),null_class) -> member(singleton(x),union(u,complement(union(v,w))))*.
% 299.74/300.46 112867[5:Res:21248.1,102295.0] || subclass(universal_class,symmetric_difference(complement(u),union(v,w))) -> member(apply(null_class,x),union(u,complement(union(v,w))))*.
% 299.74/300.46 112869[0:Res:405.1,102295.0] || subclass(universal_class,symmetric_difference(complement(u),union(v,w))) -> member(unordered_pair(x,y),union(u,complement(union(v,w))))*.
% 299.74/300.46 112876[5:Res:21256.1,102295.0] || subclass(universal_class,symmetric_difference(complement(u),union(v,w))) -> member(sum_class(range_of(null_class)),union(u,complement(union(v,w))))*.
% 299.74/300.46 112892[0:Res:429.1,102295.0] || subclass(universal_class,symmetric_difference(complement(u),union(v,w))) -> member(ordered_pair(x,y),union(u,complement(union(v,w))))*.
% 299.74/300.46 112893[2:Res:31230.1,102295.0] || equal(symmetric_difference(complement(u),union(v,w)),domain_relation) -> member(ordered_pair(null_class,null_class),union(u,complement(union(v,w))))*.
% 299.74/300.46 112894[2:Res:7349.1,102295.0] || subclass(domain_relation,symmetric_difference(complement(u),union(v,w))) -> member(ordered_pair(null_class,null_class),union(u,complement(union(v,w))))*.
% 299.74/300.46 113147[6:SpR:112982.0,17832.2] || member(successor(null_class),universal_class) subclass(domain_relation,symmetric_difference(u,v)) -> member(ordered_pair(successor(null_class),null_class),union(u,v))*.
% 299.74/300.46 113162[9:Rew:7171.0,113158.1] function(u) || subclass(range_of(u),null_class) equal(cantor(cantor(v)),universal_class) -> compatible(u,v,successor(null_class))*.
% 299.74/300.46 113163[6:Rew:112982.0,113148.1] || member(successor(null_class),universal_class) equal(compose(u,successor(null_class)),null_class) -> member(ordered_pair(successor(null_class),null_class),compose_class(u))*.
% 299.74/300.46 113180[6:SpL:112707.0,1000.1] || member(ordered_pair(u,v),compose(w,successor(null_class)))* subclass(image(w,range_of(null_class)),x)* -> member(v,x)*.
% 299.74/300.46 113221[4:SpL:28759.0,102309.0] || member(u,symmetric_difference(union(v,w),union(null_class,x)))* -> member(u,union(complement(union(v,w)),complement(x))).
% 299.74/300.46 113289[4:Res:67798.1,102309.0] || equal(complement(symmetric_difference(union(u,v),complement(w))),null_class) -> member(singleton(x),union(complement(union(u,v)),w))*.
% 299.74/300.46 113298[5:Res:21248.1,102309.0] || subclass(universal_class,symmetric_difference(union(u,v),complement(w))) -> member(apply(null_class,x),union(complement(union(u,v)),w))*.
% 299.74/300.46 113300[0:Res:405.1,102309.0] || subclass(universal_class,symmetric_difference(union(u,v),complement(w))) -> member(unordered_pair(x,y),union(complement(union(u,v)),w))*.
% 299.74/300.46 113307[5:Res:21256.1,102309.0] || subclass(universal_class,symmetric_difference(union(u,v),complement(w))) -> member(sum_class(range_of(null_class)),union(complement(union(u,v)),w))*.
% 299.74/300.46 113323[0:Res:429.1,102309.0] || subclass(universal_class,symmetric_difference(union(u,v),complement(w))) -> member(ordered_pair(x,y),union(complement(union(u,v)),w))*.
% 299.74/300.46 113324[2:Res:31230.1,102309.0] || equal(symmetric_difference(union(u,v),complement(w)),domain_relation) -> member(ordered_pair(null_class,null_class),union(complement(union(u,v)),w))*.
% 299.74/300.46 113325[2:Res:7349.1,102309.0] || subclass(domain_relation,symmetric_difference(union(u,v),complement(w))) -> member(ordered_pair(null_class,null_class),union(complement(union(u,v)),w))*.
% 299.74/300.46 113587[2:MRR:113495.0,6257.1] || -> member(image(element_relation,union(u,v)),power_class(complement(union(u,v))))* equal(singleton(image(element_relation,union(u,v))),null_class).
% 299.74/300.46 113659[4:Res:111796.0,10.0] || subclass(intersection(singleton(null_class),u),intersection(u,successor(null_class)))* -> equal(intersection(singleton(null_class),u),intersection(u,successor(null_class))).
% 299.74/300.46 113717[4:Res:112569.0,10.0] || subclass(intersection(u,singleton(null_class)),intersection(u,successor(null_class)))* -> equal(intersection(u,successor(null_class)),intersection(u,singleton(null_class))).
% 299.74/300.46 114148[4:Res:11057.1,102294.0] || equal(intersection(complement(u),union(v,w)),cantor(xf)) member(x__dfg,union(u,complement(union(v,w))))* -> .
% 299.74/300.46 114155[0:Res:406.1,102294.0] || subclass(universal_class,intersection(complement(u),union(v,w))) member(singleton(x),union(u,complement(union(v,w))))* -> .
% 299.74/300.46 114166[6:Res:32644.1,102294.0] || equal(intersection(complement(u),union(v,w)),successor(null_class)) member(null_class,union(u,complement(union(v,w))))* -> .
% 299.74/300.46 114167[6:Res:32575.1,102294.0] || equal(intersection(complement(u),union(v,w)),singleton(null_class)) member(null_class,union(u,complement(union(v,w))))* -> .
% 299.74/300.46 114673[4:Res:111679.0,10.0] || subclass(intersection(u,v),intersection(union(null_class,u),v))* -> equal(intersection(union(null_class,u),v),intersection(u,v)).
% 299.74/300.46 114817[4:Res:111680.0,10.0] || subclass(intersection(u,v),intersection(union(u,null_class),v))* -> equal(intersection(union(u,null_class),v),intersection(u,v)).
% 299.74/300.46 115027[4:Rew:75578.0,114899.0] || -> subclass(intersection(union(cross_product(u,v),w),union(null_class,complement(restrict(w,u,v)))),symmetric_difference(cross_product(u,v),w))*.
% 299.74/300.46 115028[4:Rew:75578.0,114900.0] || -> subclass(intersection(union(u,cross_product(v,w)),union(null_class,complement(restrict(u,v,w)))),symmetric_difference(u,cross_product(v,w)))*.
% 299.74/300.46 114979[4:Res:114571.0,10.0] || subclass(intersection(u,v),intersection(union(null_class,v),u))* -> equal(intersection(union(null_class,v),u),intersection(u,v)).
% 299.74/300.46 115120[4:Res:11057.1,102308.0] || equal(intersection(union(u,v),complement(w)),cantor(xf)) member(x__dfg,union(complement(union(u,v)),w))* -> .
% 299.74/300.46 115127[0:Res:406.1,102308.0] || subclass(universal_class,intersection(union(u,v),complement(w))) member(singleton(x),union(complement(union(u,v)),w))* -> .
% 299.74/300.46 115138[6:Res:32644.1,102308.0] || equal(intersection(union(u,v),complement(w)),successor(null_class)) member(null_class,union(complement(union(u,v)),w))* -> .
% 299.74/300.46 115139[6:Res:32575.1,102308.0] || equal(intersection(union(u,v),complement(w)),singleton(null_class)) member(null_class,union(complement(union(u,v)),w))* -> .
% 299.74/300.46 115672[4:SpR:104178.0,103496.0] || -> equal(union(null_class,complement(intersection(union(u,v),union(w,x)))),complement(intersection(union(u,v),union(w,x))))**.
% 299.74/300.46 115983[4:Rew:28759.0,115676.0] || -> subclass(regular(complement(intersection(union(u,v),union(w,x)))),union(null_class,intersection(union(u,v),union(w,x))))*.
% 299.74/300.46 115989[4:Rew:28759.0,115849.0,104178.0,115849.0] || equal(union(null_class,intersection(union(u,v),union(w,x))),complement(intersection(union(w,x),union(u,v))))** -> .
% 299.74/300.46 115993[4:Rew:28759.0,115702.0,104178.0,115702.0] || -> subclass(regular(union(null_class,intersection(union(u,v),union(w,x)))),complement(intersection(union(w,x),union(u,v))))*.
% 299.74/300.46 115994[4:Rew:104178.0,115701.0,28759.0,115701.0] || -> subclass(regular(complement(intersection(union(u,v),union(w,x)))),union(null_class,intersection(union(w,x),union(u,v))))*.
% 299.74/300.46 115995[4:Rew:28759.0,115700.0,104178.0,115700.0,28759.0,115700.0] || -> equal(union(null_class,intersection(union(u,v),union(w,x))),union(null_class,intersection(union(w,x),union(u,v))))*.
% 299.74/300.46 115996[4:Rew:28759.0,115699.0,104178.0,115699.0,28759.0,115699.0] || -> subclass(union(null_class,intersection(union(u,v),union(w,x))),union(null_class,intersection(union(w,x),union(u,v))))*.
% 299.74/300.46 116008[4:Rew:103496.0,115681.2,28759.0,115681.2] || member(u,universal_class) -> member(u,complement(intersection(union(v,w),union(x,y))))* member(u,union(v,w)).
% 299.74/300.46 116009[4:Rew:103496.0,115680.2,28759.0,115680.2] || member(u,universal_class) -> member(u,complement(intersection(union(v,w),union(x,y))))* member(u,union(x,y)).
% 299.74/300.46 116015[4:Rew:48542.0,115673.0,28759.0,115673.0,47963.0,115673.0,28759.0,115673.0] || -> equal(power_class(union(null_class,intersection(union(u,v),union(w,x)))),power_class(intersection(union(u,v),union(w,x))))**.
% 299.74/300.46 116476[4:Rew:115340.0,116359.1] || member(not_subclass_element(intersection(union(null_class,complement(u)),v),null_class),u)* -> subclass(intersection(union(null_class,complement(u)),v),null_class).
% 299.74/300.46 116477[4:Rew:115340.0,116348.1] || member(not_subclass_element(intersection(u,union(null_class,complement(v))),null_class),v)* -> subclass(intersection(u,union(null_class,complement(v))),null_class).
% 299.74/300.46 116642[0:SpR:102469.0,9918.1] || member(u,universal_class) -> member(u,complement(symmetric_difference(cross_product(v,w),x)))* member(u,complement(restrict(x,v,w))).
% 299.74/300.46 116917[4:Res:114646.0,10.0] || subclass(intersection(u,v),intersection(v,union(null_class,u)))* -> equal(intersection(v,union(null_class,u)),intersection(u,v)).
% 299.74/300.46 117267[4:Res:114727.0,10.0] || subclass(intersection(u,v),intersection(union(v,null_class),u))* -> equal(intersection(union(v,null_class),u),intersection(u,v)).
% 299.74/300.46 117415[4:Res:114791.0,10.0] || subclass(intersection(u,v),intersection(v,union(u,null_class)))* -> equal(intersection(v,union(u,null_class)),intersection(u,v)).
% 299.74/300.46 117504[0:SpR:102489.0,9918.1] || member(u,universal_class) -> member(u,complement(symmetric_difference(v,cross_product(w,x))))* member(u,complement(restrict(v,w,x))).
% 299.74/300.46 117765[4:Res:114952.0,10.0] || subclass(intersection(u,v),intersection(u,union(null_class,v)))* -> equal(intersection(u,union(null_class,v)),intersection(u,v)).
% 299.74/300.46 118166[4:SpR:117109.1,75586.0] || equal(union(cross_product(u,v),w),universal_class) -> equal(symmetric_difference(cross_product(u,v),w),complement(restrict(w,u,v)))**.
% 299.74/300.46 118167[4:SpR:117109.1,75587.0] || equal(union(u,cross_product(v,w)),universal_class) -> equal(symmetric_difference(u,cross_product(v,w)),complement(restrict(u,v,w)))**.
% 299.74/300.46 118171[4:SpR:117109.1,48104.0] || equal(union(u,complement(power_class(v))),universal_class) -> equal(symmetric_difference(complement(u),power_class(v)),union(complement(u),power_class(v)))**.
% 299.74/300.46 118192[4:SpR:117109.1,75585.0] || equal(union(power_class(u),complement(v)),universal_class) -> equal(symmetric_difference(power_class(u),complement(v)),union(complement(power_class(u)),v))**.
% 299.74/300.46 118637[4:Res:117240.0,10.0] || subclass(intersection(u,v),intersection(u,union(v,null_class)))* -> equal(intersection(u,union(v,null_class)),intersection(u,v)).
% 299.74/300.46 118931[0:Rew:102945.0,118824.0] || -> equal(union(complement(power_class(u)),image(element_relation,union(v,w))),union(complement(power_class(u)),image(element_relation,union(w,v))))*.
% 299.74/300.46 118871[4:SpL:102945.0,47766.0] || equal(union(complement(power_class(u)),image(element_relation,union(v,w))),intersection(power_class(u),power_class(complement(union(v,w)))))** -> .
% 299.74/300.46 118942[4:Rew:10128.0,118847.1] || subclass(power_class(complement(union(u,v))),null_class) -> equal(union(complement(power_class(w)),image(element_relation,union(u,v))),universal_class)**.
% 299.74/300.46 118950[4:Rew:103496.0,118719.0] || -> subclass(regular(union(complement(power_class(u)),image(element_relation,union(v,w)))),intersection(power_class(u),power_class(complement(union(v,w)))))*.
% 299.74/300.46 119183[4:SpR:117951.1,75586.0] || equal(complement(restrict(u,v,w)),universal_class) -> equal(symmetric_difference(cross_product(v,w),u),union(cross_product(v,w),u))**.
% 299.74/300.46 119184[4:SpR:117951.1,75587.0] || equal(complement(restrict(u,v,w)),universal_class) -> equal(symmetric_difference(u,cross_product(v,w)),union(u,cross_product(v,w)))**.
% 299.74/300.46 119188[4:SpR:117951.1,48104.0] || equal(union(complement(u),power_class(v)),universal_class) -> equal(symmetric_difference(complement(u),power_class(v)),union(u,complement(power_class(v))))**.
% 299.74/300.46 119209[4:SpR:117951.1,75585.0] || equal(union(complement(power_class(u)),v),universal_class) -> equal(symmetric_difference(power_class(u),complement(v)),union(power_class(u),complement(v)))**.
% 299.74/300.46 120524[0:Res:73512.0,10.0] || subclass(intersection(u,v),intersection(v,intersection(u,w)))* -> equal(intersection(v,intersection(u,w)),intersection(u,v)).
% 299.74/300.46 120696[0:Res:73515.0,10.0] || subclass(intersection(u,v),intersection(v,intersection(w,u)))* -> equal(intersection(v,intersection(w,u)),intersection(u,v)).
% 299.74/300.46 120751[0:SpR:90326.0,7786.1] || -> subclass(symmetric_difference(u,intersection(u,v)),w) member(not_subclass_element(symmetric_difference(u,intersection(u,v)),w),complement(intersection(u,v)))*.
% 299.74/300.46 121079[0:Rew:90326.0,120973.1] || member(not_subclass_element(u,complement(intersection(v,w))),symmetric_difference(v,intersection(v,w)))* -> subclass(u,complement(intersection(v,w))).
% 299.74/300.46 121257[0:SpR:90468.0,7786.1] || -> subclass(symmetric_difference(u,intersection(v,u)),w) member(not_subclass_element(symmetric_difference(u,intersection(v,u)),w),complement(intersection(v,u)))*.
% 299.74/300.46 121574[0:Rew:90468.0,121482.1] || member(not_subclass_element(u,complement(intersection(v,w))),symmetric_difference(w,intersection(v,w)))* -> subclass(u,complement(intersection(v,w))).
% 299.74/300.46 121889[0:Res:91863.0,10.0] || subclass(union(u,v),intersection(w,symmetric_difference(v,u)))* -> equal(intersection(w,symmetric_difference(v,u)),union(u,v)).
% 299.74/300.46 121973[4:Res:92199.1,3479.0] || subclass(u,v)* subclass(v,w)* -> equal(union(u,u),null_class) member(regular(union(u,u)),w)*.
% 299.74/300.46 121991[4:Res:92199.1,10202.0] || subclass(u,complement(compose(element_relation,universal_class)))* member(regular(union(u,u)),element_relation)* -> equal(union(u,u),null_class).
% 299.74/300.46 122003[4:Res:92199.1,7887.0] || subclass(u,restrict(v,w,x))* -> subclass(union(u,u),y) member(not_subclass_element(union(u,u),y),v)*.
% 299.74/300.46 122127[0:Res:92692.0,10.0] || subclass(union(u,v),intersection(symmetric_difference(v,u),w))* -> equal(intersection(symmetric_difference(v,u),w),union(u,v)).
% 299.74/300.46 122359[0:SpR:92837.1,569.0] || subclass(union(u,v),union(complement(u),complement(v)))* -> equal(symmetric_difference(complement(u),complement(v)),union(u,v)).
% 299.74/300.46 122360[0:SpR:92837.1,9395.0] || subclass(successor(u),union(complement(u),complement(singleton(u))))* -> equal(symmetric_difference(complement(u),complement(singleton(u))),successor(u)).
% 299.74/300.46 122577[0:Rew:80566.0,122467.1] || subclass(u,v) member(w,symmetric_difference(complement(u),union(u,v)))* -> member(w,complement(symmetric_difference(u,v))).
% 299.74/300.46 122836[0:SpL:102311.0,122349.0] || subclass(image(element_relation,union(u,v)),power_class(complement(union(u,v))))* -> equal(image(element_relation,union(u,v)),null_class).
% 299.74/300.46 122838[0:SpL:47967.0,122349.0] || subclass(intersection(complement(u),power_class(v)),union(u,complement(power_class(v))))* -> equal(intersection(complement(u),power_class(v)),null_class).
% 299.74/300.46 122839[0:SpL:103948.0,122349.0] || subclass(intersection(complement(u),successor(v)),union(u,complement(successor(v))))* -> equal(intersection(complement(u),successor(v)),null_class).
% 299.74/300.46 122840[0:SpL:47973.0,122349.0] || subclass(intersection(power_class(u),complement(v)),union(complement(power_class(u)),v))* -> equal(intersection(power_class(u),complement(v)),null_class).
% 299.74/300.46 123198[4:SpL:103074.0,47766.0] || equal(union(image(element_relation,power_class(u)),complement(union(v,w))),intersection(power_class(complement(power_class(u))),union(v,w)))** -> .
% 299.74/300.46 123270[4:Rew:103496.0,123044.0] || -> subclass(regular(union(image(element_relation,power_class(u)),complement(union(v,w)))),intersection(power_class(complement(power_class(u))),union(v,w)))*.
% 299.74/300.46 123804[0:Rew:103320.0,123703.0] || -> equal(union(image(element_relation,union(u,v)),complement(power_class(w))),union(image(element_relation,union(v,u)),complement(power_class(w))))*.
% 299.74/300.46 123744[4:SpL:103320.0,47766.0] || equal(union(image(element_relation,union(u,v)),complement(power_class(w))),intersection(power_class(complement(union(u,v))),power_class(w)))** -> .
% 299.74/300.46 123814[4:Rew:10128.0,123713.1] || subclass(power_class(complement(union(u,v))),null_class) -> equal(union(image(element_relation,union(u,v)),complement(power_class(w))),universal_class)**.
% 299.74/300.46 123823[4:Rew:103496.0,123588.0] || -> subclass(regular(union(image(element_relation,union(u,v)),complement(power_class(w)))),intersection(power_class(complement(union(u,v))),power_class(w)))*.
% 299.74/300.46 124003[4:Res:123487.0,3478.0] || -> equal(complement(successor(complement(intersection(singleton(u),v)))),null_class) equal(regular(complement(successor(complement(intersection(singleton(u),v))))),u)**.
% 299.74/300.46 124163[4:Res:123906.0,3478.0] || -> equal(complement(successor(complement(intersection(u,singleton(v))))),null_class) equal(regular(complement(successor(complement(intersection(u,singleton(v)))))),v)**.
% 299.74/300.46 124301[4:Res:123484.0,10.0] || subclass(u,regular(union(null_class,complement(intersection(u,v)))))* -> equal(regular(union(null_class,complement(intersection(u,v)))),u).
% 299.74/300.46 124481[4:Res:124223.0,10.0] || subclass(u,regular(union(null_class,complement(intersection(v,u)))))* -> equal(regular(union(null_class,complement(intersection(v,u)))),u).
% 299.74/300.46 124759[4:SpL:103450.0,47766.0] || equal(union(complement(union(u,v)),image(element_relation,power_class(w))),intersection(union(u,v),power_class(complement(power_class(w)))))** -> .
% 299.74/300.46 124831[4:Rew:103496.0,124605.0] || -> subclass(regular(union(complement(union(u,v)),image(element_relation,power_class(w)))),intersection(union(u,v),power_class(complement(power_class(w)))))*.
% 299.74/300.46 124987[4:Res:124374.0,10.0] || subclass(complement(u),regular(union(u,complement(power_class(v)))))* -> equal(regular(union(u,complement(power_class(v)))),complement(u)).
% 299.74/300.46 125073[4:Res:124375.0,10.0] || subclass(complement(u),regular(union(u,complement(successor(v)))))* -> equal(regular(union(u,complement(successor(v)))),complement(u)).
% 299.74/300.46 125149[4:Res:124376.0,10.0] || subclass(power_class(u),regular(union(complement(power_class(u)),v)))* -> equal(regular(union(complement(power_class(u)),v)),power_class(u)).
% 299.74/300.46 125260[4:Res:124549.0,10.0] || subclass(power_class(u),regular(union(v,complement(power_class(u)))))* -> equal(regular(union(v,complement(power_class(u)))),power_class(u)).
% 299.74/300.46 125301[4:Res:124550.0,10.0] || subclass(successor(u),regular(union(v,complement(successor(u)))))* -> equal(regular(union(v,complement(successor(u)))),successor(u)).
% 299.74/300.46 125373[4:Res:125303.0,10.0] || subclass(singleton(null_class),regular(union(u,complement(successor(null_class)))))* -> equal(regular(union(u,complement(successor(null_class)))),singleton(null_class)).
% 299.74/300.46 125401[0:Res:9.1,9808.1] || equal(restrict(u,v,w),x)* member(x,universal_class) -> equal(x,null_class) member(apply(choice,x),u)*.
% 299.74/300.46 125557[4:Res:125349.0,10.0] || subclass(singleton(null_class),regular(union(complement(successor(null_class)),u)))* -> equal(regular(union(complement(successor(null_class)),u)),singleton(null_class)).
% 299.74/300.46 125605[4:Res:9.1,17834.1] || equal(restrict(u,v,w),domain_relation)** member(x,universal_class) -> member(ordered_pair(x,cantor(x)),cross_product(v,w))*.
% 299.74/300.46 125685[4:Res:124551.0,10.0] || subclass(complement(u),regular(union(complement(power_class(v)),u)))* -> equal(regular(union(complement(power_class(v)),u)),complement(u)).
% 299.74/300.46 125785[4:Res:125049.0,10.0] || subclass(complement(u),regular(union(complement(successor(v)),u)))* -> equal(regular(union(complement(successor(v)),u)),complement(u)).
% 299.74/300.46 125849[4:Res:125277.0,10.0] || subclass(successor(u),regular(union(complement(successor(u)),v)))* -> equal(regular(union(complement(successor(u)),v)),successor(u)).
% 299.74/300.46 125888[4:SpL:80566.0,31020.0] || member(not_subclass_element(union(null_class,intersection(u,v)),w),symmetric_difference(v,u))* -> subclass(union(null_class,intersection(u,v)),w).
% 299.74/300.46 125914[4:SpL:75578.0,31020.0] || member(not_subclass_element(union(null_class,intersection(u,v)),w),symmetric_difference(v,u))* -> subclass(union(null_class,intersection(v,u)),w).
% 299.74/300.46 125989[4:Rew:71286.1,125954.2] || subclass(u,v) member(not_subclass_element(union(null_class,u),w),symmetric_difference(v,u))* -> subclass(union(null_class,u),w).
% 299.74/300.46 125996[4:Rew:92837.1,125912.2] || subclass(u,v) member(not_subclass_element(union(null_class,u),w),symmetric_difference(u,v))* -> subclass(union(null_class,u),w).
% 299.74/300.46 126131[4:Res:123479.0,10.0] || subclass(u,union(null_class,intersection(intersection(u,v),w)))* -> equal(union(null_class,intersection(intersection(u,v),w)),u).
% 299.74/300.46 126306[4:Res:123491.0,10.0] || subclass(u,intersection(union(null_class,intersection(u,v)),w))* -> equal(intersection(union(null_class,intersection(u,v)),w),u).
% 299.74/300.46 126473[4:Res:123520.0,10.0] || subclass(u,intersection(v,union(null_class,intersection(u,w))))* -> equal(intersection(v,union(null_class,intersection(u,w))),u).
% 299.74/300.46 126637[4:Res:123529.0,10.0] || subclass(u,union(null_class,intersection(v,intersection(u,w))))* -> equal(union(null_class,intersection(v,intersection(u,w))),u).
% 299.74/300.46 126731[0:SpR:80566.0,12102.1] || -> equal(symmetric_difference(u,cross_product(v,w)),null_class) member(regular(symmetric_difference(cross_product(v,w),u)),complement(restrict(u,v,w)))*.
% 299.74/300.46 126778[4:Res:123909.0,10.0] || subclass(u,complement(successor(complement(restrict(u,v,w)))))* -> equal(complement(successor(complement(restrict(u,v,w)))),u).
% 299.74/300.46 126916[4:Res:124367.0,10.0] || subclass(union(u,v),regular(complement(symmetric_difference(u,v))))* -> equal(regular(complement(symmetric_difference(u,v))),union(u,v)).
% 299.74/300.46 127057[4:Res:126047.0,10.0] || subclass(u,union(null_class,intersection(intersection(v,u),w)))* -> equal(union(null_class,intersection(intersection(v,u),w)),u).
% 299.74/300.46 127232[4:Res:126220.0,10.0] || subclass(u,intersection(union(null_class,intersection(v,u)),w))* -> equal(intersection(union(null_class,intersection(v,u)),w),u).
% 299.74/300.46 127333[0:SpR:80566.0,12271.1] || -> equal(symmetric_difference(cross_product(u,v),w),null_class) member(regular(symmetric_difference(w,cross_product(u,v))),complement(restrict(w,u,v)))*.
% 299.74/300.46 127453[4:Res:126395.0,10.0] || subclass(u,intersection(v,union(null_class,intersection(w,u))))* -> equal(intersection(v,union(null_class,intersection(w,u))),u).
% 299.74/300.46 127620[4:Res:126557.0,10.0] || subclass(u,union(null_class,intersection(v,intersection(w,u))))* -> equal(union(null_class,intersection(v,intersection(w,u))),u).
% 299.74/300.46 127783[4:Res:126836.0,10.0] || subclass(union(u,v),regular(complement(symmetric_difference(v,u))))* -> equal(regular(complement(symmetric_difference(v,u))),union(u,v)).
% 299.74/300.46 128007[0:SpL:80005.0,102790.1] || member(u,universal_class) subclass(union(v,w),x)* -> member(u,complement(union(w,v)))* member(u,x)*.
% 299.74/300.46 128125[4:Rew:74143.0,128010.2] || member(u,universal_class) subclass(union(v,v),w)* -> member(u,union(null_class,complement(v)))* member(u,w)*.
% 299.74/300.46 128129[4:Rew:36664.0,128034.2] || member(u,universal_class) subclass(union(v,null_class),w)* -> member(u,union(null_class,complement(v)))* member(u,w)*.
% 299.74/300.46 128130[4:Rew:36664.0,128037.2] || member(u,universal_class) subclass(union(null_class,v),w)* -> member(u,union(null_class,complement(v)))* member(u,w)*.
% 299.74/300.46 128404[0:SpR:75578.0,7827.1] || -> equal(intersection(restrict(u,v,w),x),null_class) member(regular(intersection(x,restrict(u,v,w))),cross_product(v,w))*.
% 299.74/300.46 128550[4:Res:98788.0,10.0] || subclass(u,intersection(intersection(union(u,u),v),w))* -> equal(intersection(intersection(union(u,u),v),w),u).
% 299.74/300.46 128733[4:Res:98926.0,10.0] || subclass(u,intersection(v,intersection(w,union(u,u))))* -> equal(intersection(v,intersection(w,union(u,u))),u).
% 299.74/300.46 128911[4:Res:99049.0,10.0] || subclass(u,intersection(v,intersection(union(u,u),w)))* -> equal(intersection(v,intersection(union(u,u),w)),u).
% 299.74/300.46 129096[4:Res:99476.0,10.0] || subclass(u,intersection(intersection(v,union(u,u)),w))* -> equal(intersection(intersection(v,union(u,u)),w),u).
% 299.74/300.46 129208[0:SpR:75578.0,7840.1] || -> equal(intersection(u,restrict(v,w,x)),null_class) member(regular(intersection(restrict(v,w,x),u)),cross_product(w,x))*.
% 299.74/300.46 129739[0:Rew:75578.0,129560.0] || -> subclass(intersection(union(cross_product(u,v),w),intersection(x,complement(restrict(w,u,v)))),symmetric_difference(cross_product(u,v),w))*.
% 299.74/300.46 129740[0:Rew:75578.0,129561.0] || -> subclass(intersection(union(u,cross_product(v,w)),intersection(x,complement(restrict(u,v,w)))),symmetric_difference(u,cross_product(v,w)))*.
% 299.74/300.46 129741[0:Rew:75578.0,129564.0] || -> subclass(intersection(union(u,complement(power_class(v))),intersection(w,union(complement(u),power_class(v)))),symmetric_difference(complement(u),power_class(v)))*.
% 299.74/300.46 129742[0:Rew:75578.0,129573.0] || -> subclass(intersection(union(power_class(u),complement(v)),intersection(w,union(complement(power_class(u)),v))),symmetric_difference(power_class(u),complement(v)))*.
% 299.74/300.46 129666[0:Res:111166.0,10.0] || subclass(intersection(u,v),intersection(intersection(w,v),u))* -> equal(intersection(intersection(w,v),u),intersection(u,v)).
% 299.74/300.46 130916[0:Res:9.1,7879.0] || equal(unordered_pair(u,v),w)* -> subclass(w,x) equal(not_subclass_element(w,x),v)* equal(not_subclass_element(w,x),u)*.
% 299.74/300.46 136803[2:Rew:75578.0,136549.0] || -> equal(intersection(symmetric_difference(cross_product(u,v),w),symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v)))),null_class)**.
% 299.74/300.46 136804[2:Rew:75578.0,136550.0] || -> equal(intersection(symmetric_difference(u,cross_product(v,w)),symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w)))),null_class)**.
% 299.74/300.46 136805[2:Rew:75578.0,136553.0] || -> equal(intersection(symmetric_difference(complement(u),power_class(v)),symmetric_difference(union(u,complement(power_class(v))),union(complement(u),power_class(v)))),null_class)**.
% 299.74/300.46 136806[2:Rew:75578.0,136563.0] || -> equal(intersection(symmetric_difference(power_class(u),complement(v)),symmetric_difference(union(power_class(u),complement(v)),union(complement(power_class(u)),v))),null_class)**.
% 299.74/300.46 137000[4:Res:12468.3,136895.0] || member(u,universal_class) member(v,u) subclass(element_relation,cantor(singleton(cross_product(singleton(ordered_pair(v,u)),universal_class))))* -> .
% 299.74/300.46 137088[4:Res:12468.3,132175.0] || member(u,universal_class) member(v,u) subclass(element_relation,singleton(w)) member(ordered_pair(v,u),w)* -> .
% 299.74/300.46 137150[4:Res:47997.1,137098.0] || member(intersection(complement(u),power_class(v)),universal_class) -> member(intersection(complement(u),power_class(v)),union(u,complement(power_class(v))))*.
% 299.74/300.46 137151[4:Res:48186.1,137098.0] || member(intersection(power_class(u),complement(v)),universal_class) -> member(intersection(power_class(u),complement(v)),union(complement(power_class(u)),v))*.
% 299.74/300.46 137154[4:Res:102303.1,137098.0] || member(image(element_relation,union(u,v)),universal_class) -> member(image(element_relation,union(u,v)),power_class(complement(union(u,v))))*.
% 299.74/300.46 137239[4:Rew:47973.0,137202.1] || member(union(complement(power_class(u)),v),universal_class) -> member(union(complement(power_class(u)),v),intersection(power_class(u),complement(v)))*.
% 299.74/300.46 137240[4:Rew:103948.0,137201.1] || member(union(u,complement(successor(v))),universal_class) -> member(union(u,complement(successor(v))),intersection(complement(u),successor(v)))*.
% 299.74/300.46 137241[4:Rew:47967.0,137200.1] || member(union(u,complement(power_class(v))),universal_class) -> member(union(u,complement(power_class(v))),intersection(complement(u),power_class(v)))*.
% 299.74/300.46 137242[4:Rew:102311.0,137198.1] || member(power_class(complement(union(u,v))),universal_class) -> member(power_class(complement(union(u,v))),image(element_relation,union(u,v)))*.
% 299.74/300.46 138250[2:Rew:136520.0,138130.1] || member(not_subclass_element(intersection(intersection(u,v),w),null_class),symmetric_difference(v,u))* -> subclass(intersection(intersection(u,v),w),null_class).
% 299.74/300.46 138251[2:Rew:136520.0,138129.1] || member(not_subclass_element(intersection(u,intersection(v,w)),null_class),symmetric_difference(w,v))* -> subclass(intersection(u,intersection(v,w)),null_class).
% 299.74/300.46 138312[4:SpL:75586.0,137147.0] || member(complement(symmetric_difference(cross_product(u,v),w)),symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))))* -> .
% 299.74/300.46 138313[4:SpL:75587.0,137147.0] || member(complement(symmetric_difference(u,cross_product(v,w))),symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))))* -> .
% 299.74/300.46 138316[4:SpL:48104.0,137147.0] || member(complement(symmetric_difference(complement(u),power_class(v))),symmetric_difference(union(u,complement(power_class(v))),union(complement(u),power_class(v))))* -> .
% 299.74/300.46 138326[4:SpL:75585.0,137147.0] || member(complement(symmetric_difference(power_class(u),complement(v))),symmetric_difference(union(power_class(u),complement(v)),union(complement(power_class(u)),v)))* -> .
% 299.74/300.46 138352[4:SpL:102945.0,137147.0] || member(union(complement(power_class(u)),image(element_relation,union(v,w))),symmetric_difference(power_class(u),power_class(complement(union(v,w)))))* -> .
% 299.74/300.46 138354[4:SpL:103320.0,137147.0] || member(union(image(element_relation,union(u,v)),complement(power_class(w))),symmetric_difference(power_class(complement(union(u,v))),power_class(w)))* -> .
% 299.74/300.46 138355[4:SpL:48871.0,137147.0] || member(union(intersection(complement(u),power_class(v)),complement(power_class(w))),symmetric_difference(union(u,complement(power_class(v))),power_class(w)))* -> .
% 299.74/300.46 138356[4:SpL:48872.0,137147.0] || member(union(intersection(power_class(u),complement(v)),complement(power_class(w))),symmetric_difference(union(complement(power_class(u)),v),power_class(w)))* -> .
% 299.74/300.46 138357[4:SpL:103450.0,137147.0] || member(union(complement(union(u,v)),image(element_relation,power_class(w))),symmetric_difference(union(u,v),power_class(complement(power_class(w)))))* -> .
% 299.74/300.46 138358[4:SpL:48870.0,137147.0] || member(union(complement(power_class(u)),intersection(complement(v),power_class(w))),symmetric_difference(power_class(u),union(v,complement(power_class(w)))))* -> .
% 299.74/300.46 138359[4:SpL:48874.0,137147.0] || member(union(complement(power_class(u)),intersection(power_class(v),complement(w))),symmetric_difference(power_class(u),union(complement(power_class(v)),w)))* -> .
% 299.74/300.46 138361[4:SpL:103074.0,137147.0] || member(union(image(element_relation,power_class(u)),complement(union(v,w))),symmetric_difference(power_class(complement(power_class(u))),union(v,w)))* -> .
% 299.74/300.46 139151[4:SpL:102945.0,138256.0] || member(union(complement(power_class(u)),image(element_relation,union(v,w))),symmetric_difference(power_class(complement(union(v,w))),power_class(u)))* -> .
% 299.74/300.46 139153[4:SpL:103320.0,138256.0] || member(union(image(element_relation,union(u,v)),complement(power_class(w))),symmetric_difference(power_class(w),power_class(complement(union(u,v)))))* -> .
% 299.74/300.46 139154[4:SpL:48871.0,138256.0] || member(union(intersection(complement(u),power_class(v)),complement(power_class(w))),symmetric_difference(power_class(w),union(u,complement(power_class(v)))))* -> .
% 299.74/300.46 139155[4:SpL:48872.0,138256.0] || member(union(intersection(power_class(u),complement(v)),complement(power_class(w))),symmetric_difference(power_class(w),union(complement(power_class(u)),v)))* -> .
% 299.74/300.46 139156[4:SpL:103450.0,138256.0] || member(union(complement(union(u,v)),image(element_relation,power_class(w))),symmetric_difference(power_class(complement(power_class(w))),union(u,v)))* -> .
% 299.74/300.46 139157[4:SpL:48870.0,138256.0] || member(union(complement(power_class(u)),intersection(complement(v),power_class(w))),symmetric_difference(union(v,complement(power_class(w))),power_class(u)))* -> .
% 299.74/300.46 139158[4:SpL:48874.0,138256.0] || member(union(complement(power_class(u)),intersection(power_class(v),complement(w))),symmetric_difference(union(complement(power_class(v)),w),power_class(u)))* -> .
% 299.74/300.46 139160[4:SpL:103074.0,138256.0] || member(union(image(element_relation,power_class(u)),complement(union(v,w))),symmetric_difference(union(v,w),power_class(complement(power_class(u)))))* -> .
% 299.74/300.46 139535[0:Rew:75578.0,139296.0] || -> subclass(intersection(union(cross_product(u,v),w),intersection(complement(restrict(w,u,v)),x)),symmetric_difference(cross_product(u,v),w))*.
% 299.74/300.46 139536[0:Rew:75578.0,139297.0] || -> subclass(intersection(union(u,cross_product(v,w)),intersection(complement(restrict(u,v,w)),x)),symmetric_difference(u,cross_product(v,w)))*.
% 299.74/300.46 139537[0:Rew:75578.0,139300.0] || -> subclass(intersection(union(u,complement(power_class(v))),intersection(union(complement(u),power_class(v)),w)),symmetric_difference(complement(u),power_class(v)))*.
% 299.74/300.46 139538[0:Rew:75578.0,139310.0] || -> subclass(intersection(union(power_class(u),complement(v)),intersection(union(complement(power_class(u)),v),w)),symmetric_difference(power_class(u),complement(v)))*.
% 299.74/300.46 139431[0:Res:111609.0,10.0] || subclass(intersection(u,v),intersection(intersection(v,w),u))* -> equal(intersection(intersection(v,w),u),intersection(u,v)).
% 299.74/300.46 139674[4:Rew:50322.0,139673.0] || member(regular(power_class(union(null_class,complement(u)))),complement(power_class(complement(u))))* -> equal(power_class(union(null_class,complement(u))),null_class).
% 299.74/300.46 139912[4:Res:111681.0,10.0] || subclass(intersection(u,v),intersection(union(u,u),v))* -> equal(intersection(union(u,u),v),intersection(u,v)).
% 299.74/300.46 140121[4:Res:114935.0,10.0] || subclass(intersection(u,v),intersection(union(v,v),u))* -> equal(intersection(union(v,v),u),intersection(u,v)).
% 299.74/300.46 140326[4:Res:116875.0,10.0] || subclass(intersection(u,v),intersection(v,union(u,u)))* -> equal(intersection(v,union(u,u)),intersection(u,v)).
% 299.74/300.46 140521[4:Res:117723.0,10.0] || subclass(intersection(u,v),intersection(u,union(v,v)))* -> equal(intersection(u,union(v,v)),intersection(u,v)).
% 299.74/300.46 140794[0:Res:120407.0,10.0] || subclass(intersection(u,v),intersection(u,intersection(v,w)))* -> equal(intersection(u,intersection(v,w)),intersection(u,v)).
% 299.74/300.46 141027[0:Res:120579.0,10.0] || subclass(intersection(u,v),intersection(u,intersection(w,v)))* -> equal(intersection(u,intersection(w,v)),intersection(u,v)).
% 299.74/300.46 141302[0:Res:123475.0,10.0] || subclass(u,intersection(intersection(intersection(u,v),w),x))* -> equal(intersection(intersection(intersection(u,v),w),x),u).
% 299.74/300.46 141663[0:Res:123485.0,10.0] || subclass(u,intersection(v,intersection(w,intersection(u,x))))* -> equal(intersection(v,intersection(w,intersection(u,x))),u).
% 299.74/300.46 141905[0:Res:123517.0,10.0] || subclass(u,intersection(v,intersection(intersection(u,w),x)))* -> equal(intersection(v,intersection(intersection(u,w),x)),u).
% 299.74/300.46 142152[0:Res:123525.0,10.0] || subclass(u,intersection(intersection(v,intersection(u,w)),x))* -> equal(intersection(intersection(v,intersection(u,w)),x),u).
% 299.74/300.46 142495[0:Res:50.1,9362.0] inductive(symmetric_difference(union(u,v),union(complement(u),complement(v)))) || -> member(null_class,complement(symmetric_difference(complement(u),complement(v))))*.
% 299.74/300.46 142800[0:Res:127908.0,10.0] || subclass(u,intersection(intersection(intersection(v,u),w),x))* -> equal(intersection(intersection(intersection(v,u),w),x),u).
% 299.74/300.46 143043[0:Res:127918.0,10.0] || subclass(u,intersection(v,intersection(w,intersection(x,u))))* -> equal(intersection(v,intersection(w,intersection(x,u))),u).
% 299.74/300.46 143285[0:Res:127954.0,10.0] || subclass(u,intersection(v,intersection(intersection(w,u),x)))* -> equal(intersection(v,intersection(intersection(w,u),x)),u).
% 299.74/300.46 143532[0:Res:127963.0,10.0] || subclass(u,intersection(intersection(v,intersection(w,u)),x))* -> equal(intersection(intersection(v,intersection(w,u)),x),u).
% 299.74/300.46 143772[0:Res:58786.0,10.0] || subclass(u,restrict(restrict(u,v,w),x,y))* -> equal(restrict(restrict(u,v,w),x,y),u).
% 299.74/300.46 144447[0:SpR:50817.0,102302.0] || -> equal(complement(intersection(image(element_relation,power_class(universal_class)),union(u,v))),union(power_class(complement(power_class(universal_class))),complement(union(u,v))))**.
% 299.74/300.46 144636[0:Rew:80005.0,144471.0] || -> equal(complement(intersection(union(u,v),image(element_relation,power_class(universal_class)))),union(power_class(complement(power_class(universal_class))),complement(union(u,v))))**.
% 299.74/300.46 144735[4:SpR:50818.0,102302.0] || -> equal(complement(intersection(image(element_relation,power_class(null_class)),union(u,v))),union(power_class(complement(power_class(null_class))),complement(union(u,v))))**.
% 299.74/300.46 144920[4:Rew:80005.0,144759.0] || -> equal(complement(intersection(union(u,v),image(element_relation,power_class(null_class)))),union(power_class(complement(power_class(null_class))),complement(union(u,v))))**.
% 299.74/300.46 145103[0:Res:313.0,14385.0] || -> equal(ordered_pair(first(ordered_pair(singleton(u),singleton(v))),second(ordered_pair(singleton(u),singleton(v)))),ordered_pair(singleton(u),singleton(v)))**.
% 299.74/300.46 145269[6:MRR:145260.2,100068.0] || subclass(complement(restrict(u,v,w)),cross_product(v,w))* member(regular(complement(restrict(u,v,w))),u)* -> .
% 299.74/300.46 145302[2:SpL:100001.0,39.0] || member(ordered_pair(regular(domain_relation),u),flip(v)) -> member(ordered_pair(ordered_pair(second(regular(domain_relation)),first(regular(domain_relation))),u),v)*.
% 299.74/300.46 145303[2:SpL:100001.0,36.0] || member(ordered_pair(regular(domain_relation),u),rotate(v)) -> member(ordered_pair(ordered_pair(second(regular(domain_relation)),u),first(regular(domain_relation))),v)*.
% 299.74/300.46 145368[2:Rew:100001.0,145321.1] || member(singleton(singleton(singleton(regular(domain_relation)))),composition_function) -> equal(compose(singleton(regular(domain_relation)),first(regular(domain_relation))),second(regular(domain_relation)))**.
% 299.74/300.46 145369[2:Rew:100001.0,145319.1] || member(singleton(singleton(singleton(regular(domain_relation)))),application_function) -> equal(apply(singleton(regular(domain_relation)),first(regular(domain_relation))),second(regular(domain_relation)))**.
% 299.74/300.46 145370[2:Rew:100001.0,145308.2] || member(first(regular(domain_relation)),second(regular(domain_relation)))* member(regular(domain_relation),cross_product(universal_class,universal_class)) -> member(regular(domain_relation),element_relation).
% 299.74/300.46 145379[2:Res:145277.0,14385.0] || -> equal(ordered_pair(first(ordered_pair(regular(domain_relation),singleton(u))),second(ordered_pair(regular(domain_relation),singleton(u)))),ordered_pair(regular(domain_relation),singleton(u)))**.
% 299.74/300.46 146994[0:Rew:146697.0,110012.0] || member(u,symmetric_difference(union(v,w),complement(power_class(x))))* -> member(u,union(union(w,v),complement(power_class(x)))).
% 299.74/300.46 147061[4:Rew:147056.0,51852.0] || member(u,symmetric_difference(union(null_class,v),complement(power_class(w))))* -> member(u,union(union(v,v),complement(power_class(w))))*.
% 299.74/300.46 147260[4:Res:90947.1,11965.0] || equal(complement(u),null_class) -> equal(regular(unordered_pair(v,w)),w)** equal(unordered_pair(v,w),null_class) member(v,u)*.
% 299.74/300.46 147267[4:Rew:94047.2,147264.1] || equal(unordered_pair(u,v),successor(null_class))** -> equal(null_class,v) equal(unordered_pair(u,v),null_class) member(u,singleton(null_class))*.
% 299.74/300.46 147333[4:Res:90947.1,11967.0] || equal(complement(u),null_class) -> equal(regular(unordered_pair(v,w)),v)** equal(unordered_pair(v,w),null_class) member(w,u)*.
% 299.74/300.46 147340[4:Rew:94047.2,147337.1] || equal(unordered_pair(u,v),successor(null_class))** -> equal(null_class,u) equal(unordered_pair(u,v),null_class) member(v,singleton(null_class))*.
% 299.74/300.46 147372[4:SpL:19166.0,13769.0] || equal(u,image(v,image(w,null_class)))* member(ordered_pair(universal_class,x),compose(v,w))* -> member(x,u)*.
% 299.74/300.46 147378[6:SpL:112707.0,13769.0] || equal(u,image(v,range_of(null_class)))* member(ordered_pair(w,x),compose(v,successor(null_class)))* -> member(x,u)*.
% 299.74/300.46 148059[2:Res:145290.1,102294.0] || subclass(universal_class,intersection(complement(u),union(v,w))) member(regular(domain_relation),union(u,complement(union(v,w))))* -> .
% 299.74/300.46 148062[2:Res:145290.1,102308.0] || subclass(universal_class,intersection(union(u,v),complement(w))) member(regular(domain_relation),union(complement(union(u,v)),w))* -> .
% 299.74/300.46 148272[2:Obv:148255.4] || subclass(u,v) member(u,universal_class) subclass(u,regular(v))* -> equal(u,null_class) equal(v,null_class).
% 299.74/300.46 148347[4:SpL:100002.0,39.0] || member(ordered_pair(regular(composition_function),u),flip(v)) -> member(ordered_pair(ordered_pair(second(regular(composition_function)),first(regular(composition_function))),u),v)*.
% 299.74/300.46 148348[4:SpL:100002.0,36.0] || member(ordered_pair(regular(composition_function),u),rotate(v)) -> member(ordered_pair(ordered_pair(second(regular(composition_function)),u),first(regular(composition_function))),v)*.
% 299.74/300.46 148413[4:Rew:100002.0,148366.1] || member(singleton(singleton(singleton(regular(composition_function)))),composition_function) -> equal(compose(singleton(regular(composition_function)),first(regular(composition_function))),second(regular(composition_function)))**.
% 299.74/300.46 148414[4:Rew:100002.0,148364.1] || member(singleton(singleton(singleton(regular(composition_function)))),application_function) -> equal(apply(singleton(regular(composition_function)),first(regular(composition_function))),second(regular(composition_function)))**.
% 299.74/300.46 148415[4:Rew:100002.0,148353.2] || member(first(regular(composition_function)),second(regular(composition_function)))* member(regular(composition_function),cross_product(universal_class,universal_class)) -> member(regular(composition_function),element_relation).
% 299.74/300.46 148424[4:Res:148322.0,14385.0] || -> equal(ordered_pair(first(ordered_pair(regular(composition_function),singleton(u))),second(ordered_pair(regular(composition_function),singleton(u)))),ordered_pair(regular(composition_function),singleton(u)))**.
% 299.74/300.46 148706[4:Rew:80005.0,148681.2,77740.0,148681.2] || member(u,universal_class) -> member(u,cantor(cross_product(singleton(u),universal_class)))* equal(union(null_class,cross_product(singleton(u),universal_class)),null_class).
% 299.74/300.46 149045[2:MRR:148983.2,6869.0] || subclass(power_class(complement(power_class(u))),null_class) member(v,universal_class) -> member(v,union(w,image(element_relation,power_class(u))))*.
% 299.74/300.46 149051[4:MRR:148989.0,138.0] || subclass(intersection(complement(u),power_class(complement(power_class(v)))),null_class)* -> member(singleton(w),union(u,image(element_relation,power_class(v))))*.
% 299.74/300.46 149260[2:MRR:149190.2,6869.0] || subclass(power_class(complement(power_class(u))),null_class) member(v,universal_class) -> member(v,union(image(element_relation,power_class(u)),w))*.
% 299.74/300.46 149266[4:MRR:149202.0,138.0] || subclass(intersection(power_class(complement(power_class(u))),complement(v)),null_class)* -> member(singleton(w),union(image(element_relation,power_class(u)),v))*.
% 299.74/300.46 149611[0:Res:429.1,14014.0] || subclass(universal_class,cross_product(universal_class,universal_class)) subclass(composition_function,cross_product(u,v))* -> member(ordered_pair(w,compose(x,w)),v)*.
% 299.74/300.46 149619[4:MRR:149606.1,101.0] || member(u,universal_class) subclass(composition_function,cross_product(v,w))* -> member(ordered_pair(cantor(u),compose(u,cantor(u))),w)*.
% 299.74/300.46 150241[4:Res:148335.1,102294.0] || subclass(universal_class,intersection(complement(u),union(v,w))) member(regular(composition_function),union(u,complement(union(v,w))))* -> .
% 299.74/300.46 150245[4:Res:148335.1,102308.0] || subclass(universal_class,intersection(union(u,v),complement(w))) member(regular(composition_function),union(complement(union(u,v)),w))* -> .
% 299.74/300.46 151460[4:SpR:102583.0,123906.0] || -> subclass(complement(successor(union(complement(power_class(u)),intersection(complement(v),union(w,x))))),union(v,complement(union(w,x))))*.
% 299.74/300.46 151660[4:Rew:67565.0,151527.0] || -> equal(complement(intersection(power_class(u),union(v,union(null_class,complement(w))))),complement(intersection(power_class(u),union(v,complement(w)))))**.
% 299.74/300.46 151662[4:Rew:151660.0,151525.0] || -> equal(union(complement(power_class(u)),intersection(complement(v),union(w,w))),complement(intersection(power_class(u),union(v,complement(w)))))**.
% 299.74/300.46 152016[4:Rew:105197.0,151841.1] || member(u,intersection(complement(v),power_class(complement(successor(w)))))* member(u,union(v,image(element_relation,successor(w)))) -> .
% 299.74/300.46 152029[4:Rew:105000.0,151868.1,103878.0,151868.0] || member(u,intersection(complement(v),power_class(complement(singleton(null_class)))))* member(u,union(v,image(element_relation,successor(null_class)))) -> .
% 299.74/300.46 152602[0:SpR:31362.0,102667.0] || -> equal(union(intersection(complement(u),power_class(v)),complement(union(u,complement(power_class(v))))),complement(union(u,complement(power_class(v)))))**.
% 299.74/300.46 153071[0:SpR:31362.0,102668.0] || -> equal(union(intersection(power_class(u),complement(v)),complement(union(complement(power_class(u)),v))),complement(union(complement(power_class(u)),v)))**.
% 299.74/300.46 153212[0:Rew:115742.0,153040.0,103996.0,153040.0] || -> equal(complement(intersection(union(u,v),successor(complement(power_class(w))))),complement(intersection(successor(complement(power_class(w))),union(u,v))))*.
% 299.74/300.46 153442[4:SpR:102866.0,123487.0] || -> subclass(complement(successor(union(intersection(complement(u),union(v,w)),complement(power_class(x))))),union(u,complement(union(v,w))))*.
% 299.74/300.46 153644[4:Rew:66849.0,153519.0] || -> equal(complement(intersection(union(u,union(null_class,complement(v))),power_class(w))),complement(intersection(union(u,complement(v)),power_class(w))))**.
% 299.74/300.46 153646[4:Rew:153644.0,153517.0] || -> equal(union(intersection(complement(u),union(v,v)),complement(power_class(w))),complement(intersection(union(u,complement(v)),power_class(w))))**.
% 299.74/300.46 154036[4:Rew:105197.0,153898.1] || member(u,intersection(power_class(complement(successor(v))),complement(w)))* member(u,union(image(element_relation,successor(v)),w)) -> .
% 299.74/300.46 154049[4:Rew:105000.0,153925.1,103878.0,153925.0] || member(u,intersection(power_class(complement(singleton(null_class))),complement(v)))* member(u,union(image(element_relation,successor(null_class)),v)) -> .
% 299.74/300.46 154124[9:SoR:154121.0,2767.2] single_valued_class(complement(cross_product(singleton(regular(domain_relation)),universal_class))) || equal(complement(cross_product(singleton(regular(domain_relation)),universal_class)),cross_product(universal_class,universal_class))** -> .
% 299.74/300.46 154213[4:SpR:103019.0,123906.0] || -> subclass(complement(successor(union(complement(power_class(u)),intersection(union(v,w),complement(x))))),union(complement(union(v,w)),x))*.
% 299.74/300.46 154228[0:SpR:46.0,103019.0] || -> equal(complement(intersection(power_class(u),union(complement(successor(v)),w))),union(complement(power_class(u)),intersection(successor(v),complement(w))))**.
% 299.74/300.46 154422[4:Rew:67583.0,154281.0] || -> equal(complement(intersection(power_class(u),union(union(null_class,complement(v)),w))),complement(intersection(power_class(u),union(complement(v),w))))**.
% 299.74/300.46 154424[4:Rew:154422.0,154279.0] || -> equal(union(complement(power_class(u)),intersection(union(v,v),complement(w))),complement(intersection(power_class(u),union(complement(v),w))))**.
% 299.74/300.46 154695[4:SpR:103205.0,123487.0] || -> subclass(complement(successor(union(intersection(union(u,v),complement(w)),complement(power_class(x))))),union(complement(union(u,v)),w))*.
% 299.74/300.46 154720[0:SpR:46.0,103205.0] || -> equal(complement(intersection(union(complement(successor(u)),v),power_class(w))),union(intersection(successor(u),complement(v)),complement(power_class(w))))**.
% 299.74/300.46 154905[4:Rew:66867.0,154773.0] || -> equal(complement(intersection(union(union(null_class,complement(u)),v),power_class(w))),complement(intersection(union(complement(u),v),power_class(w))))**.
% 299.74/300.46 154907[4:Rew:154905.0,154771.0] || -> equal(union(intersection(union(u,u),complement(v)),complement(power_class(w))),complement(intersection(union(complement(u),v),power_class(w))))**.
% 299.74/300.46 154947[0:Rew:111384.0,154775.0,104292.0,154775.0] || -> equal(complement(intersection(power_class(u),successor(complement(union(v,w))))),complement(intersection(successor(complement(union(v,w))),power_class(u))))*.
% 299.74/300.46 155053[9:SoR:155050.0,2767.2] single_valued_class(complement(cross_product(singleton(regular(composition_function)),universal_class))) || equal(complement(cross_product(singleton(regular(composition_function)),universal_class)),cross_product(universal_class,universal_class))** -> .
% 299.74/300.46 155189[0:SpR:46.0,103451.0] || -> equal(complement(intersection(successor(u),union(v,complement(power_class(w))))),union(complement(successor(u)),intersection(complement(v),power_class(w))))**.
% 299.74/300.46 155957[0:SpR:46.0,103452.0] || -> equal(complement(intersection(successor(u),union(complement(power_class(v)),w))),union(complement(successor(u)),intersection(power_class(v),complement(w))))**.
% 299.74/300.46 156862[0:SpR:46.0,104283.0] || -> equal(complement(intersection(successor(u),power_class(complement(union(v,w))))),union(complement(successor(u)),image(element_relation,union(v,w))))**.
% 299.74/300.46 157055[4:Rew:102316.0,157054.0] || -> equal(complement(intersection(union(u,v),power_class(union(null_class,complement(w))))),complement(intersection(union(u,v),power_class(complement(w)))))**.
% 299.74/300.46 157057[4:Rew:157055.0,156857.0] || -> equal(union(complement(union(u,v)),image(element_relation,union(w,w))),complement(intersection(union(u,v),power_class(complement(w)))))**.
% 299.74/300.46 157101[4:Rew:50991.0,156702.1,119127.1,156702.1] || equal(intersection(union(u,v),power_class(complement(union(w,x)))),universal_class)** -> equal(image(element_relation,union(w,x)),null_class).
% 299.74/300.46 157870[4:Rew:102305.0,157869.0] || -> equal(complement(intersection(power_class(union(null_class,complement(u))),union(v,w))),complement(intersection(power_class(complement(u)),union(v,w))))**.
% 299.74/300.46 157872[4:Rew:157870.0,157734.0] || -> equal(union(image(element_relation,union(u,u)),complement(union(v,w))),complement(intersection(power_class(complement(u)),union(v,w))))**.
% 299.74/300.46 157942[4:Rew:50991.0,157941.1] || equal(intersection(power_class(complement(union(u,v))),union(w,x)),universal_class)** -> equal(image(element_relation,union(u,v)),null_class).
% 299.74/300.46 158216[9:Rew:103906.1,158215.2,83780.1,158215.2,103906.1,158215.1] function(u) || member(not_subclass_element(power_class(complement(u)),v),image(element_relation,successor(u)))* -> subclass(power_class(complement(u)),v).
% 299.74/300.46 158651[9:SoR:158631.0,2767.2] single_valued_class(complement(cross_product(singleton(singleton(u)),universal_class))) || equal(complement(cross_product(singleton(singleton(u)),universal_class)),cross_product(universal_class,universal_class))** -> .
% 299.74/300.46 161884[6:Rew:94047.2,161819.2] || equal(unordered_pair(u,v),successor(null_class))** member(null_class,u) -> equal(null_class,v) equal(unordered_pair(u,v),null_class).
% 299.74/300.46 161893[2:MRR:161892.0,14.0] || member(apply(choice,unordered_pair(u,v)),u)* -> equal(regular(unordered_pair(u,v)),v) equal(unordered_pair(u,v),null_class).
% 299.74/300.46 161895[4:MRR:161894.3,23545.0] || member(u,singleton(v)) member(u,ordered_pair(v,universal_class))* -> equal(regular(ordered_pair(v,universal_class)),unordered_pair(v,null_class)).
% 299.74/300.46 162015[6:Rew:94047.2,161950.2] || equal(unordered_pair(u,v),successor(null_class))** member(null_class,v) -> equal(null_class,u) equal(unordered_pair(u,v),null_class).
% 299.74/300.46 162026[2:MRR:162025.0,14.0] || member(apply(choice,unordered_pair(u,v)),v)* -> equal(regular(unordered_pair(u,v)),u) equal(unordered_pair(u,v),null_class).
% 299.74/300.46 162028[4:MRR:162027.3,23545.0] || member(u,unordered_pair(universal_class,singleton(v)))* member(u,ordered_pair(universal_class,v)) -> equal(regular(ordered_pair(universal_class,v)),null_class).
% 299.74/300.46 162030[4:MRR:162029.3,23545.0] || member(u,unordered_pair(v,null_class))* member(u,ordered_pair(v,universal_class)) -> equal(regular(ordered_pair(v,universal_class)),singleton(v)).
% 299.74/300.46 162060[4:Res:59276.1,13498.0] || equal(u,universal_class) -> equal(apply(choice,unordered_pair(v,w)),w)** equal(unordered_pair(v,w),null_class) member(v,u)*.
% 299.74/300.46 162066[4:MRR:162064.0,47425.0] || -> equal(apply(choice,unordered_pair(u,v)),v) equal(unordered_pair(u,v),null_class) member(u,complement(singleton(unordered_pair(u,v))))*.
% 299.74/300.46 162108[4:Res:59276.1,13500.0] || equal(u,universal_class) -> equal(apply(choice,unordered_pair(v,w)),v)** equal(unordered_pair(v,w),null_class) member(w,u)*.
% 299.74/300.46 162114[4:MRR:162112.0,47425.0] || -> equal(apply(choice,unordered_pair(u,v)),u) equal(unordered_pair(u,v),null_class) member(v,complement(singleton(unordered_pair(u,v))))*.
% 299.74/300.46 162175[6:SpL:161913.0,39.0] || member(ordered_pair(regular(element_relation),u),flip(v)) -> member(ordered_pair(ordered_pair(second(regular(element_relation)),first(regular(element_relation))),u),v)*.
% 299.74/300.46 162176[6:SpL:161913.0,36.0] || member(ordered_pair(regular(element_relation),u),rotate(v)) -> member(ordered_pair(ordered_pair(second(regular(element_relation)),u),first(regular(element_relation))),v)*.
% 299.74/300.46 162243[6:Rew:161913.0,162195.1] || member(singleton(singleton(singleton(regular(element_relation)))),composition_function) -> equal(compose(singleton(regular(element_relation)),first(regular(element_relation))),second(regular(element_relation)))**.
% 299.74/300.46 162244[6:Rew:161913.0,162193.1] || member(singleton(singleton(singleton(regular(element_relation)))),application_function) -> equal(apply(singleton(regular(element_relation)),first(regular(element_relation))),second(regular(element_relation)))**.
% 299.74/300.46 162245[6:Rew:161913.0,162182.2] || member(first(regular(element_relation)),second(regular(element_relation)))* member(regular(element_relation),cross_product(universal_class,universal_class)) -> member(regular(element_relation),element_relation).
% 299.74/300.46 162265[4:Res:59276.1,13572.0] || equal(u,universal_class) -> equal(not_subclass_element(unordered_pair(v,w),x),w)** subclass(unordered_pair(v,w),x) member(v,u)*.
% 299.74/300.46 162272[4:MRR:162269.0,47425.0] || -> equal(not_subclass_element(unordered_pair(u,v),w),v)** subclass(unordered_pair(u,v),w) member(u,complement(singleton(unordered_pair(u,v))))*.
% 299.74/300.46 162275[6:Res:162150.0,14385.0] || -> equal(ordered_pair(first(ordered_pair(regular(element_relation),singleton(u))),second(ordered_pair(regular(element_relation),singleton(u)))),ordered_pair(regular(element_relation),singleton(u)))**.
% 299.74/300.46 162318[4:Res:59276.1,13573.0] || equal(u,universal_class) -> equal(not_subclass_element(unordered_pair(v,w),x),v)** subclass(unordered_pair(v,w),x) member(w,u)*.
% 299.74/300.46 162326[4:MRR:162322.0,47425.0] || -> equal(not_subclass_element(unordered_pair(u,v),w),u)** subclass(unordered_pair(u,v),w) member(v,complement(singleton(unordered_pair(u,v))))*.
% 299.74/300.46 162670[0:SpL:48063.0,470.0] || subclass(universal_class,symmetric_difference(complement(u),power_class(complement(power_class(v)))))* -> member(singleton(w),union(u,image(element_relation,power_class(v))))*.
% 299.74/300.46 162685[4:SpL:48063.0,11235.0] || equal(symmetric_difference(complement(u),power_class(complement(power_class(v)))),cantor(xf)) -> member(x__dfg,union(u,image(element_relation,power_class(v))))*.
% 299.74/300.46 163145[0:SpL:48279.0,470.0] || subclass(universal_class,symmetric_difference(power_class(complement(power_class(u))),complement(v)))* -> member(singleton(w),union(image(element_relation,power_class(u)),v))*.
% 299.74/300.46 163160[4:SpL:48279.0,11235.0] || equal(symmetric_difference(power_class(complement(power_class(u))),complement(v)),cantor(xf)) -> member(x__dfg,union(image(element_relation,power_class(u)),v))*.
% 299.74/300.46 164163[4:Res:12960.4,137098.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,ordered_pair(v,u))* -> .
% 299.74/300.46 164216[4:MRR:164175.0,308.0] || member(u,universal_class) equal(successor(u),ordered_pair(v,w))* subclass(successor_relation,application_function) -> member(v,cantor(u))*.
% 299.74/300.46 164221[4:MRR:164220.0,35099.1] || equal(cantor(u),successor(u)) subclass(successor_relation,v) member(u,universal_class)* subclass(domain_relation,complement(v))* -> .
% 299.74/300.46 164438[6:Res:162163.1,102294.0] || subclass(universal_class,intersection(complement(u),union(v,w))) member(regular(element_relation),union(u,complement(union(v,w))))* -> .
% 299.74/300.46 164443[6:Res:162163.1,102308.0] || subclass(universal_class,intersection(union(u,v),complement(w))) member(regular(element_relation),union(complement(union(u,v)),w))* -> .
% 299.74/300.46 164700[9:SoR:164697.0,2767.2] single_valued_class(complement(cross_product(singleton(regular(element_relation)),universal_class))) || equal(complement(cross_product(singleton(regular(element_relation)),universal_class)),cross_product(universal_class,universal_class))** -> .
% 299.74/300.46 165194[4:Res:13089.3,137098.0] || member(intersection(u,v),universal_class) subclass(v,apply(choice,intersection(u,v)))* -> equal(intersection(u,v),null_class).
% 299.74/300.46 165509[4:Res:13287.3,137098.0] || member(intersection(u,v),universal_class) subclass(u,apply(choice,intersection(u,v)))* -> equal(intersection(u,v),null_class).
% 299.74/300.46 165986[4:MRR:165970.3,23545.0] || member(u,universal_class) subclass(domain_relation,ordered_pair(universal_class,v))* -> equal(ordered_pair(u,cantor(u)),unordered_pair(universal_class,singleton(v)))*.
% 299.74/300.46 167199[0:Res:65.1,7890.0] function(u) || -> subclass(u,v) equal(ordered_pair(first(not_subclass_element(u,v)),second(not_subclass_element(u,v))),not_subclass_element(u,v))**.
% 299.74/300.46 169921[4:Res:124011.0,3478.0] || -> equal(complement(successor(complement(intersection(successor(null_class),u)))),null_class) equal(regular(complement(successor(complement(intersection(successor(null_class),u))))),null_class)**.
% 299.74/300.46 170032[4:Res:124171.0,3478.0] || -> equal(complement(successor(complement(intersection(u,successor(null_class))))),null_class) equal(regular(complement(successor(complement(intersection(u,successor(null_class)))))),null_class)**.
% 299.74/300.46 170518[0:Res:13912.2,12451.0] || member(regular(cross_product(u,v)),element_relation) -> equal(cross_product(u,v),null_class) member(first(regular(cross_product(u,v))),universal_class)*.
% 299.74/300.46 7430[2:SpL:7118.0,62.0] || member(u,range_of(null_class)) member(ordered_pair(v,u),cross_product(universal_class,universal_class))* -> member(ordered_pair(v,u),compose(null_class,w))*.
% 299.74/300.46 8975[2:SpR:8951.1,100.1] || equal(compose_class(u),domain_relation) member(ordered_pair(u,null_class),cross_product(universal_class,universal_class)) -> member(ordered_pair(u,ordered_pair(null_class,null_class)),composition_function)*.
% 299.74/300.46 9998[2:Res:7349.1,617.0] || subclass(domain_relation,ordered_pair(u,v))* -> equal(unordered_pair(u,singleton(v)),ordered_pair(null_class,null_class)) equal(ordered_pair(null_class,null_class),singleton(u)).
% 299.74/300.46 10079[0:Res:882.2,945.1] || member(singleton(u),cross_product(v,w))* member(singleton(u),x)* equal(complement(restrict(x,v,w)),universal_class)** -> .
% 299.74/300.46 13390[0:Res:406.1,885.1] || subclass(universal_class,complement(intersection(u,v)))* member(singleton(w),union(u,v)) -> member(singleton(w),symmetric_difference(u,v))*.
% 299.74/300.46 13935[0:SpL:823.1,1257.0] || equal(u,regular(cross_product(v,w))) -> equal(cross_product(v,w),null_class) member(singleton(first(regular(cross_product(v,w)))),u)*.
% 299.74/300.46 13923[0:SpL:823.1,430.0] || subclass(regular(cross_product(u,v)),w) -> equal(cross_product(u,v),null_class) member(singleton(first(regular(cross_product(u,v)))),w)*.
% 299.74/300.46 14646[2:Res:61.1,8049.1] || member(ordered_pair(u,ordered_pair(null_class,null_class)),compose(v,w)) subclass(domain_relation,complement(image(v,image(w,singleton(u)))))* -> .
% 299.74/300.46 14995[2:Res:7907.1,133.1] || equal(apply(compose(yf,xf),x__dfg),null_class) subclass(apply(yf,apply(xf,x__dfg)),apply(compose(yf,xf),x__dfg))* -> .
% 299.74/300.46 15720[0:SpL:829.2,977.0] || member(cross_product(u,v),universal_class) equal(complement(apply(choice,cross_product(u,v))),universal_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.46 16430[4:Res:494.3,12471.0] || member(u,universal_class) subclass(u,sum_class(range_of(null_class))) -> equal(u,null_class) member(apply(choice,u),apply(null_class,v))*.
% 299.74/300.46 16488[4:Res:494.3,12473.0] || member(u,universal_class) subclass(u,apply(null_class,v))* -> equal(u,null_class) member(apply(choice,u),sum_class(range_of(null_class)))*.
% 299.74/300.46 16803[0:Res:61.1,671.1] || member(ordered_pair(u,unordered_pair(v,w)),compose(x,y))* subclass(universal_class,complement(image(x,image(y,singleton(u)))))* -> .
% 299.74/300.46 16819[0:SpL:829.2,16802.0] || member(cross_product(u,v),universal_class) subclass(universal_class,complement(apply(choice,cross_product(u,v))))* -> equal(cross_product(u,v),null_class).
% 299.74/300.46 17236[0:Res:61.1,725.1] || member(ordered_pair(u,ordered_pair(v,w)),compose(x,y))* subclass(universal_class,complement(image(x,image(y,singleton(u)))))* -> .
% 299.74/300.46 17219[0:Res:1072.3,725.1] || member(u,universal_class)* member(v,universal_class) equal(compose(w,v),u)* subclass(universal_class,complement(compose_class(w)))* -> .
% 299.74/300.46 17593[4:Rew:17265.0,15391.1] || subclass(universal_class,cross_product(universal_class,universal_class)) member(u,cantor(v)) -> member(ordered_pair(v,ordered_pair(u,apply(v,u))),application_function)*.
% 299.74/300.46 20319[4:Res:19302.1,617.0] || equal(ordered_pair(u,v),singleton(singleton(null_class))) -> equal(unordered_pair(u,singleton(v)),singleton(null_class))** equal(singleton(null_class),singleton(u)).
% 299.74/300.46 21366[5:Res:61.1,21263.1] || member(ordered_pair(u,sum_class(range_of(null_class))),compose(v,w)) subclass(universal_class,complement(image(v,image(w,singleton(u)))))* -> .
% 299.74/300.46 21707[5:Res:61.1,21295.1] || member(ordered_pair(u,apply(null_class,v)),compose(w,x))* subclass(universal_class,complement(image(w,image(x,singleton(u)))))* -> .
% 299.74/300.46 23506[0:Res:431.1,11.0] || subclass(ordered_pair(u,v),unordered_pair(w,x))* -> equal(unordered_pair(u,singleton(v)),x) equal(unordered_pair(u,singleton(v)),w).
% 299.74/300.46 23692[0:SpL:569.0,6547.1] || member(u,symmetric_difference(union(v,w),union(complement(v),complement(w))))* member(u,symmetric_difference(complement(v),complement(w))) -> .
% 299.74/300.46 24979[4:Res:494.3,12472.0] || member(u,universal_class) subclass(u,apply(null_class,v))* -> equal(u,null_class) member(apply(choice,u),apply(null_class,w))*.
% 299.74/300.46 26893[0:Res:51.1,3481.0] inductive(intersection(u,v)) || -> equal(image(successor_relation,intersection(u,v)),null_class) member(regular(image(successor_relation,intersection(u,v))),u)*.
% 299.74/300.46 27050[0:Res:51.1,3482.0] inductive(intersection(u,v)) || -> equal(image(successor_relation,intersection(u,v)),null_class) member(regular(image(successor_relation,intersection(u,v))),v)*.
% 299.74/300.46 27256[4:Res:61.1,25885.1] || member(ordered_pair(u,ordered_pair(null_class,null_class)),compose(v,w))* equal(complement(image(v,image(w,singleton(u)))),universal_class) -> .
% 299.74/300.46 27303[5:Res:61.1,25953.1] || member(ordered_pair(u,sum_class(range_of(null_class))),compose(v,w))* equal(complement(image(v,image(w,singleton(u)))),universal_class) -> .
% 299.74/300.46 27471[4:Res:17312.2,6535.0] || member(u,universal_class) subclass(domain_relation,symmetric_difference(complement(v),complement(w))) -> member(ordered_pair(u,cantor(u)),union(v,w))*.
% 299.74/300.46 27461[0:Res:11931.0,6535.0] || -> subclass(u,complement(symmetric_difference(complement(v),complement(w)))) member(not_subclass_element(u,complement(symmetric_difference(complement(v),complement(w)))),union(v,w))*.
% 299.74/300.46 27622[5:Res:61.1,26529.1] || member(ordered_pair(u,apply(null_class,v)),compose(w,x))* equal(complement(image(w,image(x,singleton(u)))),universal_class) -> .
% 299.74/300.46 28382[0:Res:283.1,6547.1] || member(regular(restrict(intersection(u,v),w,x)),symmetric_difference(u,v))* -> equal(restrict(intersection(u,v),w,x),null_class).
% 299.74/300.46 28381[4:Res:283.1,10130.1] || member(regular(restrict(complement(compose(element_relation,universal_class)),u,v)),element_relation)* -> equal(restrict(complement(compose(element_relation,universal_class)),u,v),null_class).
% 299.74/300.46 28679[0:Rew:116.0,28576.1] || member(not_subclass_element(union(u,v),symmetric_difference(u,v)),complement(intersection(u,v)))* -> subclass(union(u,v),symmetric_difference(u,v)).
% 299.74/300.46 29002[4:Rew:28748.0,10460.1] || member(union(null_class,u),universal_class) member(apply(choice,union(null_class,u)),complement(u))* -> equal(union(null_class,u),null_class).
% 299.74/300.46 29407[4:Rew:28759.0,9982.0] || equal(union(null_class,ordered_pair(u,v)),universal_class)** -> equal(singleton(w),unordered_pair(u,singleton(v)))* equal(singleton(w),singleton(u)).
% 299.74/300.46 31048[4:Rew:28759.0,29485.1] || -> subclass(union(null_class,restrict(u,v,w)),x) member(not_subclass_element(union(null_class,restrict(u,v,w)),x),cross_product(v,w))*.
% 299.74/300.46 33271[2:MRR:33250.3,9518.0] || member(apply(choice,regular(complement(u))),universal_class)* -> member(apply(choice,regular(complement(u))),u)* equal(regular(complement(u)),null_class).
% 299.74/300.46 34119[0:SpL:566.0,6316.1] || member(u,universal_class) subclass(universal_class,symmetric_difference(cross_product(v,w),x)) -> member(sum_class(u),complement(restrict(x,v,w)))*.
% 299.74/300.46 34118[0:SpL:565.0,6316.1] || member(u,universal_class) subclass(universal_class,symmetric_difference(v,cross_product(w,x))) -> member(sum_class(u),complement(restrict(v,w,x)))*.
% 299.74/300.46 34526[0:SpL:566.0,6375.1] || member(u,universal_class) subclass(universal_class,symmetric_difference(cross_product(v,w),x)) -> member(power_class(u),complement(restrict(x,v,w)))*.
% 299.74/300.46 34525[0:SpL:565.0,6375.1] || member(u,universal_class) subclass(universal_class,symmetric_difference(v,cross_product(w,x))) -> member(power_class(u),complement(restrict(v,w,x)))*.
% 299.74/300.46 35007[2:SpL:829.2,34988.0] || member(cross_product(u,v),universal_class) subclass(universal_class,regular(apply(choice,cross_product(u,v))))* -> equal(cross_product(u,v),null_class).
% 299.74/300.46 35022[2:SpL:829.2,35011.0] || member(cross_product(u,v),universal_class) equal(regular(apply(choice,cross_product(u,v))),universal_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.46 35635[2:MRR:35610.0,12502.1] || -> member(not_subclass_element(regular(union(u,v)),w),complement(u))* subclass(regular(union(u,v)),w) equal(union(u,v),null_class).
% 299.74/300.46 35636[2:MRR:35609.0,12502.1] || -> member(not_subclass_element(regular(union(u,v)),w),complement(v))* subclass(regular(union(u,v)),w) equal(union(u,v),null_class).
% 299.74/300.46 36768[4:Rew:29733.0,36697.1] || member(regular(intersection(u,union(null_class,complement(v)))),union(null_class,v))* -> equal(intersection(u,union(null_class,complement(v))),null_class).
% 299.74/300.46 36769[4:Rew:29733.0,36688.1] || member(regular(intersection(union(null_class,complement(u)),v)),union(null_class,u))* -> equal(intersection(union(null_class,complement(u)),v),null_class).
% 299.74/300.46 36654[4:SpR:29733.0,319.1] || member(u,universal_class) -> member(u,intersection(complement(v),union(null_class,complement(w))))* member(u,union(v,union(null_class,w))).
% 299.74/300.46 36650[4:SpR:29733.0,319.1] || member(u,universal_class) -> member(u,intersection(union(null_class,complement(v)),complement(w)))* member(u,union(union(null_class,v),w)).
% 299.74/300.46 36645[4:SpR:29733.0,9310.0] || -> equal(union(intersection(u,union(null_class,v)),intersection(complement(u),union(null_class,complement(v)))),complement(symmetric_difference(u,union(null_class,v))))**.
% 299.74/300.46 36598[4:SpR:29733.0,9310.0] || -> equal(union(intersection(union(null_class,u),v),intersection(union(null_class,complement(u)),complement(v))),complement(symmetric_difference(union(null_class,u),v)))**.
% 299.74/300.46 37401[0:SpL:566.0,7884.0] || subclass(u,symmetric_difference(cross_product(v,w),x)) -> subclass(u,y) member(not_subclass_element(u,y),complement(restrict(x,v,w)))*.
% 299.74/300.46 37400[0:SpL:565.0,7884.0] || subclass(u,symmetric_difference(v,cross_product(w,x))) -> subclass(u,y) member(not_subclass_element(u,y),complement(restrict(v,w,x)))*.
% 299.74/300.46 37631[2:Res:31230.1,617.0] || equal(ordered_pair(u,v),domain_relation) -> equal(unordered_pair(u,singleton(v)),ordered_pair(null_class,null_class))** equal(ordered_pair(null_class,null_class),singleton(u)).
% 299.74/300.46 37731[4:Res:285.1,12473.0] || -> subclass(restrict(apply(null_class,u),v,w),x) member(not_subclass_element(restrict(apply(null_class,u),v,w),x),sum_class(range_of(null_class)))*.
% 299.74/300.46 37730[4:Res:285.1,12472.0] || -> subclass(restrict(apply(null_class,u),v,w),x) member(not_subclass_element(restrict(apply(null_class,u),v,w),x),apply(null_class,y))*.
% 299.74/300.46 37729[4:Res:285.1,12471.0] || -> subclass(restrict(sum_class(range_of(null_class)),u,v),w) member(not_subclass_element(restrict(sum_class(range_of(null_class)),u,v),w),apply(null_class,x))*.
% 299.74/300.46 37727[2:Res:285.1,6873.0] || member(not_subclass_element(restrict(regular(u),v,w),x),u)* -> subclass(restrict(regular(u),v,w),x) equal(u,null_class).
% 299.74/300.46 37720[0:Res:285.1,574.0] || -> subclass(restrict(symmetric_difference(u,v),w,x),y) member(not_subclass_element(restrict(symmetric_difference(u,v),w,x),y),union(u,v))*.
% 299.74/300.46 37713[0:Res:285.1,271.0] || -> subclass(restrict(restrict(u,v,w),x,y),z) member(not_subclass_element(restrict(restrict(u,v,w),x,y),z),u)*.
% 299.74/300.46 37698[0:SpR:277.0,285.1] || -> subclass(restrict(cross_product(u,v),w,x),y) member(not_subclass_element(restrict(cross_product(w,x),u,v),y),cross_product(u,v))*.
% 299.74/300.46 38532[4:Res:13341.2,17395.0] || subclass(universal_class,cantor(regular(cross_product(singleton(regular(u)),universal_class))))* -> equal(u,null_class) equal(cross_product(singleton(regular(u)),universal_class),null_class).
% 299.74/300.46 38519[4:Res:415.2,17395.0] || subclass(u,cantor(regular(cross_product(singleton(regular(u)),universal_class))))* -> equal(u,null_class) equal(cross_product(singleton(regular(u)),universal_class),null_class).
% 299.74/300.46 40214[0:SpL:314.0,865.0] || member(singleton(singleton(singleton(singleton(singleton(singleton(u)))))),application_function)* -> equal(apply(singleton(singleton(singleton(singleton(u)))),singleton(u)),u)**.
% 299.74/300.46 40307[9:Rew:40297.2,9690.3] single_valued_class(inverse(u)) || subclass(range_of(inverse(u)),v) equal(inverse(u),null_class) -> maps(inverse(u),universal_class,v)*.
% 299.74/300.46 40348[9:SSi:40333.1,74.1] one_to_one(u) || subclass(universal_class,cantor(range_of(v))) equal(cantor(cantor(w)),universal_class) -> compatible(u,w,inverse(v))*.
% 299.74/300.46 40374[0:SpL:314.0,875.0] || member(singleton(singleton(singleton(singleton(singleton(singleton(u)))))),composition_function)* -> equal(compose(singleton(singleton(singleton(singleton(u)))),singleton(u)),u)**.
% 299.74/300.46 40701[9:SpR:826.1,39853.1] function(first(not_subclass_element(cross_product(u,v),w))) || -> subclass(cross_product(u,v),w) member(null_class,not_subclass_element(cross_product(u,v),w))*.
% 299.74/300.46 41315[4:MRR:41265.0,12502.1] || -> equal(apply(u,not_subclass_element(regular(cantor(u)),v)),sum_class(range_of(null_class)))** subclass(regular(cantor(u)),v) equal(cantor(u),null_class).
% 299.74/300.46 41669[4:Rew:36664.0,41628.1] || member(regular(intersection(u,union(null_class,complement(v)))),union(v,v))* -> equal(intersection(u,union(null_class,complement(v))),null_class).
% 299.74/300.46 41670[4:Rew:36664.0,41617.1] || member(regular(intersection(union(null_class,complement(u)),v)),union(u,u))* -> equal(intersection(union(null_class,complement(u)),v),null_class).
% 299.74/300.46 41580[4:SpR:36664.0,319.1] || member(u,universal_class) -> member(u,intersection(complement(v),union(null_class,complement(w))))* member(u,union(v,union(w,w)))*.
% 299.74/300.46 41575[4:SpR:36664.0,319.1] || member(u,universal_class) -> member(u,intersection(union(null_class,complement(v)),complement(w)))* member(u,union(union(v,v),w))*.
% 299.74/300.46 41569[4:SpR:36664.0,9310.0] || -> equal(union(intersection(u,union(v,v)),intersection(complement(u),union(null_class,complement(v)))),complement(symmetric_difference(u,union(v,v))))**.
% 299.74/300.46 41522[4:SpR:36664.0,9310.0] || -> equal(union(intersection(union(u,u),v),intersection(union(null_class,complement(u)),complement(v))),complement(symmetric_difference(union(u,u),v)))**.
% 299.74/300.46 41764[4:Res:17398.1,6873.0] || subclass(domain_relation,rotate(regular(u))) member(ordered_pair(ordered_pair(v,cantor(ordered_pair(w,v))),w),u)* -> equal(u,null_class).
% 299.74/300.46 41744[4:Res:17398.1,270.0] || subclass(domain_relation,rotate(restrict(u,v,w)))* -> member(ordered_pair(ordered_pair(x,cantor(ordered_pair(y,x))),y),cross_product(v,w))*.
% 299.74/300.46 41740[4:Res:17398.1,6547.1] || subclass(domain_relation,rotate(intersection(u,v))) member(ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),x),symmetric_difference(u,v))* -> .
% 299.74/300.46 41882[4:Res:17399.1,6873.0] || subclass(domain_relation,flip(regular(u))) member(ordered_pair(ordered_pair(v,w),cantor(ordered_pair(w,v))),u)* -> equal(u,null_class).
% 299.74/300.46 41862[4:Res:17399.1,270.0] || subclass(domain_relation,flip(restrict(u,v,w)))* -> member(ordered_pair(ordered_pair(x,y),cantor(ordered_pair(y,x))),cross_product(v,w))*.
% 299.74/300.46 41858[4:Res:17399.1,6547.1] || subclass(domain_relation,flip(intersection(u,v))) member(ordered_pair(ordered_pair(w,x),cantor(ordered_pair(x,w))),symmetric_difference(u,v))* -> .
% 299.74/300.46 42010[2:Res:3143.2,6873.0] || subclass(u,regular(v)) member(regular(intersection(w,u)),v)* -> equal(intersection(w,u),null_class) equal(v,null_class).
% 299.74/300.46 41990[0:Res:3143.2,270.0] || subclass(u,restrict(v,w,x))* -> equal(intersection(y,u),null_class) member(regular(intersection(y,u)),cross_product(w,x))*.
% 299.74/300.46 41986[0:Res:3143.2,6547.1] || subclass(u,intersection(v,w)) member(regular(intersection(x,u)),symmetric_difference(v,w))* -> equal(intersection(x,u),null_class).
% 299.74/300.46 43470[2:Res:3315.2,6873.0] || subclass(u,regular(v)) member(regular(intersection(u,w)),v)* -> equal(intersection(u,w),null_class) equal(v,null_class).
% 299.74/300.46 43450[0:Res:3315.2,270.0] || subclass(u,restrict(v,w,x))* -> equal(intersection(u,y),null_class) member(regular(intersection(u,y)),cross_product(w,x))*.
% 299.74/300.46 43446[0:Res:3315.2,6547.1] || subclass(u,intersection(v,w)) member(regular(intersection(u,x)),symmetric_difference(v,w))* -> equal(intersection(u,x),null_class).
% 299.74/300.46 45585[2:Obv:45566.1] || subclass(regular(union(u,v)),symmetric_difference(u,v))* -> equal(regular(union(u,v)),null_class) equal(union(u,v),null_class).
% 299.74/300.46 45586[0:Obv:45556.1] || subclass(intersection(singleton(u),v),symmetric_difference(w,x))* -> equal(intersection(singleton(u),v),null_class) member(u,union(w,x)).
% 299.74/300.46 45587[0:Obv:45555.1] || subclass(intersection(u,singleton(v)),symmetric_difference(w,x))* -> equal(intersection(u,singleton(v)),null_class) member(v,union(w,x)).
% 299.74/300.46 46133[4:MRR:46080.0,12502.1] || -> equal(apply(u,not_subclass_element(intersection(v,complement(cantor(u))),w)),sum_class(range_of(null_class)))** subclass(intersection(v,complement(cantor(u))),w).
% 299.74/300.46 46506[0:Rew:566.0,46424.1] || member(not_subclass_element(symmetric_difference(cross_product(u,v),w),x),restrict(w,u,v))* -> subclass(symmetric_difference(cross_product(u,v),w),x).
% 299.74/300.46 46507[0:Rew:565.0,46423.1] || member(not_subclass_element(symmetric_difference(u,cross_product(v,w)),x),restrict(u,v,w))* -> subclass(symmetric_difference(u,cross_product(v,w)),x).
% 299.74/300.46 46511[4:MRR:46446.0,12502.1] || -> equal(apply(u,not_subclass_element(intersection(complement(cantor(u)),v),w)),sum_class(range_of(null_class)))** subclass(intersection(complement(cantor(u)),v),w).
% 299.74/300.46 46833[2:Rew:11940.2,46832.2] || equal(u,v) member(not_subclass_element(v,w),unordered_pair(v,u))* -> subclass(v,w) equal(unordered_pair(v,u),null_class).
% 299.74/300.46 46835[2:Rew:11940.2,46834.2] || equal(u,v) member(apply(choice,v),unordered_pair(v,u))* -> equal(v,null_class) equal(unordered_pair(v,u),null_class).
% 299.74/300.46 46944[0:Res:431.1,6525.0] || subclass(ordered_pair(u,v),symmetric_difference(w,cross_product(x,y))) -> member(unordered_pair(u,singleton(v)),complement(restrict(w,x,y)))*.
% 299.74/300.46 47126[0:Res:431.1,6526.0] || subclass(ordered_pair(u,v),symmetric_difference(cross_product(w,x),y)) -> member(unordered_pair(u,singleton(v)),complement(restrict(y,w,x)))*.
% 299.74/300.46 47479[4:SpL:829.2,46998.0] || member(cross_product(u,v),universal_class) subclass(singleton(apply(choice,cross_product(u,v))),null_class)* -> equal(cross_product(u,v),null_class).
% 299.74/300.46 47722[0:Res:12962.2,4.0] || member(u,universal_class) equal(successor(singleton(u)),u) subclass(successor_relation,v) -> member(singleton(singleton(singleton(u))),v)*.
% 299.74/300.46 47876[4:Res:5957.2,12473.0] || member(inverse(u),universal_class) subclass(domain_relation,apply(null_class,v))* -> member(ordered_pair(inverse(u),range_of(u)),sum_class(range_of(null_class)))*.
% 299.74/300.46 47875[4:Res:5957.2,12472.0] || member(inverse(u),universal_class) subclass(domain_relation,apply(null_class,v))* -> member(ordered_pair(inverse(u),range_of(u)),apply(null_class,w))*.
% 299.74/300.46 47874[4:Res:5957.2,12471.0] || member(inverse(u),universal_class) subclass(domain_relation,sum_class(range_of(null_class))) -> member(ordered_pair(inverse(u),range_of(u)),apply(null_class,v))*.
% 299.74/300.46 47859[0:Res:5957.2,574.0] || member(inverse(u),universal_class) subclass(domain_relation,symmetric_difference(v,w)) -> member(ordered_pair(inverse(u),range_of(u)),union(v,w))*.
% 299.74/300.46 47845[4:Res:5957.2,10130.1] || member(inverse(u),universal_class) subclass(domain_relation,complement(compose(element_relation,universal_class))) member(ordered_pair(inverse(u),range_of(u)),element_relation)* -> .
% 299.74/300.46 47842[0:Res:5957.2,4.0] || member(inverse(u),universal_class) subclass(domain_relation,v)* subclass(v,w)* -> member(ordered_pair(inverse(u),range_of(u)),w)*.
% 299.74/300.46 47991[0:Rew:47963.0,27398.0] || member(u,symmetric_difference(complement(v),union(w,complement(power_class(x)))))* -> member(u,union(v,intersection(complement(w),power_class(x)))).
% 299.74/300.46 48013[0:Rew:47963.0,25824.0] || subclass(u,union(v,complement(power_class(w)))) member(regular(u),intersection(complement(v),power_class(w)))* -> equal(u,null_class).
% 299.74/300.46 48017[0:Rew:47963.0,27421.0] || member(u,symmetric_difference(union(v,complement(power_class(w))),complement(x)))* -> member(u,union(intersection(complement(v),power_class(w)),x)).
% 299.74/300.46 48040[0:Rew:47963.0,27401.0] || member(u,symmetric_difference(complement(v),union(complement(power_class(w)),x)))* -> member(u,union(v,intersection(power_class(w),complement(x)))).
% 299.74/300.46 48087[0:Rew:47963.0,46759.0] || equal(u,power_class(complement(power_class(v))))* member(w,universal_class) -> member(w,image(element_relation,power_class(v)))* member(w,u)*.
% 299.74/300.46 48117[0:Rew:47963.0,8355.0] || -> subclass(symmetric_difference(union(u,complement(power_class(v))),complement(singleton(intersection(complement(u),power_class(v))))),successor(intersection(complement(u),power_class(v))))*.
% 299.74/300.46 48182[0:Rew:47963.0,47218.1] || -> subclass(symmetric_difference(complement(u),power_class(v)),w) member(not_subclass_element(symmetric_difference(complement(u),power_class(v)),w),union(u,complement(power_class(v))))*.
% 299.74/300.46 48202[0:Rew:47963.0,25827.0] || subclass(u,union(complement(power_class(v)),w)) member(regular(u),intersection(power_class(v),complement(w)))* -> equal(u,null_class).
% 299.74/300.46 48206[0:Rew:47963.0,27424.0] || member(u,symmetric_difference(union(complement(power_class(v)),w),complement(x)))* -> member(u,union(intersection(power_class(v),complement(w)),x)).
% 299.74/300.46 48405[0:Rew:47963.0,8356.0] || -> subclass(symmetric_difference(union(complement(power_class(u)),v),complement(singleton(intersection(power_class(u),complement(v))))),successor(intersection(power_class(u),complement(v))))*.
% 299.74/300.46 48470[0:Rew:47963.0,47220.1] || -> subclass(symmetric_difference(power_class(u),complement(v)),w) member(not_subclass_element(symmetric_difference(power_class(u),complement(v)),w),union(complement(power_class(u)),v))*.
% 299.74/300.46 48883[0:Rew:47963.0,48012.1] || -> member(not_subclass_element(u,union(v,complement(power_class(w)))),intersection(complement(v),power_class(w)))* subclass(u,union(v,complement(power_class(w)))).
% 299.74/300.46 48888[0:Rew:47963.0,48201.1] || -> member(not_subclass_element(u,union(complement(power_class(v)),w)),intersection(power_class(v),complement(w)))* subclass(u,union(complement(power_class(v)),w)).
% 299.74/300.46 48914[2:Rew:47963.0,48363.2,47963.0,48363.1] || -> subclass(singleton(regular(regular(complement(power_class(u))))),power_class(u))* equal(regular(complement(power_class(u))),null_class) equal(complement(power_class(u)),null_class).
% 299.74/300.46 51253[4:Rew:28759.0,51252.1] || member(not_subclass_element(complement(power_class(union(null_class,u))),v),power_class(union(u,u)))* -> subclass(complement(power_class(union(null_class,u))),v).
% 299.74/300.46 51452[0:SpR:49204.0,5691.1] || subclass(universal_class,symmetric_difference(complement(power_class(complement(power_class(u)))),v)) -> member(unordered_pair(w,x),union(image(element_relation,power_class(u)),v))*.
% 299.74/300.46 51637[0:SpR:49205.0,5691.1] || subclass(universal_class,symmetric_difference(u,complement(power_class(complement(power_class(v)))))) -> member(unordered_pair(w,x),union(u,image(element_relation,power_class(v))))*.
% 299.74/300.46 51910[0:Res:431.1,47999.0] || subclass(ordered_pair(u,v),symmetric_difference(complement(w),power_class(x))) -> member(unordered_pair(u,singleton(v)),union(w,complement(power_class(x))))*.
% 299.74/300.46 51887[0:Res:407.2,47999.0] || member(u,universal_class) subclass(universal_class,symmetric_difference(complement(v),power_class(w))) -> member(power_class(u),union(v,complement(power_class(w))))*.
% 299.74/300.46 51886[0:Res:408.2,47999.0] || member(u,universal_class) subclass(universal_class,symmetric_difference(complement(v),power_class(w))) -> member(sum_class(u),union(v,complement(power_class(w))))*.
% 299.74/300.46 51883[0:Res:417.2,47999.0] || subclass(u,symmetric_difference(complement(v),power_class(w))) -> subclass(u,x) member(not_subclass_element(u,x),union(v,complement(power_class(w))))*.
% 299.74/300.46 51842[0:SpL:47972.0,47999.0] || member(u,symmetric_difference(power_class(complement(power_class(v))),power_class(w))) -> member(u,union(image(element_relation,power_class(v)),complement(power_class(w))))*.
% 299.74/300.46 52025[0:Res:431.1,48188.0] || subclass(ordered_pair(u,v),symmetric_difference(power_class(w),complement(x))) -> member(unordered_pair(u,singleton(v)),union(complement(power_class(w)),x))*.
% 299.74/300.46 52002[0:Res:407.2,48188.0] || member(u,universal_class) subclass(universal_class,symmetric_difference(power_class(v),complement(w))) -> member(power_class(u),union(complement(power_class(v)),w))*.
% 299.74/300.46 52001[0:Res:408.2,48188.0] || member(u,universal_class) subclass(universal_class,symmetric_difference(power_class(v),complement(w))) -> member(sum_class(u),union(complement(power_class(v)),w))*.
% 299.74/300.46 51998[0:Res:417.2,48188.0] || subclass(u,symmetric_difference(power_class(v),complement(w))) -> subclass(u,x) member(not_subclass_element(u,x),union(complement(power_class(v)),w))*.
% 299.74/300.46 51952[0:SpL:47972.0,48188.0] || member(u,symmetric_difference(power_class(v),power_class(complement(power_class(w))))) -> member(u,union(complement(power_class(v)),image(element_relation,power_class(w))))*.
% 299.74/300.46 52408[4:Res:18350.2,4.0] || member(u,universal_class) equal(cantor(u),successor(u)) subclass(successor_relation,v) -> member(ordered_pair(u,cantor(u)),v)*.
% 299.74/300.46 52575[4:MRR:52534.0,308.0] || member(u,universal_class) subclass(domain_relation,complement(cantor(v))) -> equal(apply(v,ordered_pair(u,cantor(u))),sum_class(range_of(null_class)))**.
% 299.74/300.46 52591[4:SpR:826.1,47487.0] || -> subclass(cross_product(u,v),w) member(singleton(first(not_subclass_element(cross_product(u,v),w))),complement(singleton(not_subclass_element(cross_product(u,v),w))))*.
% 299.74/300.46 52816[0:Res:48052.1,4.0] || member(u,universal_class) subclass(image(element_relation,power_class(v)),w)* -> member(u,power_class(complement(power_class(v))))* member(u,w)*.
% 299.74/300.46 52797[4:SpR:41644.0,48052.1] || member(u,universal_class) -> member(u,image(element_relation,power_class(union(v,v))))* member(u,power_class(complement(power_class(union(null_class,v))))).
% 299.74/300.46 52796[4:SpR:41644.0,48052.1] || member(u,universal_class) -> member(u,image(element_relation,power_class(union(null_class,v))))* member(u,power_class(complement(power_class(union(v,v)))))*.
% 299.74/300.46 52794[0:SpR:25457.1,48052.1] || equal(u,universal_class) member(v,universal_class) -> member(v,image(element_relation,power_class(u)))* member(v,power_class(complement(power_class(universal_class)))).
% 299.74/300.46 52793[0:SpR:25457.1,48052.1] || equal(u,universal_class) member(v,universal_class) -> member(v,image(element_relation,power_class(universal_class)))* member(v,power_class(complement(power_class(u))))*.
% 299.74/300.46 53045[4:SpL:826.1,52605.0] || member(singleton(first(not_subclass_element(cross_product(u,v),w))),singleton(not_subclass_element(cross_product(u,v),w)))* -> subclass(cross_product(u,v),w).
% 299.74/300.46 54401[4:Res:21039.1,6314.0] || subclass(universal_class,u)* subclass(u,v)* -> equal(singleton(image(w,null_class)),null_class) member(sum_class(apply(w,universal_class)),v)*.
% 299.74/300.46 54477[0:Res:6323.2,4.0] || member(u,universal_class) subclass(universal_class,symmetric_difference(v,w)) subclass(union(v,w),x)* -> member(sum_class(u),x)*.
% 299.74/300.46 54469[0:SpR:71.0,6323.2] || member(image(u,singleton(v)),universal_class) subclass(universal_class,symmetric_difference(w,x)) -> member(apply(u,v),union(w,x))*.
% 299.74/300.46 54565[4:Res:21039.1,6373.0] || subclass(universal_class,u)* subclass(u,v)* -> equal(singleton(image(w,null_class)),null_class) member(power_class(apply(w,universal_class)),v)*.
% 299.74/300.46 54938[0:Res:6382.2,4.0] || member(u,universal_class) subclass(universal_class,symmetric_difference(v,w)) subclass(union(v,w),x)* -> member(power_class(u),x)*.
% 299.74/300.46 54935[4:SpR:41644.0,6382.2] || member(union(null_class,u),universal_class) subclass(universal_class,symmetric_difference(v,w)) -> member(power_class(union(u,u)),union(v,w))*.
% 299.74/300.46 54934[4:SpR:41644.0,6382.2] || member(union(u,u),universal_class)* subclass(universal_class,symmetric_difference(v,w)) -> member(power_class(union(null_class,u)),union(v,w))*.
% 299.74/300.46 55438[4:SpL:9395.0,17824.1] || member(u,universal_class) subclass(domain_relation,symmetric_difference(complement(v),complement(singleton(v))))* -> member(ordered_pair(u,cantor(u)),successor(v))*.
% 299.74/300.46 55635[0:Res:415.2,47998.0] || subclass(u,intersection(complement(v),power_class(w))) member(regular(u),union(v,complement(power_class(w))))* -> equal(u,null_class).
% 299.74/300.46 55605[0:Res:69.1,47998.0] || member(regular(intersection(complement(u),power_class(v))),union(u,complement(power_class(v))))* -> equal(intersection(complement(u),power_class(v)),null_class).
% 299.74/300.46 55601[4:SpL:29733.0,47998.0] || member(u,intersection(union(null_class,complement(v)),power_class(w)))* member(u,union(union(null_class,v),complement(power_class(w)))) -> .
% 299.74/300.46 55600[4:SpL:36664.0,47998.0] || member(u,intersection(union(null_class,complement(v)),power_class(w)))* member(u,union(union(v,v),complement(power_class(w))))* -> .
% 299.74/300.46 55586[4:SpL:41644.0,47998.0] || member(u,intersection(complement(v),power_class(union(w,w))))* member(u,union(v,complement(power_class(union(null_class,w))))) -> .
% 299.74/300.46 55585[4:SpL:41644.0,47998.0] || member(u,intersection(complement(v),power_class(union(null_class,w))))* member(u,union(v,complement(power_class(union(w,w)))))* -> .
% 299.74/300.46 55583[0:SpL:25457.1,47998.0] || equal(u,universal_class) member(v,intersection(complement(w),power_class(u)))* member(v,union(w,complement(power_class(universal_class)))) -> .
% 299.74/300.46 55782[0:Res:415.2,48187.0] || subclass(u,intersection(power_class(v),complement(w))) member(regular(u),union(complement(power_class(v)),w))* -> equal(u,null_class).
% 299.74/300.46 55752[0:Res:69.1,48187.0] || member(regular(intersection(power_class(u),complement(v))),union(complement(power_class(u)),v))* -> equal(intersection(power_class(u),complement(v)),null_class).
% 299.74/300.46 55748[4:SpL:41644.0,48187.0] || member(u,intersection(power_class(union(v,v)),complement(w)))* member(u,union(complement(power_class(union(null_class,v))),w)) -> .
% 299.74/300.46 55747[4:SpL:41644.0,48187.0] || member(u,intersection(power_class(union(null_class,v)),complement(w)))* member(u,union(complement(power_class(union(v,v))),w))* -> .
% 299.74/300.46 55745[0:SpL:25457.1,48187.0] || equal(u,universal_class) member(v,intersection(power_class(u),complement(w)))* member(v,union(complement(power_class(universal_class)),w)) -> .
% 299.74/300.46 55744[0:SpL:25457.1,48187.0] || equal(u,universal_class) member(v,intersection(power_class(universal_class),complement(w)))* member(v,union(complement(power_class(u)),w))* -> .
% 299.74/300.46 55743[4:SpL:29733.0,48187.0] || member(u,intersection(power_class(v),union(null_class,complement(w))))* member(u,union(complement(power_class(v)),union(null_class,w))) -> .
% 299.74/300.46 55742[4:SpL:36664.0,48187.0] || member(u,intersection(power_class(v),union(null_class,complement(w))))* member(u,union(complement(power_class(v)),union(w,w)))* -> .
% 299.74/300.46 55944[0:Res:5691.1,8686.2] || subclass(universal_class,symmetric_difference(u,v))* member(unordered_pair(w,x),complement(v))* member(unordered_pair(w,x),complement(u))* -> .
% 299.74/300.46 55924[4:Res:19302.1,8686.2] || equal(union(u,v),singleton(singleton(null_class)))** member(singleton(null_class),complement(v))* member(singleton(null_class),complement(u))* -> .
% 299.74/300.46 55922[2:Res:7349.1,8686.2] || subclass(domain_relation,union(u,v))* member(ordered_pair(null_class,null_class),complement(v))* member(ordered_pair(null_class,null_class),complement(u))* -> .
% 299.74/300.46 55921[2:Res:31230.1,8686.2] || equal(union(u,v),domain_relation)** member(ordered_pair(null_class,null_class),complement(v))* member(ordered_pair(null_class,null_class),complement(u))* -> .
% 299.74/300.46 55920[0:Res:429.1,8686.2] || subclass(universal_class,union(u,v))* member(ordered_pair(w,x),complement(v))* member(ordered_pair(w,x),complement(u))* -> .
% 299.74/300.46 55919[4:Res:27911.1,8686.2] || equal(union(u,v),universal_class)** member(ordered_pair(w,x),complement(v))* member(ordered_pair(w,x),complement(u))* -> .
% 299.74/300.46 55903[5:Res:21256.1,8686.2] || subclass(universal_class,union(u,v))* member(sum_class(range_of(null_class)),complement(v))* member(sum_class(range_of(null_class)),complement(u))* -> .
% 299.74/300.46 55902[5:Res:25575.1,8686.2] || equal(union(u,v),universal_class)** member(sum_class(range_of(null_class)),complement(v))* member(sum_class(range_of(null_class)),complement(u))* -> .
% 299.74/300.46 55896[0:Res:405.1,8686.2] || subclass(universal_class,union(u,v))* member(unordered_pair(w,x),complement(v))* member(unordered_pair(w,x),complement(u))* -> .
% 299.74/300.46 55895[4:Res:27909.1,8686.2] || equal(union(u,v),universal_class)** member(unordered_pair(w,x),complement(v))* member(unordered_pair(w,x),complement(u))* -> .
% 299.74/300.46 55894[5:Res:21248.1,8686.2] || subclass(universal_class,union(u,v))* member(apply(null_class,w),complement(v))* member(apply(null_class,w),complement(u))* -> .
% 299.74/300.46 55893[5:Res:25573.1,8686.2] || equal(union(u,v),universal_class)** member(apply(null_class,w),complement(v))* member(apply(null_class,w),complement(u))* -> .
% 299.74/300.46 55974[0:Rew:29.0,55874.0] || member(u,union(v,w)) member(u,complement(intersection(v,w)))* member(u,complement(symmetric_difference(v,w))) -> .
% 299.74/300.46 56241[4:MRR:56240.2,56171.0] || equal(singleton(u),v) -> equal(regular(ordered_pair(v,u)),singleton(v)) equal(apply(choice,regular(ordered_pair(v,u))),v)**.
% 299.74/300.46 57141[4:Res:6563.2,12473.0] || subclass(u,apply(null_class,v))* -> subclass(intersection(w,u),x) member(not_subclass_element(intersection(w,u),x),sum_class(range_of(null_class)))*.
% 299.74/300.46 57140[4:Res:6563.2,12472.0] || subclass(u,apply(null_class,v))* -> subclass(intersection(w,u),x) member(not_subclass_element(intersection(w,u),x),apply(null_class,y))*.
% 299.74/300.46 57139[4:Res:6563.2,12471.0] || subclass(u,sum_class(range_of(null_class))) -> subclass(intersection(v,u),w) member(not_subclass_element(intersection(v,u),w),apply(null_class,x))*.
% 299.74/300.46 57127[0:Res:6563.2,574.0] || subclass(u,symmetric_difference(v,w)) -> subclass(intersection(x,u),y) member(not_subclass_element(intersection(x,u),y),union(v,w))*.
% 299.74/300.46 57115[4:Res:6563.2,10130.1] || subclass(u,complement(compose(element_relation,universal_class))) member(not_subclass_element(intersection(v,u),w),element_relation)* -> subclass(intersection(v,u),w).
% 299.74/300.46 57112[0:Res:6563.2,4.0] || subclass(u,v)* subclass(v,w)* -> subclass(intersection(x,u),y) member(not_subclass_element(intersection(x,u),y),w)*.
% 299.74/300.46 57215[0:Rew:31.0,57055.1] || subclass(cross_product(u,v),w) -> subclass(restrict(x,u,v),y) member(not_subclass_element(restrict(x,u,v),y),w)*.
% 299.74/300.46 57665[0:Res:6565.1,25.0] || -> subclass(intersection(u,intersection(intersection(v,w),x)),y) member(not_subclass_element(intersection(u,intersection(intersection(v,w),x)),y),w)*.
% 299.74/300.46 57664[0:Res:6565.1,24.0] || -> subclass(intersection(u,intersection(intersection(v,w),x)),y) member(not_subclass_element(intersection(u,intersection(intersection(v,w),x)),y),v)*.
% 299.74/300.46 57659[0:Res:6565.1,4.0] || subclass(u,v) -> subclass(intersection(w,intersection(u,x)),y) member(not_subclass_element(intersection(w,intersection(u,x)),y),v)*.
% 299.74/300.46 57994[4:Res:57812.0,7884.0] || -> subclass(intersection(u,union(null_class,intersection(v,w))),x) member(not_subclass_element(intersection(u,union(null_class,intersection(v,w))),x),v)*.
% 299.74/300.46 57993[4:Res:57812.0,7885.0] || -> subclass(intersection(u,union(null_class,intersection(v,w))),x) member(not_subclass_element(intersection(u,union(null_class,intersection(v,w))),x),w)*.
% 299.74/300.46 58200[0:Res:6566.1,25.0] || -> subclass(intersection(u,intersection(v,intersection(w,x))),y) member(not_subclass_element(intersection(u,intersection(v,intersection(w,x))),y),x)*.
% 299.74/300.46 58199[0:Res:6566.1,24.0] || -> subclass(intersection(u,intersection(v,intersection(w,x))),y) member(not_subclass_element(intersection(u,intersection(v,intersection(w,x))),y),w)*.
% 299.74/300.46 58194[0:Res:6566.1,4.0] || subclass(u,v) -> subclass(intersection(w,intersection(x,u)),y) member(not_subclass_element(intersection(w,intersection(x,u)),y),v)*.
% 299.74/300.46 58566[4:Res:7755.2,12473.0] || subclass(u,apply(null_class,v))* -> subclass(intersection(u,w),x) member(not_subclass_element(intersection(u,w),x),sum_class(range_of(null_class)))*.
% 299.74/300.46 58565[4:Res:7755.2,12472.0] || subclass(u,apply(null_class,v))* -> subclass(intersection(u,w),x) member(not_subclass_element(intersection(u,w),x),apply(null_class,y))*.
% 299.74/300.46 58564[4:Res:7755.2,12471.0] || subclass(u,sum_class(range_of(null_class))) -> subclass(intersection(u,v),w) member(not_subclass_element(intersection(u,v),w),apply(null_class,x))*.
% 299.74/300.46 58552[0:Res:7755.2,574.0] || subclass(u,symmetric_difference(v,w)) -> subclass(intersection(u,x),y) member(not_subclass_element(intersection(u,x),y),union(v,w))*.
% 299.74/300.46 58540[4:Res:7755.2,10130.1] || subclass(u,complement(compose(element_relation,universal_class))) member(not_subclass_element(intersection(u,v),w),element_relation)* -> subclass(intersection(u,v),w).
% 299.74/300.46 58537[0:Res:7755.2,4.0] || subclass(u,v)* subclass(v,w)* -> subclass(intersection(u,x),y) member(not_subclass_element(intersection(u,x),y),w)*.
% 299.74/300.46 58758[4:Res:57960.0,7880.0] || -> subclass(restrict(union(null_class,singleton(u)),v,w),x) equal(not_subclass_element(restrict(union(null_class,singleton(u)),v,w),x),u)**.
% 299.74/300.46 58751[4:Res:57960.0,3480.0] || member(regular(restrict(union(null_class,complement(u)),v,w)),u)* -> equal(restrict(union(null_class,complement(u)),v,w),null_class).
% 299.74/300.46 58815[0:Res:57780.0,7880.0] || -> subclass(intersection(u,restrict(singleton(v),w,x)),y) equal(not_subclass_element(intersection(u,restrict(singleton(v),w,x)),y),v)**.
% 299.74/300.46 58808[0:Res:57780.0,3480.0] || member(regular(intersection(u,restrict(complement(v),w,x))),v)* -> equal(intersection(u,restrict(complement(v),w,x)),null_class).
% 299.74/300.46 58909[0:Res:57833.0,7880.0] || -> subclass(restrict(intersection(singleton(u),v),w,x),y) equal(not_subclass_element(restrict(intersection(singleton(u),v),w,x),y),u)**.
% 299.74/300.46 58902[0:Res:57833.0,3480.0] || member(regular(restrict(intersection(complement(u),v),w,x)),u)* -> equal(restrict(intersection(complement(u),v),w,x),null_class).
% 299.74/300.46 59033[0:Res:7758.1,25.0] || -> subclass(intersection(intersection(intersection(u,v),w),x),y) member(not_subclass_element(intersection(intersection(intersection(u,v),w),x),y),v)*.
% 299.74/300.46 59032[0:Res:7758.1,24.0] || -> subclass(intersection(intersection(intersection(u,v),w),x),y) member(not_subclass_element(intersection(intersection(intersection(u,v),w),x),y),u)*.
% 299.74/300.46 59027[0:Res:7758.1,4.0] || subclass(u,v) -> subclass(intersection(intersection(u,w),x),y) member(not_subclass_element(intersection(intersection(u,w),x),y),v)*.
% 299.74/300.46 59402[0:Res:7759.1,25.0] || -> subclass(intersection(intersection(u,intersection(v,w)),x),y) member(not_subclass_element(intersection(intersection(u,intersection(v,w)),x),y),w)*.
% 299.74/300.46 59401[0:Res:7759.1,24.0] || -> subclass(intersection(intersection(u,intersection(v,w)),x),y) member(not_subclass_element(intersection(intersection(u,intersection(v,w)),x),y),v)*.
% 299.74/300.46 59396[0:Res:7759.1,4.0] || subclass(u,v) -> subclass(intersection(intersection(w,u),x),y) member(not_subclass_element(intersection(intersection(w,u),x),y),v)*.
% 299.74/300.46 59590[4:Res:59182.0,7884.0] || -> subclass(intersection(union(null_class,intersection(u,v)),w),x) member(not_subclass_element(intersection(union(null_class,intersection(u,v)),w),x),u)*.
% 299.74/300.46 59589[4:Res:59182.0,7885.0] || -> subclass(intersection(union(null_class,intersection(u,v)),w),x) member(not_subclass_element(intersection(union(null_class,intersection(u,v)),w),x),v)*.
% 299.74/300.46 59796[4:Res:57950.0,7881.0] || subclass(u,v) -> subclass(intersection(w,union(u,u)),x) member(not_subclass_element(intersection(w,union(u,u)),x),v)*.
% 299.74/300.46 59795[4:Res:57812.0,7881.0] || subclass(u,v) -> subclass(intersection(w,union(null_class,u)),x) member(not_subclass_element(intersection(w,union(null_class,u)),x),v)*.
% 299.74/300.46 59779[4:Res:59182.0,7881.0] || subclass(u,v) -> subclass(intersection(union(null_class,u),w),x) member(not_subclass_element(intersection(union(null_class,u),w),x),v)*.
% 299.74/300.46 59898[4:Res:59213.0,7884.0] || -> subclass(union(null_class,intersection(intersection(u,v),w)),x) member(not_subclass_element(union(null_class,intersection(intersection(u,v),w)),x),u)*.
% 299.74/300.46 59897[4:Res:59213.0,7885.0] || -> subclass(union(null_class,intersection(intersection(u,v),w)),x) member(not_subclass_element(union(null_class,intersection(intersection(u,v),w)),x),v)*.
% 299.74/300.46 59879[4:Res:59213.0,7881.0] || subclass(u,v) -> subclass(union(null_class,intersection(u,w)),x) member(not_subclass_element(union(null_class,intersection(u,w)),x),v)*.
% 299.74/300.46 60237[4:Res:59276.1,133.1] || equal(apply(yf,apply(xf,x__dfg)),universal_class) subclass(apply(yf,apply(xf,x__dfg)),apply(compose(yf,xf),x__dfg))* -> .
% 299.74/300.46 60095[9:Res:59276.1,39541.1] function(u) || equal(cantor(range_of(v)),universal_class) equal(cantor(cantor(w)),universal_class) -> compatible(u,w,inverse(v))*.
% 299.74/300.46 60300[0:Res:7893.2,4.0] || subclass(u,symmetric_difference(v,w))* subclass(union(v,w),x)* -> subclass(u,y) member(not_subclass_element(u,y),x)*.
% 299.74/300.46 60592[0:Res:13412.1,4.0] || member(u,union(v,w)) subclass(intersection(v,w),x)* -> member(u,symmetric_difference(v,w))* member(u,x)*.
% 299.74/300.46 60953[4:Res:60803.0,7884.0] || -> subclass(union(null_class,intersection(u,intersection(v,w))),x) member(not_subclass_element(union(null_class,intersection(u,intersection(v,w))),x),v)*.
% 299.74/300.46 60952[4:Res:60803.0,7885.0] || -> subclass(union(null_class,intersection(u,intersection(v,w))),x) member(not_subclass_element(union(null_class,intersection(u,intersection(v,w))),x),w)*.
% 299.74/300.46 60934[4:Res:60803.0,7881.0] || subclass(u,v) -> subclass(union(null_class,intersection(w,u)),x) member(not_subclass_element(union(null_class,intersection(w,u)),x),v)*.
% 299.74/300.46 61030[4:Rew:19189.0,61014.1] || equal(unordered_pair(u,null_class),singleton(u)) -> subclass(ordered_pair(u,universal_class),v) equal(not_subclass_element(ordered_pair(u,universal_class),v),singleton(u))**.
% 299.74/300.46 61103[4:Res:59544.0,7881.0] || subclass(u,v) -> subclass(intersection(union(u,u),w),x) member(not_subclass_element(intersection(union(u,u),w),x),v)*.
% 299.74/300.46 61277[0:Rew:16.0,61257.2] || member(singleton(u),v) -> equal(not_subclass_element(ordered_pair(u,w),v),unordered_pair(u,singleton(w)))** subclass(ordered_pair(u,w),v).
% 299.74/300.46 61281[0:Obv:61264.3] || member(u,v) subclass(unordered_pair(u,w),complement(x))* member(w,x) -> subclass(unordered_pair(u,w),v)*.
% 299.74/300.46 61394[4:MRR:31156.0,61393.0] || -> equal(regular(union(null_class,ordered_pair(u,v))),unordered_pair(u,singleton(v)))** equal(regular(union(null_class,ordered_pair(u,v))),singleton(u)).
% 299.74/300.46 61481[0:Rew:16.0,61461.2] || member(unordered_pair(u,singleton(v)),w)* -> equal(not_subclass_element(ordered_pair(u,v),w),singleton(u)) subclass(ordered_pair(u,v),w).
% 299.74/300.46 61484[0:Obv:61468.3] || member(u,v) subclass(unordered_pair(w,u),complement(x))* member(w,x) -> subclass(unordered_pair(w,u),v)*.
% 299.74/300.46 61515[0:SpR:277.0,6588.1] || -> subclass(restrict(cross_product(u,v),w,x),y) member(not_subclass_element(restrict(cross_product(w,x),u,v),y),cross_product(w,x))*.
% 299.74/300.46 61548[4:SpL:829.2,61390.0] || member(cross_product(u,v),universal_class) equal(complement(apply(choice,cross_product(u,v))),null_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.46 61632[4:Res:59958.0,7881.0] || subclass(union(null_class,u),v) -> subclass(complement(successor(complement(u))),w) member(not_subclass_element(complement(successor(complement(u))),w),v)*.
% 299.74/300.46 62241[4:Res:60062.1,936.2] || equal(complement(cross_product(u,v)),universal_class)** member(w,v)* member(x,u)* -> member(ordered_pair(x,w),y)*.
% 299.74/300.46 62527[4:Res:61605.0,7881.0] || subclass(union(u,u),v)* -> subclass(complement(successor(complement(u))),w) member(not_subclass_element(complement(successor(complement(u))),w),v)*.
% 299.74/300.46 62604[4:Res:59822.0,7880.0] || -> subclass(union(null_class,restrict(singleton(u),v,w)),x) equal(not_subclass_element(union(null_class,restrict(singleton(u),v,w)),x),u)**.
% 299.74/300.46 62597[4:Res:59822.0,3480.0] || member(regular(union(null_class,restrict(complement(u),v,w))),u)* -> equal(union(null_class,restrict(complement(u),v,w)),null_class).
% 299.74/300.46 62726[0:SpL:48835.0,1075.1] inductive(intersection(power_class(u),power_class(complement(power_class(v))))) || equal(union(complement(power_class(u)),image(element_relation,power_class(v))),universal_class)** -> .
% 299.74/300.46 62723[4:SpL:48835.0,62126.0] || equal(union(complement(power_class(u)),image(element_relation,power_class(v))),universal_class)** -> equal(intersection(power_class(u),power_class(complement(power_class(v)))),null_class).
% 299.74/300.46 62716[4:SpL:48835.0,61328.0] || equal(union(complement(power_class(u)),image(element_relation,power_class(v))),null_class)** -> equal(intersection(power_class(u),power_class(complement(power_class(v)))),universal_class).
% 299.74/300.46 62685[0:SpR:48835.0,13856.1] || -> member(u,intersection(power_class(v),power_class(complement(power_class(w))))) subclass(singleton(u),union(complement(power_class(v)),image(element_relation,power_class(w))))*.
% 299.74/300.46 62670[4:SpR:48835.0,59958.0] || -> subclass(complement(successor(union(complement(power_class(u)),image(element_relation,power_class(v))))),union(null_class,intersection(power_class(u),power_class(complement(power_class(v))))))*.
% 299.74/300.46 62666[0:SpR:48835.0,43164.0] || -> equal(intersection(union(complement(power_class(u)),image(element_relation,power_class(v))),intersection(w,intersection(power_class(u),power_class(complement(power_class(v)))))),null_class)**.
% 299.74/300.46 62665[0:SpR:48835.0,42566.0] || -> equal(intersection(union(complement(power_class(u)),image(element_relation,power_class(v))),intersection(intersection(power_class(u),power_class(complement(power_class(v)))),w)),null_class)**.
% 299.74/300.46 62654[4:SpR:48835.0,33655.0] || -> equal(symmetric_difference(union(complement(power_class(u)),image(element_relation,power_class(v))),union(null_class,intersection(power_class(u),power_class(complement(power_class(v)))))),universal_class)**.
% 299.74/300.46 62652[4:SpR:48835.0,33560.0] || -> equal(intersection(union(complement(power_class(u)),image(element_relation,power_class(v))),union(null_class,intersection(power_class(u),power_class(complement(power_class(v)))))),null_class)**.
% 299.74/300.46 62626[4:SpR:48835.0,47746.1] || equal(intersection(power_class(u),power_class(complement(power_class(v)))),null_class) -> equal(union(complement(power_class(u)),image(element_relation,power_class(v))),universal_class)**.
% 299.74/300.46 62957[0:Res:58368.0,7880.0] || -> subclass(restrict(intersection(u,singleton(v)),w,x),y) equal(not_subclass_element(restrict(intersection(u,singleton(v)),w,x),y),v)**.
% 299.74/300.46 62950[0:Res:58368.0,3480.0] || member(regular(restrict(intersection(u,complement(v)),w,x)),v)* -> equal(restrict(intersection(u,complement(v)),w,x),null_class).
% 299.74/300.46 63042[0:Res:59150.0,7880.0] || -> subclass(intersection(restrict(singleton(u),v,w),x),y) equal(not_subclass_element(intersection(restrict(singleton(u),v,w),x),y),u)**.
% 299.74/300.46 63035[0:Res:59150.0,3480.0] || member(regular(intersection(restrict(complement(u),v,w),x)),u)* -> equal(intersection(restrict(complement(u),v,w),x),null_class).
% 299.74/300.46 63185[0:SpL:48838.0,1075.1] inductive(intersection(power_class(complement(power_class(u))),power_class(v))) || equal(union(image(element_relation,power_class(u)),complement(power_class(v))),universal_class)** -> .
% 299.74/300.46 63182[4:SpL:48838.0,62126.0] || equal(union(image(element_relation,power_class(u)),complement(power_class(v))),universal_class)** -> equal(intersection(power_class(complement(power_class(u))),power_class(v)),null_class).
% 299.74/300.46 63175[4:SpL:48838.0,61328.0] || equal(union(image(element_relation,power_class(u)),complement(power_class(v))),null_class)** -> equal(intersection(power_class(complement(power_class(u))),power_class(v)),universal_class).
% 299.74/300.46 63143[0:SpR:48838.0,13856.1] || -> member(u,intersection(power_class(complement(power_class(v))),power_class(w))) subclass(singleton(u),union(image(element_relation,power_class(v)),complement(power_class(w))))*.
% 299.74/300.46 63128[4:SpR:48838.0,59958.0] || -> subclass(complement(successor(union(image(element_relation,power_class(u)),complement(power_class(v))))),union(null_class,intersection(power_class(complement(power_class(u))),power_class(v))))*.
% 299.74/300.46 63124[0:SpR:48838.0,43164.0] || -> equal(intersection(union(image(element_relation,power_class(u)),complement(power_class(v))),intersection(w,intersection(power_class(complement(power_class(u))),power_class(v)))),null_class)**.
% 299.74/300.46 63123[0:SpR:48838.0,42566.0] || -> equal(intersection(union(image(element_relation,power_class(u)),complement(power_class(v))),intersection(intersection(power_class(complement(power_class(u))),power_class(v)),w)),null_class)**.
% 299.74/300.46 63112[4:SpR:48838.0,33655.0] || -> equal(symmetric_difference(union(image(element_relation,power_class(u)),complement(power_class(v))),union(null_class,intersection(power_class(complement(power_class(u))),power_class(v)))),universal_class)**.
% 299.74/300.46 63110[4:SpR:48838.0,33560.0] || -> equal(intersection(union(image(element_relation,power_class(u)),complement(power_class(v))),union(null_class,intersection(power_class(complement(power_class(u))),power_class(v)))),null_class)**.
% 299.74/300.46 63084[4:SpR:48838.0,47746.1] || equal(intersection(power_class(complement(power_class(u))),power_class(v)),null_class) -> equal(union(image(element_relation,power_class(u)),complement(power_class(v))),universal_class)**.
% 299.74/300.46 63703[4:Res:35099.1,14306.0] || member(u,universal_class) -> equal(ordered_pair(first(ordered_pair(cantor(u),x__dfg)),second(ordered_pair(cantor(u),x__dfg))),ordered_pair(cantor(u),x__dfg))**.
% 299.74/300.46 63694[0:Res:57.1,14306.0] || member(u,universal_class) -> equal(ordered_pair(first(ordered_pair(sum_class(u),x__dfg)),second(ordered_pair(sum_class(u),x__dfg))),ordered_pair(sum_class(u),x__dfg))**.
% 299.74/300.46 63693[0:Res:59.1,14306.0] || member(u,universal_class) -> equal(ordered_pair(first(ordered_pair(power_class(u),x__dfg)),second(ordered_pair(power_class(u),x__dfg))),ordered_pair(power_class(u),x__dfg))**.
% 299.74/300.46 64073[4:Res:35099.1,14382.0] || member(u,universal_class) -> equal(ordered_pair(first(ordered_pair(cantor(u),omega)),second(ordered_pair(cantor(u),omega))),ordered_pair(cantor(u),omega))**.
% 299.74/300.46 64064[0:Res:57.1,14382.0] || member(u,universal_class) -> equal(ordered_pair(first(ordered_pair(sum_class(u),omega)),second(ordered_pair(sum_class(u),omega))),ordered_pair(sum_class(u),omega))**.
% 299.74/300.46 64063[0:Res:59.1,14382.0] || member(u,universal_class) -> equal(ordered_pair(first(ordered_pair(power_class(u),omega)),second(ordered_pair(power_class(u),omega))),ordered_pair(power_class(u),omega))**.
% 299.74/300.46 64149[4:SpL:829.2,63903.0] || member(cross_product(u,v),universal_class) equal(successor(apply(choice,cross_product(u,v))),null_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.46 65072[4:Rew:65031.1,64833.1] || equal(successor(intersection(u,v)),null_class) member(w,union(u,v))* subclass(universal_class,x)* -> member(w,x)*.
% 299.74/300.46 65646[4:Rew:28759.0,65612.0] || -> equal(symmetric_difference(union(null_class,u),complement(v)),null_class) member(regular(symmetric_difference(union(null_class,u),complement(v))),union(complement(u),v))*.
% 299.74/300.46 65649[4:Rew:28759.0,65594.0] || -> equal(symmetric_difference(complement(u),union(null_class,v)),null_class) member(regular(symmetric_difference(complement(u),union(null_class,v))),union(u,complement(v)))*.
% 299.74/300.46 66757[9:SpL:40368.1,17401.1] one_to_one(u) || member(inverse(u),cantor(cross_product(v,w)))* equal(restrict(cross_product(null_class,universal_class),v,w),null_class) -> .
% 299.74/300.46 67071[4:SpR:28759.0,48104.0] || -> equal(intersection(union(complement(u),complement(power_class(v))),union(union(null_class,u),power_class(v))),symmetric_difference(union(null_class,u),power_class(v)))**.
% 299.74/300.46 68344[0:Res:12468.3,271.0] || member(u,universal_class) member(v,u) subclass(element_relation,restrict(w,x,y))* -> member(ordered_pair(v,u),w)*.
% 299.74/300.46 68413[0:MRR:68387.2,21.0] || member(u,universal_class) member(v,u) equal(compose(w,v),u) -> member(ordered_pair(v,u),compose_class(w))*.
% 299.74/300.46 68690[4:Res:1072.3,64986.1] || member(u,universal_class)* member(v,universal_class) equal(compose(w,v),u)* equal(successor(compose_class(w)),null_class) -> .
% 299.74/300.46 69040[2:Res:36356.0,48215.1] || member(u,universal_class) -> equal(singleton(power_class(v)),null_class) member(u,complement(power_class(v))) member(u,complement(singleton(power_class(v))))*.
% 299.74/300.46 69186[4:SpL:28759.0,3106.0] || member(not_subclass_element(union(complement(u),v),w),intersection(union(null_class,u),complement(v)))* -> subclass(union(complement(u),v),w).
% 299.74/300.46 69168[4:SpL:28759.0,3106.0] || member(not_subclass_element(union(u,complement(v)),w),intersection(complement(u),union(null_class,v)))* -> subclass(union(u,complement(v)),w).
% 299.74/300.46 69449[4:SpL:19169.0,3477.0] || subclass(u,ordered_pair(universal_class,v))* -> equal(u,null_class) equal(regular(u),unordered_pair(universal_class,singleton(v))) equal(regular(u),null_class).
% 299.74/300.46 69448[4:SpL:19189.0,3477.0] || subclass(u,ordered_pair(v,universal_class))* -> equal(u,null_class) equal(regular(u),unordered_pair(v,null_class)) equal(regular(u),singleton(v)).
% 299.74/300.46 69940[4:Res:7758.1,42116.0] || -> subclass(intersection(intersection(union(null_class,u),v),w),x) member(not_subclass_element(intersection(intersection(union(null_class,u),v),w),x),u)*.
% 299.74/300.46 69939[4:Res:6566.1,42116.0] || -> subclass(intersection(u,intersection(v,union(null_class,w))),x) member(not_subclass_element(intersection(u,intersection(v,union(null_class,w))),x),w)*.
% 299.74/300.46 69938[4:Res:7759.1,42116.0] || -> subclass(intersection(intersection(u,union(null_class,v)),w),x) member(not_subclass_element(intersection(intersection(u,union(null_class,v)),w),x),v)*.
% 299.74/300.46 69936[4:Res:6565.1,42116.0] || -> subclass(intersection(u,intersection(union(null_class,v),w)),x) member(not_subclass_element(intersection(u,intersection(union(null_class,v),w)),x),v)*.
% 299.74/300.46 71651[4:SpL:71468.1,17401.1] || equal(u,universal_class) member(u,cantor(cross_product(v,w)))* equal(restrict(cross_product(null_class,universal_class),v,w),null_class)** -> .
% 299.74/300.46 72642[0:SpL:32.0,12444.0] || equal(u,restrict(v,w,x))* member(y,v)* member(y,cross_product(w,x))* -> member(y,u)*.
% 299.74/300.46 73299[0:Rew:43541.0,73031.1] || member(not_subclass_element(intersection(u,restrict(v,w,x)),null_class),complement(v))* -> subclass(intersection(u,restrict(v,w,x)),null_class).
% 299.74/300.46 73616[0:Rew:43541.0,73349.1] || member(not_subclass_element(intersection(restrict(u,v,w),x),null_class),complement(u))* -> subclass(intersection(restrict(u,v,w),x),null_class).
% 299.74/300.46 73870[4:Rew:73795.0,65657.1] || -> equal(symmetric_difference(complement(u),union(v,null_class)),null_class) member(regular(symmetric_difference(complement(u),union(v,null_class))),union(u,complement(v)))*.
% 299.74/300.46 76362[4:Rew:75578.0,73913.0] || -> equal(intersection(union(power_class(u),union(v,null_class)),union(complement(power_class(u)),complement(v))),symmetric_difference(power_class(u),union(v,null_class)))**.
% 299.74/300.46 76377[4:Rew:74517.0,74087.1,74517.0,74087.0] || member(not_subclass_element(union(null_class,apply(null_class,u)),v),complement(apply(null_class,w)))* -> subclass(union(null_class,apply(null_class,w)),v).
% 299.74/300.46 76379[4:Rew:74517.0,74101.1,74517.0,74101.0] || member(not_subclass_element(union(null_class,sum_class(range_of(null_class))),u),complement(apply(null_class,v)))* -> subclass(union(null_class,apply(null_class,v)),u).
% 299.74/300.46 74182[4:Rew:73795.0,65656.1] || -> equal(symmetric_difference(union(u,null_class),complement(v)),null_class) member(regular(symmetric_difference(union(u,null_class),complement(v))),union(complement(u),v))*.
% 299.74/300.46 74235[4:Rew:73795.0,29652.1] || member(union(u,null_class),universal_class) member(apply(choice,union(u,null_class)),complement(u))* -> equal(union(u,null_class),null_class).
% 299.74/300.46 74293[4:Rew:73795.0,67073.0] || -> equal(intersection(union(complement(u),complement(power_class(v))),union(union(u,null_class),power_class(v))),symmetric_difference(union(u,null_class),power_class(v)))**.
% 299.74/300.46 76387[4:Rew:74517.0,74348.1,74517.0,74348.0] || member(not_subclass_element(union(null_class,apply(null_class,u)),v),complement(sum_class(range_of(null_class))))* -> subclass(union(null_class,sum_class(range_of(null_class))),v).
% 299.74/300.46 76428[4:Rew:74517.0,74817.0] || subclass(u,union(null_class,apply(null_class,v)))* -> subclass(u,w) member(not_subclass_element(u,w),union(null_class,apply(null_class,x)))*.
% 299.74/300.46 76429[4:Rew:74517.0,74821.1,74517.0,74821.0] || -> subclass(union(null_class,apply(null_class,u)),v) member(not_subclass_element(union(null_class,apply(null_class,u)),v),union(null_class,apply(null_class,w)))*.
% 299.74/300.46 76430[4:Rew:74517.0,74823.1] || member(u,universal_class) subclass(universal_class,union(null_class,apply(null_class,v)))* -> member(sum_class(u),union(null_class,apply(null_class,w)))*.
% 299.74/300.46 76431[4:Rew:74517.0,74824.1] || member(u,universal_class) subclass(universal_class,union(null_class,apply(null_class,v)))* -> member(power_class(u),union(null_class,apply(null_class,w)))*.
% 299.74/300.46 76432[4:Rew:74517.0,74825.0] || subclass(u,union(null_class,sum_class(range_of(null_class)))) -> subclass(u,v) member(not_subclass_element(u,v),union(null_class,apply(null_class,w)))*.
% 299.74/300.46 76433[4:Rew:74517.0,74842.1,74517.0,74842.0] || -> subclass(union(null_class,sum_class(range_of(null_class))),u) member(not_subclass_element(union(null_class,sum_class(range_of(null_class))),u),union(null_class,apply(null_class,v)))*.
% 299.74/300.46 76434[4:Rew:74517.0,74844.2] || subclass(u,union(null_class,apply(null_class,v)))* -> subclass(u,w) member(not_subclass_element(u,w),union(null_class,sum_class(range_of(null_class))))*.
% 299.74/300.46 76435[4:Rew:74517.0,74848.2] || member(u,universal_class) subclass(universal_class,union(null_class,apply(null_class,v)))* -> member(power_class(u),union(null_class,sum_class(range_of(null_class))))*.
% 299.74/300.46 76436[4:Rew:74517.0,74849.2] || member(u,universal_class) subclass(universal_class,union(null_class,apply(null_class,v)))* -> member(sum_class(u),union(null_class,sum_class(range_of(null_class))))*.
% 299.74/300.46 76437[4:Rew:74517.0,74850.1] || member(u,universal_class) subclass(universal_class,union(null_class,sum_class(range_of(null_class)))) -> member(sum_class(u),union(null_class,apply(null_class,v)))*.
% 299.74/300.46 76438[4:Rew:74517.0,74851.1] || member(u,universal_class) subclass(universal_class,union(null_class,sum_class(range_of(null_class)))) -> member(power_class(u),union(null_class,apply(null_class,v)))*.
% 299.74/300.46 76439[4:Rew:74517.0,74884.1,74517.0,74884.1] || -> subclass(union(null_class,apply(null_class,u)),v) member(not_subclass_element(union(null_class,apply(null_class,u)),v),union(null_class,sum_class(range_of(null_class))))*.
% 299.74/300.46 75619[4:Rew:75578.0,67314.0] || -> equal(intersection(union(power_class(u),union(null_class,v)),union(complement(power_class(u)),complement(v))),symmetric_difference(power_class(u),union(null_class,v)))**.
% 299.74/300.46 75667[0:Rew:75578.0,55582.1] || equal(u,universal_class) member(v,intersection(power_class(universal_class),complement(w)))* member(v,union(w,complement(power_class(u))))* -> .
% 299.74/300.46 76443[4:Rew:73795.0,73872.1] || member(not_subclass_element(union(u,complement(v)),w),intersection(complement(u),union(v,null_class)))* -> subclass(union(u,complement(v)),w).
% 299.74/300.46 76446[4:Rew:73795.0,74184.1] || member(not_subclass_element(union(complement(u),v),w),intersection(union(u,null_class),complement(v)))* -> subclass(union(complement(u),v),w).
% 299.74/300.46 76447[4:Rew:73795.0,74214.2] || subclass(union(u,null_class),v) -> subclass(complement(successor(complement(u))),w) member(not_subclass_element(complement(successor(complement(u))),w),v)*.
% 299.74/300.46 76542[4:Rew:75021.0,75074.2,75021.0,75074.0] || member(union(null_class,u),universal_class) -> equal(union(null_class,u),null_class) member(apply(choice,union(null_class,u)),union(u,null_class))*.
% 299.74/300.46 79144[4:Res:77756.0,7881.0] || subclass(u,v) -> subclass(intersection(union(u,null_class),w),x) member(not_subclass_element(intersection(union(u,null_class),w),x),v)*.
% 299.74/300.46 79245[4:Res:77782.0,7881.0] || subclass(u,v) -> subclass(intersection(w,union(u,null_class)),x) member(not_subclass_element(intersection(w,union(u,null_class)),x),v)*.
% 299.74/300.46 80222[4:Rew:80146.0,70287.0] || equal(symmetric_difference(union(u,v),complement(intersection(u,v))),singleton(singleton(null_class)))** -> member(singleton(null_class),complement(symmetric_difference(u,v))).
% 299.74/300.46 80627[4:Rew:80566.0,80107.2] || equal(u,v) -> equal(unordered_pair(v,u),null_class) equal(symmetric_difference(v,unordered_pair(v,u)),union(v,unordered_pair(v,u)))**.
% 299.74/300.46 82600[0:Rew:13570.0,82599.1] || member(u,v) member(u,w) -> member(x,unordered_pair(x,u))* subclass(unordered_pair(x,u),intersection(w,v))*.
% 299.74/300.46 82918[4:Rew:80005.0,82856.1] || member(u,intersection(power_class(v),complement(apply(null_class,w))))* member(u,union(sum_class(range_of(null_class)),complement(power_class(v)))) -> .
% 299.74/300.46 82851[4:SpL:75151.0,47998.0] || member(u,intersection(complement(apply(null_class,v)),power_class(w)))* member(u,union(sum_class(range_of(null_class)),complement(power_class(w)))) -> .
% 299.74/300.46 82847[4:SpL:75151.0,3144.0] || member(regular(intersection(u,complement(apply(null_class,v)))),sum_class(range_of(null_class)))* -> equal(intersection(u,complement(sum_class(range_of(null_class)))),null_class).
% 299.74/300.46 82828[4:SpL:75151.0,3316.0] || member(regular(intersection(complement(apply(null_class,u)),v)),sum_class(range_of(null_class)))* -> equal(intersection(complement(sum_class(range_of(null_class))),v),null_class).
% 299.74/300.46 82802[4:SpL:75151.0,47998.0] || member(u,intersection(complement(sum_class(range_of(null_class))),power_class(v)))* member(u,union(apply(null_class,w),complement(power_class(v))))* -> .
% 299.74/300.46 82798[4:SpL:75151.0,3144.0] || member(regular(intersection(u,complement(sum_class(range_of(null_class))))),apply(null_class,v))* -> equal(intersection(u,complement(apply(null_class,v))),null_class).
% 299.74/300.46 82779[4:SpL:75151.0,3316.0] || member(regular(intersection(complement(sum_class(range_of(null_class))),u)),apply(null_class,v))* -> equal(intersection(complement(apply(null_class,v)),u),null_class).
% 299.74/300.46 83033[0:Rew:13571.0,83032.1] || member(u,v) member(u,w) -> member(x,unordered_pair(u,x))* subclass(unordered_pair(u,x),intersection(w,v))*.
% 299.74/300.46 83628[4:Res:17597.3,52644.0] || member(u,universal_class) member(range_of(null_class),universal_class) equal(singleton(apply(v,u)),null_class)** -> member(u,cantor(v)).
% 299.74/300.46 83626[4:Res:17597.3,72013.0] || member(u,universal_class) member(range_of(null_class),universal_class) equal(power_class(apply(v,u)),universal_class)** -> member(u,cantor(v)).
% 299.74/300.46 83625[4:Res:17597.3,72014.0] || member(u,universal_class) member(range_of(null_class),universal_class) equal(sum_class(apply(v,u)),universal_class)** -> member(u,cantor(v)).
% 299.74/300.46 83624[4:Res:17597.3,72023.0] || member(u,universal_class) member(range_of(null_class),universal_class) equal(cantor(apply(v,u)),universal_class)** -> member(u,cantor(v)).
% 299.74/300.46 83841[4:SpL:74143.0,48187.0] || member(u,intersection(power_class(v),union(null_class,complement(w))))* member(u,union(complement(power_class(v)),union(w,null_class))) -> .
% 299.74/300.46 83836[4:SpL:74143.0,47998.0] || member(u,intersection(union(null_class,complement(v)),power_class(w)))* member(u,union(union(v,null_class),complement(power_class(w)))) -> .
% 299.74/300.46 83893[4:Rew:74143.0,83832.1] || member(regular(intersection(u,union(null_class,complement(v)))),union(v,null_class))* -> equal(intersection(u,union(null_class,complement(v))),null_class).
% 299.74/300.46 83894[4:Rew:74143.0,83813.1] || member(regular(intersection(union(null_class,complement(u)),v)),union(u,null_class))* -> equal(intersection(union(null_class,complement(u)),v),null_class).
% 299.74/300.46 83768[4:SpR:74143.0,319.1] || member(u,universal_class) -> member(u,intersection(complement(v),union(null_class,complement(w))))* member(u,union(v,union(w,null_class))).
% 299.74/300.46 83760[4:SpR:74143.0,319.1] || member(u,universal_class) -> member(u,intersection(union(null_class,complement(v)),complement(w)))* member(u,union(union(v,null_class),w)).
% 299.74/300.46 83756[4:SpR:74143.0,9310.0] || -> equal(union(intersection(u,union(v,null_class)),intersection(complement(u),union(null_class,complement(v)))),complement(symmetric_difference(u,union(v,null_class))))**.
% 299.74/300.46 83712[4:SpR:74143.0,9310.0] || -> equal(union(intersection(union(u,null_class),v),intersection(union(null_class,complement(u)),complement(v))),complement(symmetric_difference(union(u,null_class),v)))**.
% 299.74/300.46 84263[4:SpL:75150.0,47998.0] || member(u,intersection(complement(apply(null_class,v)),power_class(w)))* member(u,union(apply(null_class,x),complement(power_class(w))))* -> .
% 299.74/300.46 84259[4:SpL:75150.0,3144.0] || member(regular(intersection(u,complement(apply(null_class,v)))),apply(null_class,w))* -> equal(intersection(u,complement(apply(null_class,w))),null_class).
% 299.74/300.46 84240[4:SpL:75150.0,3316.0] || member(regular(intersection(complement(apply(null_class,u)),v)),apply(null_class,w))* -> equal(intersection(complement(apply(null_class,w)),v),null_class).
% 299.74/300.46 84486[0:Rew:25457.1,84476.2] || equal(complement(power_class(u)),universal_class) member(not_subclass_element(power_class(universal_class),v),image(element_relation,power_class(u)))* -> subclass(power_class(universal_class),v).
% 299.74/300.46 84487[4:Rew:63899.1,84473.2] || equal(successor(power_class(u)),null_class) member(not_subclass_element(power_class(universal_class),v),image(element_relation,power_class(u)))* -> subclass(power_class(universal_class),v).
% 299.74/300.46 84676[4:SpL:78724.0,47998.0] || member(u,intersection(complement(v),power_class(union(null_class,w))))* member(u,union(v,complement(power_class(union(w,null_class))))) -> .
% 299.74/300.46 84673[4:SpL:78724.0,48187.0] || member(u,intersection(power_class(union(null_class,v)),complement(w)))* member(u,union(complement(power_class(union(v,null_class))),w)) -> .
% 299.74/300.46 84660[4:SpL:78724.0,47998.0] || member(u,intersection(complement(v),power_class(union(w,null_class))))* member(u,union(v,complement(power_class(union(null_class,w))))) -> .
% 299.74/300.46 84657[4:SpL:78724.0,48187.0] || member(u,intersection(power_class(union(v,null_class)),complement(w)))* member(u,union(complement(power_class(union(null_class,v))),w)) -> .
% 299.74/300.46 84603[4:SpR:78724.0,48052.1] || member(u,universal_class) -> member(u,image(element_relation,power_class(union(null_class,v))))* member(u,power_class(complement(power_class(union(v,null_class))))).
% 299.74/300.46 84592[4:SpR:78724.0,6382.2] || member(union(u,null_class),universal_class) subclass(universal_class,symmetric_difference(v,w)) -> member(power_class(union(null_class,u)),union(v,w))*.
% 299.74/300.46 84571[4:SpR:78724.0,48052.1] || member(u,universal_class) -> member(u,image(element_relation,power_class(union(v,null_class))))* member(u,power_class(complement(power_class(union(null_class,v))))).
% 299.74/300.46 84560[4:SpR:78724.0,6382.2] || member(union(null_class,u),universal_class) subclass(universal_class,symmetric_difference(v,w)) -> member(power_class(union(u,null_class)),union(v,w))*.
% 299.74/300.46 84990[0:SpL:69304.0,9740.3] function(complement(cross_product(u,universal_class))) || member(u,universal_class)* subclass(universal_class,complement(v))* member(range_of(null_class),v) -> .
% 299.74/300.46 85028[0:MRR:85006.1,68.2] function(u) || member(v,universal_class) subclass(universal_class,complement(union(w,x)))* -> member(image(u,v),complement(w))*.
% 299.74/300.46 85029[0:MRR:85005.1,68.2] function(u) || member(v,universal_class) subclass(universal_class,complement(union(w,x)))* -> member(image(u,v),complement(x))*.
% 299.74/300.46 85109[0:MRR:85082.0,12507.2] || member(u,universal_class) subclass(u,complement(union(v,w)))* -> member(apply(choice,u),complement(v)) equal(u,null_class).
% 299.74/300.46 85110[0:MRR:85081.0,12507.2] || member(u,universal_class) subclass(u,complement(union(v,w)))* -> member(apply(choice,u),complement(w)) equal(u,null_class).
% 299.74/300.46 85118[0:MRR:85117.1,14.0] || equal(u,v) subclass(unordered_pair(v,u),complement(w))* member(v,w) -> equal(unordered_pair(v,u),null_class).
% 299.74/300.46 85380[0:SpL:314.0,962.0] || member(singleton(singleton(singleton(singleton(singleton(u))))),flip(v)) -> member(ordered_pair(ordered_pair(u,singleton(u)),singleton(singleton(u))),v)*.
% 299.74/300.46 85388[4:Rew:71468.1,85372.2] || equal(u,universal_class) member(ordered_pair(singleton(singleton(null_class)),v),flip(w))* -> member(ordered_pair(ordered_pair(u,null_class),v),w)*.
% 299.74/300.46 85389[9:Rew:40368.1,85375.2] one_to_one(u) || member(ordered_pair(singleton(singleton(null_class)),v),flip(w)) -> member(ordered_pair(ordered_pair(inverse(u),null_class),v),w)*.
% 299.74/300.46 85459[0:SpL:314.0,984.0] || member(singleton(singleton(singleton(singleton(singleton(u))))),rotate(v)) -> member(ordered_pair(ordered_pair(u,singleton(singleton(u))),singleton(u)),v)*.
% 299.74/300.46 85467[4:Rew:71468.1,85451.2] || equal(u,universal_class) member(ordered_pair(singleton(singleton(null_class)),v),rotate(w))* -> member(ordered_pair(ordered_pair(u,v),null_class),w)*.
% 299.74/300.46 85468[9:Rew:40368.1,85454.2] one_to_one(u) || member(ordered_pair(singleton(singleton(null_class)),v),rotate(w)) -> member(ordered_pair(ordered_pair(inverse(u),v),null_class),w)*.
% 299.74/300.46 85559[4:SpL:28759.0,8690.0] || subclass(u,intersection(union(null_class,v),complement(w)))* member(regular(u),union(complement(v),w)) -> equal(u,null_class).
% 299.74/300.46 85537[4:SpL:28759.0,8690.0] || subclass(u,intersection(complement(v),union(null_class,w)))* member(regular(u),union(v,complement(w))) -> equal(u,null_class).
% 299.74/300.46 85638[4:Rew:28748.0,85547.1] || equal(successor(u),null_class) subclass(v,complement(w)) member(regular(v),union(u,w))* -> equal(v,null_class).
% 299.74/300.46 85639[4:Rew:28748.0,85525.1,75578.0,85525.1] || equal(successor(u),null_class) subclass(v,complement(w)) member(regular(v),union(w,u))* -> equal(v,null_class).
% 299.74/300.46 86522[0:Res:24029.0,9805.1] || member(complement(successor(u)),universal_class) -> equal(complement(successor(u)),null_class) member(apply(choice,complement(successor(u))),complement(singleton(u)))*.
% 299.74/300.46 86921[4:SpL:77754.0,47998.0] || member(u,intersection(complement(v),power_class(union(w,null_class))))* member(u,union(v,complement(power_class(union(w,w)))))* -> .
% 299.74/300.46 86918[4:SpL:77754.0,48187.0] || member(u,intersection(power_class(union(v,null_class)),complement(w)))* member(u,union(complement(power_class(union(v,v))),w))* -> .
% 299.74/300.46 86905[4:SpL:77754.0,47998.0] || member(u,intersection(complement(v),power_class(union(w,w))))* member(u,union(v,complement(power_class(union(w,null_class))))) -> .
% 299.74/300.46 86902[4:SpL:77754.0,48187.0] || member(u,intersection(power_class(union(v,v)),complement(w)))* member(u,union(complement(power_class(union(v,null_class))),w)) -> .
% 299.74/300.46 86843[4:SpR:77754.0,48052.1] || member(u,universal_class) -> member(u,image(element_relation,power_class(union(v,null_class))))* member(u,power_class(complement(power_class(union(v,v)))))*.
% 299.74/300.46 86830[4:SpR:77754.0,6382.2] || member(union(u,u),universal_class)* subclass(universal_class,symmetric_difference(v,w)) -> member(power_class(union(u,null_class)),union(v,w))*.
% 299.74/300.46 86809[4:SpR:77754.0,48052.1] || member(u,universal_class) -> member(u,image(element_relation,power_class(union(v,v))))* member(u,power_class(complement(power_class(union(v,null_class))))).
% 299.74/300.46 86796[4:SpR:77754.0,6382.2] || member(union(u,null_class),universal_class) subclass(universal_class,symmetric_difference(v,w)) -> member(power_class(union(u,u)),union(v,w))*.
% 299.74/300.46 87045[9:SpL:47973.0,78076.1] function(intersection(power_class(u),complement(v))) || equal(successor(intersection(power_class(u),complement(v))),union(complement(power_class(u)),v))** -> .
% 299.74/300.46 87044[9:SpL:47967.0,78076.1] function(intersection(complement(u),power_class(v))) || equal(successor(intersection(complement(u),power_class(v))),union(u,complement(power_class(v))))** -> .
% 299.74/300.46 87439[4:Res:35099.1,17826.0] || member(u,universal_class) subclass(domain_relation,v)* subclass(v,w)* -> member(ordered_pair(cantor(u),cantor(cantor(u))),w)*.
% 299.74/300.46 87429[4:Res:57.1,17826.0] || member(u,universal_class) subclass(domain_relation,v)* subclass(v,w)* -> member(ordered_pair(sum_class(u),cantor(sum_class(u))),w)*.
% 299.74/300.46 87428[4:Res:59.1,17826.0] || member(u,universal_class) subclass(domain_relation,v)* subclass(v,w)* -> member(ordered_pair(power_class(u),cantor(power_class(u))),w)*.
% 299.74/300.46 87627[4:Res:7758.1,77882.0] || -> subclass(intersection(intersection(union(u,null_class),v),w),x) member(not_subclass_element(intersection(intersection(union(u,null_class),v),w),x),u)*.
% 299.74/300.46 87626[4:Res:6566.1,77882.0] || -> subclass(intersection(u,intersection(v,union(w,null_class))),x) member(not_subclass_element(intersection(u,intersection(v,union(w,null_class))),x),w)*.
% 299.74/300.46 87625[4:Res:7759.1,77882.0] || -> subclass(intersection(intersection(u,union(v,null_class)),w),x) member(not_subclass_element(intersection(intersection(u,union(v,null_class)),w),x),v)*.
% 299.74/300.46 87623[4:Res:6565.1,77882.0] || -> subclass(intersection(u,intersection(union(v,null_class),w)),x) member(not_subclass_element(intersection(u,intersection(union(v,null_class),w)),x),v)*.
% 299.74/300.46 88039[9:Res:79114.1,905.1] function(cross_product(universal_class,universal_class)) single_valued_class(intersection(successor(cross_product(universal_class,universal_class)),u)) || -> function(intersection(successor(cross_product(universal_class,universal_class)),u))*.
% 299.74/300.46 88020[9:Res:79114.1,3480.0] function(complement(u)) || member(regular(intersection(successor(complement(u)),v)),u)* -> equal(intersection(successor(complement(u)),v),null_class).
% 299.74/300.46 88006[9:Res:79114.1,3479.0] function(u) || subclass(u,v) -> equal(intersection(successor(u),w),null_class) member(regular(intersection(successor(u),w)),v)*.
% 299.74/300.46 88094[9:Res:79218.1,905.1] function(cross_product(universal_class,universal_class)) single_valued_class(intersection(u,successor(cross_product(universal_class,universal_class)))) || -> function(intersection(u,successor(cross_product(universal_class,universal_class))))*.
% 299.74/300.46 88075[9:Res:79218.1,3480.0] function(complement(u)) || member(regular(intersection(v,successor(complement(u)))),u)* -> equal(intersection(v,successor(complement(u))),null_class).
% 299.74/300.46 88061[9:Res:79218.1,3479.0] function(u) || subclass(u,v) -> equal(intersection(w,successor(u)),null_class) member(regular(intersection(w,successor(u))),v)*.
% 299.74/300.46 88353[0:SpL:80128.0,48187.0] || member(u,intersection(power_class(v),complement(symmetric_difference(w,x))))* member(u,union(complement(power_class(v)),symmetric_difference(x,w))) -> .
% 299.74/300.46 88347[0:SpL:80128.0,47998.0] || member(u,intersection(complement(symmetric_difference(v,w)),power_class(x)))* member(u,union(symmetric_difference(w,v),complement(power_class(x)))) -> .
% 299.74/300.46 88343[0:SpL:80128.0,3144.0] || member(regular(intersection(u,complement(symmetric_difference(v,w)))),symmetric_difference(w,v))* -> equal(intersection(u,complement(symmetric_difference(w,v))),null_class).
% 299.74/300.46 88320[0:SpL:80128.0,3316.0] || member(regular(intersection(complement(symmetric_difference(u,v)),w)),symmetric_difference(v,u))* -> equal(intersection(complement(symmetric_difference(v,u)),w),null_class).
% 299.74/300.46 88903[4:SpR:28759.0,47997.1] || member(u,universal_class) -> member(u,intersection(union(null_class,v),power_class(w)))* member(u,union(complement(v),complement(power_class(w)))).
% 299.74/300.46 89001[0:MRR:88947.0,12502.1] || -> member(not_subclass_element(u,intersection(complement(v),power_class(w))),union(v,complement(power_class(w))))* subclass(u,intersection(complement(v),power_class(w))).
% 299.74/300.46 89311[4:SpR:28759.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(v),union(null_class,w)))* member(u,union(complement(power_class(v)),complement(w))).
% 299.74/300.46 89423[0:MRR:89365.0,12502.1] || -> member(not_subclass_element(u,intersection(power_class(v),complement(w))),union(complement(power_class(v)),w))* subclass(u,intersection(power_class(v),complement(w))).
% 299.74/300.46 90571[2:MRR:90505.0,12502.1] || -> member(not_subclass_element(intersection(u,regular(complement(v))),w),v)* subclass(intersection(u,regular(complement(v))),w) equal(complement(v),null_class).
% 299.74/300.46 91011[9:Res:90947.1,39543.1] function(u) || equal(complement(cantor(cantor(v))),null_class)** equal(cantor(cantor(w)),universal_class) -> compatible(u,w,v)*.
% 299.74/300.46 91348[2:MRR:91280.0,12502.1] || -> member(not_subclass_element(intersection(regular(complement(u)),v),w),u)* subclass(intersection(regular(complement(u)),v),w) equal(complement(u),null_class).
% 299.74/300.46 91492[4:SpR:28759.0,9215.1] || member(u,symmetric_difference(union(complement(v),w),complement(x))) -> member(u,union(intersection(union(null_class,v),complement(w)),x))*.
% 299.74/300.46 91468[4:SpR:28759.0,9215.1] || member(u,symmetric_difference(union(v,complement(w)),complement(x))) -> member(u,union(intersection(complement(v),union(null_class,w)),x))*.
% 299.74/300.46 91621[4:Rew:28748.0,91480.2] || equal(successor(u),null_class) member(v,symmetric_difference(union(u,w),complement(x)))* -> member(v,union(complement(w),x)).
% 299.74/300.46 91622[4:Rew:28748.0,91456.2,75578.0,91456.2] || equal(successor(u),null_class) member(v,symmetric_difference(union(w,u),complement(x)))* -> member(v,union(complement(w),x)).
% 299.74/300.46 91829[4:Res:7758.1,58102.0] || -> subclass(intersection(intersection(union(u,u),v),w),x) member(not_subclass_element(intersection(intersection(union(u,u),v),w),x),u)*.
% 299.74/300.46 91828[4:Res:6566.1,58102.0] || -> subclass(intersection(u,intersection(v,union(w,w))),x) member(not_subclass_element(intersection(u,intersection(v,union(w,w))),x),w)*.
% 299.74/300.46 91827[4:Res:7759.1,58102.0] || -> subclass(intersection(intersection(u,union(v,v)),w),x) member(not_subclass_element(intersection(intersection(u,union(v,v)),w),x),v)*.
% 299.74/300.46 91825[4:Res:6565.1,58102.0] || -> subclass(intersection(u,intersection(union(v,v),w)),x) member(not_subclass_element(intersection(u,intersection(union(v,v),w)),x),v)*.
% 299.74/300.46 92008[4:SpR:28759.0,9290.1] || member(u,symmetric_difference(complement(v),union(complement(w),x))) -> member(u,union(v,intersection(union(null_class,w),complement(x))))*.
% 299.74/300.46 91984[4:SpR:28759.0,9290.1] || member(u,symmetric_difference(complement(v),union(w,complement(x)))) -> member(u,union(v,intersection(complement(w),union(null_class,x))))*.
% 299.74/300.46 92137[4:Rew:28748.0,91996.2] || equal(successor(u),null_class) member(v,symmetric_difference(complement(w),union(u,x)))* -> member(v,union(w,complement(x))).
% 299.74/300.46 92138[4:Rew:28748.0,91972.2,75578.0,91972.2] || equal(successor(u),null_class) member(v,symmetric_difference(complement(w),union(x,u)))* -> member(v,union(w,complement(x))).
% 299.74/300.46 92606[4:Res:92197.1,7729.0] || subclass(u,regular(v)) member(regular(union(null_class,u)),v)* -> equal(union(null_class,u),null_class) equal(v,null_class).
% 299.74/300.46 92603[4:Res:92197.1,7841.0] || subclass(u,restrict(v,w,x))* -> equal(union(null_class,u),null_class) member(regular(union(null_class,u)),cross_product(w,x))*.
% 299.74/300.46 92590[4:Res:92197.1,10201.0] || subclass(u,complement(compose(element_relation,universal_class))) member(not_subclass_element(union(null_class,u),v),element_relation)* -> subclass(union(null_class,u),v).
% 299.74/300.46 92572[4:Res:92197.1,7881.0] || subclass(u,v)* subclass(v,w)* -> subclass(union(null_class,u),x) member(not_subclass_element(union(null_class,u),x),w)*.
% 299.74/300.46 92676[4:Res:92198.1,7729.0] || subclass(u,regular(v)) member(regular(union(u,null_class)),v)* -> equal(union(u,null_class),null_class) equal(v,null_class).
% 299.74/300.46 92673[4:Res:92198.1,7841.0] || subclass(u,restrict(v,w,x))* -> equal(union(u,null_class),null_class) member(regular(union(u,null_class)),cross_product(w,x))*.
% 299.74/300.46 92660[4:Res:92198.1,10201.0] || subclass(u,complement(compose(element_relation,universal_class))) member(not_subclass_element(union(u,null_class),v),element_relation)* -> subclass(union(u,null_class),v).
% 299.74/300.46 92642[4:Res:92198.1,7881.0] || subclass(u,v)* subclass(v,w)* -> subclass(union(u,null_class),x) member(not_subclass_element(union(u,null_class),x),w)*.
% 299.74/300.46 93018[0:SpL:71286.1,6171.1] || subclass(complement(u),complement(v)) member(w,image(element_relation,union(v,u)))* member(w,power_class(complement(u))) -> .
% 299.74/300.46 93015[0:SpL:71286.1,3106.0] || subclass(complement(u),complement(v)) member(not_subclass_element(union(v,u),w),complement(u))* -> subclass(union(v,u),w).
% 299.74/300.46 92996[0:SpL:71286.1,885.1] || subclass(u,v) member(w,union(v,u)) member(w,complement(u)) -> member(w,symmetric_difference(v,u))*.
% 299.74/300.46 92961[0:SpR:71286.1,48838.0] || subclass(power_class(u),power_class(complement(power_class(v)))) -> equal(union(image(element_relation,power_class(v)),complement(power_class(u))),complement(power_class(u)))**.
% 299.74/300.46 92887[0:SpR:71286.1,48473.0] || subclass(complement(u),complement(v)) -> equal(complement(intersection(power_class(w),union(v,u))),union(complement(power_class(w)),complement(u)))**.
% 299.74/300.46 92880[0:SpR:71286.1,48025.0] || subclass(complement(u),complement(v)) -> equal(complement(intersection(union(v,u),power_class(w))),union(complement(u),complement(power_class(w))))**.
% 299.74/300.46 95458[4:Res:95322.0,7887.0] || -> subclass(complement(successor(complement(restrict(u,v,w)))),x) member(not_subclass_element(complement(successor(complement(restrict(u,v,w)))),x),u)*.
% 299.74/300.46 95482[4:Rew:28759.0,95445.1,28759.0,95445.0] || member(regular(complement(successor(union(null_class,compose(element_relation,universal_class))))),element_relation)* -> equal(complement(successor(union(null_class,compose(element_relation,universal_class)))),null_class).
% 299.74/300.46 95561[0:MRR:95556.1,101.0] || member(inverse(u),universal_class) subclass(composition_function,element_relation) -> member(inverse(u),ordered_pair(range_of(u),compose(inverse(u),range_of(u))))*.
% 299.74/300.46 95618[4:Res:95412.0,3479.0] || subclass(complement(u),v) -> equal(complement(successor(union(null_class,u))),null_class) member(regular(complement(successor(union(null_class,u)))),v)*.
% 299.74/300.46 95574[4:SpR:48838.0,95412.0] || -> subclass(complement(successor(union(null_class,intersection(power_class(complement(power_class(u))),power_class(v))))),union(image(element_relation,power_class(u)),complement(power_class(v))))*.
% 299.74/300.46 95573[4:SpR:48835.0,95412.0] || -> subclass(complement(successor(union(null_class,intersection(power_class(u),power_class(complement(power_class(v))))))),union(complement(power_class(u)),image(element_relation,power_class(v))))*.
% 299.74/300.46 95656[4:Res:95587.0,7881.0] || subclass(complement(singleton(null_class)),u) -> subclass(complement(successor(successor(null_class))),v) member(not_subclass_element(complement(successor(successor(null_class))),v),u)*.
% 299.74/300.46 95734[4:MRR:95679.0,308.0] || member(u,universal_class) subclass(domain_relation,regular(complement(v))) -> member(ordered_pair(u,cantor(u)),v)* equal(complement(v),null_class).
% 299.74/300.46 95822[4:Res:95477.0,7880.0] || -> subclass(complement(successor(union(null_class,complement(singleton(u))))),v) equal(not_subclass_element(complement(successor(union(null_class,complement(singleton(u))))),v),u)**.
% 299.74/300.46 95908[4:Res:95588.0,3479.0] || subclass(complement(u),v) -> equal(complement(successor(union(u,null_class))),null_class) member(regular(complement(successor(union(u,null_class)))),v)*.
% 299.74/300.46 96009[4:Res:95600.0,3479.0] || subclass(complement(u),v) -> equal(complement(successor(union(u,u))),null_class) member(regular(complement(successor(union(u,u)))),v)*.
% 299.74/300.46 96218[6:Res:32575.1,48030.0] || equal(intersection(complement(u),power_class(complement(power_class(v)))),singleton(null_class)) member(null_class,union(u,image(element_relation,power_class(v))))* -> .
% 299.74/300.46 96217[6:Res:32644.1,48030.0] || equal(intersection(complement(u),power_class(complement(power_class(v)))),successor(null_class)) member(null_class,union(u,image(element_relation,power_class(v))))* -> .
% 299.74/300.46 96206[0:Res:406.1,48030.0] || subclass(universal_class,intersection(complement(u),power_class(complement(power_class(v)))))* member(singleton(w),union(u,image(element_relation,power_class(v))))* -> .
% 299.74/300.46 96205[4:Res:27910.1,48030.0] || equal(intersection(complement(u),power_class(complement(power_class(v)))),universal_class) member(singleton(w),union(u,image(element_relation,power_class(v))))* -> .
% 299.74/300.46 96199[4:Res:11057.1,48030.0] || equal(intersection(complement(u),power_class(complement(power_class(v)))),cantor(xf)) member(x__dfg,union(u,image(element_relation,power_class(v))))* -> .
% 299.74/300.46 96537[6:Res:32575.1,48062.0] || equal(intersection(power_class(complement(power_class(u))),complement(v)),singleton(null_class)) member(null_class,union(image(element_relation,power_class(u)),v))* -> .
% 299.74/300.46 96536[6:Res:32644.1,48062.0] || equal(intersection(power_class(complement(power_class(u))),complement(v)),successor(null_class)) member(null_class,union(image(element_relation,power_class(u)),v))* -> .
% 299.74/300.46 96525[0:Res:406.1,48062.0] || subclass(universal_class,intersection(power_class(complement(power_class(u))),complement(v)))* member(singleton(w),union(image(element_relation,power_class(u)),v))* -> .
% 299.74/300.46 96524[4:Res:27910.1,48062.0] || equal(intersection(power_class(complement(power_class(u))),complement(v)),universal_class) member(singleton(w),union(image(element_relation,power_class(u)),v))* -> .
% 299.74/300.46 96518[4:Res:11057.1,48062.0] || equal(intersection(power_class(complement(power_class(u))),complement(v)),cantor(xf)) member(x__dfg,union(image(element_relation,power_class(u)),v))* -> .
% 299.74/300.46 97104[4:SpR:48870.0,59945.0] || -> subclass(complement(successor(intersection(power_class(u),union(v,complement(power_class(w)))))),union(complement(power_class(u)),intersection(complement(v),power_class(w))))*.
% 299.74/300.46 97103[4:SpR:48870.0,95322.0] || -> subclass(complement(successor(union(complement(power_class(u)),intersection(complement(v),power_class(w))))),intersection(power_class(u),union(v,complement(power_class(w)))))*.
% 299.74/300.46 97087[4:SpR:48870.0,33570.0] || -> equal(symmetric_difference(intersection(power_class(u),union(v,complement(power_class(w)))),union(complement(power_class(u)),intersection(complement(v),power_class(w)))),universal_class)**.
% 299.74/300.46 97086[4:SpR:48870.0,33519.0] || -> equal(union(intersection(power_class(u),union(v,complement(power_class(w)))),union(complement(power_class(u)),intersection(complement(v),power_class(w)))),universal_class)**.
% 299.74/300.46 97085[0:SpR:48870.0,33407.0] || -> equal(intersection(intersection(power_class(u),union(v,complement(power_class(w)))),union(complement(power_class(u)),intersection(complement(v),power_class(w)))),null_class)**.
% 299.74/300.46 97806[4:SpR:48871.0,59945.0] || -> subclass(complement(successor(intersection(union(u,complement(power_class(v))),power_class(w)))),union(intersection(complement(u),power_class(v)),complement(power_class(w))))*.
% 299.74/300.46 97805[4:SpR:48871.0,95322.0] || -> subclass(complement(successor(union(intersection(complement(u),power_class(v)),complement(power_class(w))))),intersection(union(u,complement(power_class(v))),power_class(w)))*.
% 299.74/300.46 97789[4:SpR:48871.0,33570.0] || -> equal(symmetric_difference(intersection(union(u,complement(power_class(v))),power_class(w)),union(intersection(complement(u),power_class(v)),complement(power_class(w)))),universal_class)**.
% 299.74/300.46 97788[4:SpR:48871.0,33519.0] || -> equal(union(intersection(union(u,complement(power_class(v))),power_class(w)),union(intersection(complement(u),power_class(v)),complement(power_class(w)))),universal_class)**.
% 299.74/300.46 97787[0:SpR:48871.0,33407.0] || -> equal(intersection(intersection(union(u,complement(power_class(v))),power_class(w)),union(intersection(complement(u),power_class(v)),complement(power_class(w)))),null_class)**.
% 299.74/300.46 98493[4:SpR:48872.0,59945.0] || -> subclass(complement(successor(intersection(union(complement(power_class(u)),v),power_class(w)))),union(intersection(power_class(u),complement(v)),complement(power_class(w))))*.
% 299.74/300.46 98492[4:SpR:48872.0,95322.0] || -> subclass(complement(successor(union(intersection(power_class(u),complement(v)),complement(power_class(w))))),intersection(union(complement(power_class(u)),v),power_class(w)))*.
% 299.74/300.46 98476[4:SpR:48872.0,33570.0] || -> equal(symmetric_difference(intersection(union(complement(power_class(u)),v),power_class(w)),union(intersection(power_class(u),complement(v)),complement(power_class(w)))),universal_class)**.
% 299.74/300.46 98475[4:SpR:48872.0,33519.0] || -> equal(union(intersection(union(complement(power_class(u)),v),power_class(w)),union(intersection(power_class(u),complement(v)),complement(power_class(w)))),universal_class)**.
% 299.74/300.46 98474[0:SpR:48872.0,33407.0] || -> equal(intersection(intersection(union(complement(power_class(u)),v),power_class(w)),union(intersection(power_class(u),complement(v)),complement(power_class(w)))),null_class)**.
% 299.74/300.46 99212[4:SpR:48874.0,59945.0] || -> subclass(complement(successor(intersection(power_class(u),union(complement(power_class(v)),w)))),union(complement(power_class(u)),intersection(power_class(v),complement(w))))*.
% 299.74/300.46 99211[4:SpR:48874.0,95322.0] || -> subclass(complement(successor(union(complement(power_class(u)),intersection(power_class(v),complement(w))))),intersection(power_class(u),union(complement(power_class(v)),w)))*.
% 299.74/300.46 99195[4:SpR:48874.0,33570.0] || -> equal(symmetric_difference(intersection(power_class(u),union(complement(power_class(v)),w)),union(complement(power_class(u)),intersection(power_class(v),complement(w)))),universal_class)**.
% 299.74/300.46 99194[4:SpR:48874.0,33519.0] || -> equal(union(intersection(power_class(u),union(complement(power_class(v)),w)),union(complement(power_class(u)),intersection(power_class(v),complement(w)))),universal_class)**.
% 299.74/300.46 99193[0:SpR:48874.0,33407.0] || -> equal(intersection(intersection(power_class(u),union(complement(power_class(v)),w)),union(complement(power_class(u)),intersection(power_class(v),complement(w)))),null_class)**.
% 299.74/300.46 100262[4:Rew:28748.0,100150.3] || equal(null_class,u) member(v,universal_class) -> member(v,image(element_relation,union(u,w)))* member(v,power_class(complement(w))).
% 299.74/300.46 100264[4:Rew:28748.0,100122.3,75578.0,100122.3] || equal(null_class,u) member(v,universal_class) -> member(v,image(element_relation,union(w,u)))* member(v,power_class(complement(w))).
% 299.74/300.46 100406[4:Res:11057.1,17679.1] || equal(cross_product(singleton(u),universal_class),cantor(xf))** member(u,universal_class) member(x__dfg,v) -> member(u,cantor(v))*.
% 299.74/300.46 100490[4:MRR:100463.1,100463.3,736.1,736.1] function(u) || subclass(universal_class,cross_product(singleton(v),universal_class))* member(image(u,w),x)* -> member(v,cantor(x))*.
% 299.74/300.46 101088[4:Rew:28748.0,100905.2] || equal(null_class,u) member(v,intersection(complement(w),union(u,x)))* member(v,union(w,complement(x))) -> .
% 299.74/300.46 101090[4:Rew:28748.0,100877.2,75578.0,100877.2] || equal(null_class,u) member(v,intersection(complement(w),union(x,u)))* member(v,union(w,complement(x))) -> .
% 299.74/300.46 101801[4:Rew:28748.0,101614.2] || equal(null_class,u) member(v,intersection(union(u,w),complement(x)))* member(v,union(complement(w),x)) -> .
% 299.74/300.46 101803[4:Rew:28748.0,101586.2,75578.0,101586.2] || equal(null_class,u) member(v,intersection(union(w,u),complement(x)))* member(v,union(complement(w),x)) -> .
% 299.74/300.46 102328[4:Rew:102293.0,84265.1] || member(u,image(element_relation,union(v,apply(null_class,w))))* member(u,power_class(complement(union(v,apply(null_class,x)))))* -> .
% 299.74/300.46 102364[0:Rew:102293.0,88336.1] || member(u,image(element_relation,union(symmetric_difference(v,w),x)))* member(u,power_class(complement(union(symmetric_difference(w,v),x)))) -> .
% 299.74/300.46 102387[4:Rew:102293.0,82841.1] || member(u,image(element_relation,union(sum_class(range_of(null_class)),v)))* member(u,power_class(complement(union(apply(null_class,w),v))))* -> .
% 299.74/300.46 102395[4:Rew:102293.0,84253.1] || member(u,image(element_relation,union(apply(null_class,v),w)))* member(u,power_class(complement(union(apply(null_class,x),w))))* -> .
% 299.74/300.46 102407[0:Rew:102293.0,88349.1] || member(u,image(element_relation,union(v,symmetric_difference(w,x))))* member(u,power_class(complement(union(v,symmetric_difference(x,w))))) -> .
% 299.74/300.46 102419[4:Rew:102293.0,82853.1] || member(u,image(element_relation,union(v,sum_class(range_of(null_class)))))* member(u,power_class(complement(union(v,apply(null_class,w)))))* -> .
% 299.74/300.46 102427[4:Rew:102293.0,82804.1] || member(u,image(element_relation,union(v,apply(null_class,w))))* member(u,power_class(complement(union(v,sum_class(range_of(null_class)))))) -> .
% 299.74/300.46 102433[4:Rew:102293.0,82792.1] || member(u,image(element_relation,union(apply(null_class,v),w)))* member(u,power_class(complement(union(sum_class(range_of(null_class)),w)))) -> .
% 299.74/300.46 102616[0:Rew:102293.0,27395.0] || member(u,symmetric_difference(complement(v),power_class(complement(union(w,x)))))* -> member(u,union(v,image(element_relation,union(w,x)))).
% 299.74/300.46 102801[5:Rew:102293.0,100977.0] || subclass(universal_class,union(u,complement(union(v,w)))) member(apply(null_class,x),intersection(complement(u),union(v,w)))* -> .
% 299.74/300.46 102802[0:Rew:102293.0,100979.0] || subclass(universal_class,union(u,complement(union(v,w)))) member(unordered_pair(x,y),intersection(complement(u),union(v,w)))* -> .
% 299.74/300.46 102803[5:Rew:102293.0,100986.0] || subclass(universal_class,union(u,complement(union(v,w)))) member(sum_class(range_of(null_class)),intersection(complement(u),union(v,w)))* -> .
% 299.74/300.46 102804[0:Rew:102293.0,101006.0] || subclass(universal_class,union(u,complement(union(v,w)))) member(ordered_pair(x,y),intersection(complement(u),union(v,w)))* -> .
% 299.74/300.46 102825[4:Rew:102293.0,15772.1] || equal(intersection(complement(u),union(v,w)),cantor(xf))** equal(union(u,complement(union(v,w))),cantor(xf)) -> .
% 299.74/300.46 102826[2:Rew:102293.0,101008.0] || subclass(domain_relation,union(u,complement(union(v,w)))) member(ordered_pair(null_class,null_class),intersection(complement(u),union(v,w)))* -> .
% 299.74/300.46 102830[2:Rew:102293.0,101007.0] || equal(union(u,complement(union(v,w))),domain_relation) member(ordered_pair(null_class,null_class),intersection(complement(u),union(v,w)))* -> .
% 299.74/300.46 102926[0:Rew:102293.0,25821.0] || subclass(u,power_class(complement(union(v,w)))) member(regular(u),image(element_relation,union(v,w)))* -> equal(u,null_class).
% 299.74/300.46 102934[0:Rew:102293.0,27418.0] || member(u,symmetric_difference(power_class(complement(union(v,w))),complement(x)))* -> member(u,union(image(element_relation,union(v,w)),x)).
% 299.74/300.46 102943[0:Rew:102293.0,40994.0] || -> member(not_subclass_element(u,image(element_relation,union(v,w))),power_class(complement(union(v,w))))* subclass(u,image(element_relation,union(v,w))).
% 299.74/300.46 102957[4:Rew:102293.0,100221.1] || member(u,universal_class) equal(successor(power_class(complement(union(v,w)))),null_class) -> member(u,image(element_relation,union(v,w)))*.
% 299.74/300.46 103072[0:Rew:102293.0,46126.0] || member(not_subclass_element(intersection(u,union(v,w)),x),complement(union(v,w)))* -> subclass(intersection(u,union(v,w)),x).
% 299.74/300.46 103108[0:Rew:102293.0,101045.0] || subclass(universal_class,symmetric_difference(u,complement(union(v,w)))) member(unordered_pair(x,y),intersection(complement(u),union(v,w)))* -> .
% 299.74/300.46 103140[5:Rew:102293.0,101688.0] || subclass(universal_class,union(complement(union(u,v)),w)) member(apply(null_class,x),intersection(union(u,v),complement(w)))* -> .
% 299.74/300.46 103141[0:Rew:102293.0,101690.0] || subclass(universal_class,union(complement(union(u,v)),w)) member(unordered_pair(x,y),intersection(union(u,v),complement(w)))* -> .
% 299.74/300.46 103142[5:Rew:102293.0,101697.0] || subclass(universal_class,union(complement(union(u,v)),w)) member(sum_class(range_of(null_class)),intersection(union(u,v),complement(w)))* -> .
% 299.74/300.46 103143[0:Rew:102293.0,101717.0] || subclass(universal_class,union(complement(union(u,v)),w)) member(ordered_pair(x,y),intersection(union(u,v),complement(w)))* -> .
% 299.74/300.46 103164[4:Rew:102293.0,15775.1] || equal(intersection(union(u,v),complement(w)),cantor(xf))** equal(union(complement(union(u,v)),w),cantor(xf)) -> .
% 299.74/300.46 103165[2:Rew:102293.0,101719.0] || subclass(domain_relation,union(complement(union(u,v)),w)) member(ordered_pair(null_class,null_class),intersection(union(u,v),complement(w)))* -> .
% 299.74/300.46 103169[2:Rew:102293.0,101718.0] || equal(union(complement(union(u,v)),w),domain_relation) member(ordered_pair(null_class,null_class),intersection(union(u,v),complement(w)))* -> .
% 299.74/300.46 103256[0:Rew:102293.0,64318.0] || subclass(universal_class,power_class(complement(union(u,v)))) member(regular(w),image(element_relation,union(u,v)))* -> equal(w,null_class).
% 299.74/300.46 103281[0:Rew:102293.0,8353.0] || -> subclass(symmetric_difference(power_class(complement(union(u,v))),complement(singleton(image(element_relation,union(u,v))))),successor(image(element_relation,union(u,v))))*.
% 299.74/300.46 103316[0:Rew:102293.0,37977.0] || member(regular(image(element_relation,union(u,v))),power_class(complement(union(u,v))))* -> equal(image(element_relation,union(u,v)),null_class).
% 299.74/300.46 103346[9:Rew:102293.0,87040.1] function(image(element_relation,union(u,v))) || equal(successor(image(element_relation,union(u,v))),power_class(complement(union(u,v))))** -> .
% 299.74/300.46 103444[0:Rew:102293.0,46502.0] || member(not_subclass_element(intersection(union(u,v),w),x),complement(union(u,v)))* -> subclass(intersection(union(u,v),w),x).
% 299.74/300.46 103473[0:Rew:102293.0,101756.0] || subclass(universal_class,symmetric_difference(complement(union(u,v)),w)) member(unordered_pair(x,y),intersection(union(u,v),complement(w)))* -> .
% 299.74/300.46 103890[0:Rew:103871.0,48312.0] || -> equal(power_class(intersection(power_class(complement(power_class(u))),complement(singleton(image(element_relation,power_class(u)))))),power_class(complement(successor(image(element_relation,power_class(u))))))**.
% 299.74/300.46 103962[0:Rew:103948.0,93326.0] || -> member(not_subclass_element(u,intersection(complement(v),successor(w))),union(v,complement(successor(w))))* subclass(u,intersection(complement(v),successor(w))).
% 299.74/300.46 103971[4:Rew:103948.0,83765.0] || -> equal(union(u,intersection(union(null_class,complement(v)),complement(singleton(union(v,null_class))))),union(u,complement(successor(union(v,null_class)))))**.
% 299.74/300.46 103972[4:Rew:103948.0,41579.0] || -> equal(union(u,intersection(union(null_class,complement(v)),complement(singleton(union(v,v))))),union(u,complement(successor(union(v,v)))))**.
% 299.74/300.46 103973[4:Rew:103948.0,40782.0] || -> equal(union(u,intersection(union(null_class,complement(v)),complement(singleton(union(null_class,v))))),union(u,complement(successor(union(null_class,v)))))**.
% 299.74/300.46 103978[0:Rew:103948.0,84938.0] || member(regular(intersection(complement(u),successor(v))),union(u,complement(successor(v))))* -> equal(intersection(complement(u),successor(v)),null_class).
% 299.74/300.46 103989[0:Rew:103959.0,93324.0] || -> member(not_subclass_element(u,intersection(successor(v),complement(w))),union(w,complement(successor(v))))* subclass(u,intersection(successor(v),complement(w))).
% 299.74/300.46 103993[4:Rew:103959.0,83725.0] || -> equal(union(intersection(union(null_class,complement(u)),complement(singleton(union(u,null_class)))),v),union(v,complement(successor(union(u,null_class)))))**.
% 299.74/300.46 103994[4:Rew:103959.0,41540.0] || -> equal(union(intersection(union(null_class,complement(u)),complement(singleton(union(u,u)))),v),union(v,complement(successor(union(u,u)))))**.
% 299.74/300.46 103995[4:Rew:103959.0,40624.0] || -> equal(union(intersection(union(null_class,complement(u)),complement(singleton(union(null_class,u)))),v),union(v,complement(successor(union(null_class,u)))))**.
% 299.74/300.46 104007[0:Rew:103959.0,84936.0] || member(regular(intersection(successor(u),complement(v))),union(v,complement(successor(u))))* -> equal(intersection(successor(u),complement(v)),null_class).
% 299.74/300.46 104247[0:Rew:102293.0,102919.1] || -> member(not_subclass_element(u,power_class(complement(union(v,w)))),image(element_relation,union(v,w)))* subclass(u,power_class(complement(union(v,w)))).
% 299.74/300.46 104250[0:Rew:102293.0,103059.0] || member(u,symmetric_difference(union(v,w),complement(singleton(complement(union(v,w))))))* -> member(u,successor(complement(union(v,w)))).
% 299.74/300.46 104860[4:SpR:103878.0,6382.2] || member(complement(successor(null_class)),universal_class) subclass(universal_class,symmetric_difference(u,v)) -> member(power_class(complement(singleton(null_class))),union(u,v))*.
% 299.74/300.46 106319[0:Res:102457.0,3479.0] || subclass(complement(union(u,v)),w) -> equal(complement(union(v,u)),null_class) member(regular(complement(union(v,u))),w)*.
% 299.74/300.46 107330[4:Res:106506.0,7884.0] || -> subclass(regular(union(null_class,complement(intersection(u,v)))),w) member(not_subclass_element(regular(union(null_class,complement(intersection(u,v)))),w),u)*.
% 299.74/300.46 107329[4:Res:106506.0,7885.0] || -> subclass(regular(union(null_class,complement(intersection(u,v)))),w) member(not_subclass_element(regular(union(null_class,complement(intersection(u,v)))),w),v)*.
% 299.74/300.46 107309[4:Res:106506.0,7881.0] || subclass(u,v) -> subclass(regular(union(null_class,complement(u))),w) member(not_subclass_element(regular(union(null_class,complement(u))),w),v)*.
% 299.74/300.46 107645[0:SpL:103871.0,48188.0] || member(u,symmetric_difference(power_class(v),power_class(complement(successor(w))))) -> member(u,union(complement(power_class(v)),image(element_relation,successor(w))))*.
% 299.74/300.46 107641[0:SpL:103871.0,47999.0] || member(u,symmetric_difference(power_class(complement(successor(v))),power_class(w))) -> member(u,union(image(element_relation,successor(v)),complement(power_class(w))))*.
% 299.74/300.46 107640[0:SpL:103871.0,9516.0] || equal(u,power_class(complement(successor(v))))* member(w,universal_class) -> member(w,image(element_relation,successor(v)))* member(w,u)*.
% 299.74/300.46 107633[0:SpL:103871.0,421.1] || member(u,universal_class) subclass(power_class(complement(successor(v))),w)* -> member(u,image(element_relation,successor(v)))* member(u,w)*.
% 299.74/300.46 108371[0:SpL:103948.0,6535.0] || member(u,symmetric_difference(complement(v),union(w,complement(successor(x)))))* -> member(u,union(v,intersection(complement(w),successor(x)))).
% 299.74/300.46 108358[0:SpL:103948.0,6535.0] || member(u,symmetric_difference(union(v,complement(successor(w))),complement(x)))* -> member(u,union(intersection(complement(v),successor(w)),x)).
% 299.74/300.46 108357[0:SpL:103948.0,3480.0] || subclass(u,union(v,complement(successor(w)))) member(regular(u),intersection(complement(v),successor(w)))* -> equal(u,null_class).
% 299.74/300.46 108354[9:SpL:103948.0,78076.1] function(intersection(complement(u),successor(v))) || equal(successor(intersection(complement(u),successor(v))),union(u,complement(successor(v))))** -> .
% 299.74/300.46 108281[0:SpR:103948.0,7786.1] || -> subclass(symmetric_difference(complement(u),successor(v)),w) member(not_subclass_element(symmetric_difference(complement(u),successor(v)),w),union(u,complement(successor(v))))*.
% 299.74/300.46 108224[0:SpR:103948.0,8283.0] || -> subclass(symmetric_difference(union(u,complement(successor(v))),complement(singleton(intersection(complement(u),successor(v))))),successor(intersection(complement(u),successor(v))))*.
% 299.74/300.46 108446[0:Rew:103948.0,108325.1] || member(regular(union(u,complement(successor(v)))),intersection(complement(u),successor(v)))* -> equal(union(u,complement(successor(v))),null_class).
% 299.74/300.46 108447[0:Rew:103948.0,108273.1] || -> member(not_subclass_element(u,union(v,complement(successor(w)))),intersection(complement(v),successor(w)))* subclass(u,union(v,complement(successor(w)))).
% 299.74/300.46 108826[4:Res:107528.0,3479.0] || subclass(union(null_class,complement(u)),v) -> equal(regular(union(u,null_class)),null_class) member(regular(regular(union(u,null_class))),v)*.
% 299.74/300.46 109220[4:Res:107529.0,3479.0] || subclass(union(null_class,complement(u)),v) -> equal(regular(union(null_class,u)),null_class) member(regular(regular(union(null_class,u))),v)*.
% 299.74/300.46 109455[9:Res:107477.1,7881.0] function(u) || subclass(complement(u),v) -> subclass(regular(successor(u)),w) member(not_subclass_element(regular(successor(u)),w),v)*.
% 299.74/300.46 109430[9:SpR:47973.0,107477.1] function(intersection(power_class(u),complement(v))) || -> subclass(regular(successor(intersection(power_class(u),complement(v)))),union(complement(power_class(u)),v))*.
% 299.74/300.46 109429[9:SpR:103948.0,107477.1] function(intersection(complement(u),successor(v))) || -> subclass(regular(successor(intersection(complement(u),successor(v)))),union(u,complement(successor(v))))*.
% 299.74/300.46 109428[9:SpR:47967.0,107477.1] function(intersection(complement(u),power_class(v))) || -> subclass(regular(successor(intersection(complement(u),power_class(v)))),union(u,complement(power_class(v))))*.
% 299.74/300.46 109426[9:SpR:102311.0,107477.1] function(image(element_relation,union(u,v))) || -> subclass(regular(successor(image(element_relation,union(u,v)))),power_class(complement(union(u,v))))*.
% 299.74/300.46 109532[4:Res:107527.0,3479.0] || subclass(union(null_class,complement(u)),v) -> equal(regular(union(u,u)),null_class) member(regular(regular(union(u,u))),v)*.
% 299.74/300.46 110070[0:SpL:106411.0,48187.0] || member(u,intersection(power_class(v),complement(union(w,x))))* member(u,union(complement(power_class(v)),union(x,w))) -> .
% 299.74/300.46 110066[0:SpL:106411.0,47998.0] || member(u,intersection(complement(union(v,w)),power_class(x)))* member(u,union(union(w,v),complement(power_class(x)))) -> .
% 299.74/300.46 110062[0:SpL:106411.0,3144.0] || member(regular(intersection(u,complement(union(v,w)))),union(w,v))* -> equal(intersection(u,complement(union(w,v))),null_class).
% 299.74/300.46 110043[0:SpL:106411.0,3316.0] || member(regular(intersection(complement(union(u,v)),w)),union(v,u))* -> equal(intersection(complement(union(v,u)),w),null_class).
% 299.74/300.46 110322[4:Res:107482.0,3479.0] || subclass(complement(union(u,v)),w) -> equal(regular(union(u,v)),null_class) member(regular(regular(union(u,v))),w)*.
% 299.74/300.46 110718[0:Res:415.2,102304.0] || subclass(u,image(element_relation,union(v,w))) member(regular(u),power_class(complement(union(v,w))))* -> equal(u,null_class).
% 299.74/300.46 111010[4:Res:110094.0,3479.0] || subclass(complement(union(u,v)),w) -> equal(regular(union(v,u)),null_class) member(regular(regular(union(v,u))),w)*.
% 299.74/300.46 112896[4:Res:19302.1,102295.0] || equal(symmetric_difference(complement(u),union(v,w)),singleton(singleton(null_class))) -> member(singleton(null_class),union(u,complement(union(v,w))))*.
% 299.74/300.46 113154[6:SpL:112982.0,17822.2] || member(successor(null_class),universal_class) subclass(domain_relation,regular(u)) member(ordered_pair(successor(null_class),null_class),u)* -> equal(u,null_class).
% 299.74/300.46 113197[6:Rew:112707.0,113181.1] || member(ordered_pair(u,not_subclass_element(v,image(w,range_of(null_class)))),compose(w,successor(null_class)))* -> subclass(v,image(w,range_of(null_class))).
% 299.74/300.46 113327[4:Res:19302.1,102309.0] || equal(symmetric_difference(union(u,v),complement(w)),singleton(singleton(null_class))) -> member(singleton(null_class),union(complement(union(u,v)),w))*.
% 299.74/300.46 114191[2:Res:7349.1,102294.0] || subclass(domain_relation,intersection(complement(u),union(v,w))) member(ordered_pair(null_class,null_class),union(u,complement(union(v,w))))* -> .
% 299.74/300.46 114190[2:Res:31230.1,102294.0] || equal(intersection(complement(u),union(v,w)),domain_relation) member(ordered_pair(null_class,null_class),union(u,complement(union(v,w))))* -> .
% 299.74/300.46 114189[0:Res:429.1,102294.0] || subclass(universal_class,intersection(complement(u),union(v,w))) member(ordered_pair(x,y),union(u,complement(union(v,w))))* -> .
% 299.74/300.46 114174[0:Res:26.2,102294.0] || member(u,union(v,w)) member(u,complement(x)) member(u,union(x,complement(union(v,w))))* -> .
% 299.74/300.46 114171[5:Res:21256.1,102294.0] || subclass(universal_class,intersection(complement(u),union(v,w))) member(sum_class(range_of(null_class)),union(u,complement(union(v,w))))* -> .
% 299.74/300.46 114164[0:Res:405.1,102294.0] || subclass(universal_class,intersection(complement(u),union(v,w))) member(unordered_pair(x,y),union(u,complement(union(v,w))))* -> .
% 299.74/300.46 114162[5:Res:21248.1,102294.0] || subclass(universal_class,intersection(complement(u),union(v,w))) member(apply(null_class,x),union(u,complement(union(v,w))))* -> .
% 299.74/300.46 114117[4:SpL:28759.0,102294.0] || member(u,intersection(union(null_class,v),union(w,x)))* member(u,union(complement(v),complement(union(w,x)))) -> .
% 299.74/300.46 115163[2:Res:7349.1,102308.0] || subclass(domain_relation,intersection(union(u,v),complement(w))) member(ordered_pair(null_class,null_class),union(complement(union(u,v)),w))* -> .
% 299.74/300.46 115162[2:Res:31230.1,102308.0] || equal(intersection(union(u,v),complement(w)),domain_relation) member(ordered_pair(null_class,null_class),union(complement(union(u,v)),w))* -> .
% 299.74/300.46 115161[0:Res:429.1,102308.0] || subclass(universal_class,intersection(union(u,v),complement(w))) member(ordered_pair(x,y),union(complement(union(u,v)),w))* -> .
% 299.74/300.46 115146[0:Res:26.2,102308.0] || member(u,complement(v)) member(u,union(w,x)) member(u,union(complement(union(w,x)),v))* -> .
% 299.74/300.46 115143[5:Res:21256.1,102308.0] || subclass(universal_class,intersection(union(u,v),complement(w))) member(sum_class(range_of(null_class)),union(complement(union(u,v)),w))* -> .
% 299.74/300.46 115136[0:Res:405.1,102308.0] || subclass(universal_class,intersection(union(u,v),complement(w))) member(unordered_pair(x,y),union(complement(union(u,v)),w))* -> .
% 299.74/300.46 115134[5:Res:21248.1,102308.0] || subclass(universal_class,intersection(union(u,v),complement(w))) member(apply(null_class,x),union(complement(union(u,v)),w))* -> .
% 299.74/300.46 115049[4:SpL:28759.0,102308.0] || member(u,intersection(union(v,w),union(null_class,x)))* member(u,union(complement(union(v,w)),complement(x))) -> .
% 299.74/300.46 116649[0:SpR:102469.0,58323.0] || -> subclass(intersection(u,symmetric_difference(restrict(v,w,x),complement(union(cross_product(w,x),v)))),complement(symmetric_difference(cross_product(w,x),v)))*.
% 299.74/300.46 116631[0:SpR:102469.0,60748.0] || -> subclass(intersection(symmetric_difference(restrict(u,v,w),complement(union(cross_product(v,w),u))),x),complement(symmetric_difference(cross_product(v,w),u)))*.
% 299.74/300.46 117511[0:SpR:102489.0,58323.0] || -> subclass(intersection(u,symmetric_difference(restrict(v,w,x),complement(union(v,cross_product(w,x))))),complement(symmetric_difference(v,cross_product(w,x))))*.
% 299.74/300.46 117493[0:SpR:102489.0,60748.0] || -> subclass(intersection(symmetric_difference(restrict(u,v,w),complement(union(u,cross_product(v,w)))),x),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.74/300.46 118737[4:SpR:102945.0,59945.0] || -> subclass(complement(successor(intersection(power_class(u),power_class(complement(union(v,w)))))),union(complement(power_class(u)),image(element_relation,union(v,w))))*.
% 299.74/300.46 118736[4:SpR:102945.0,95322.0] || -> subclass(complement(successor(union(complement(power_class(u)),image(element_relation,union(v,w))))),intersection(power_class(u),power_class(complement(union(v,w)))))*.
% 299.74/300.46 118710[4:SpR:102945.0,33570.0] || -> equal(symmetric_difference(intersection(power_class(u),power_class(complement(union(v,w)))),union(complement(power_class(u)),image(element_relation,union(v,w)))),universal_class)**.
% 299.74/300.46 118709[4:SpR:102945.0,33519.0] || -> equal(union(intersection(power_class(u),power_class(complement(union(v,w)))),union(complement(power_class(u)),image(element_relation,union(v,w)))),universal_class)**.
% 299.74/300.46 118708[0:SpR:102945.0,33407.0] || -> equal(intersection(intersection(power_class(u),power_class(complement(union(v,w)))),union(complement(power_class(u)),image(element_relation,union(v,w)))),null_class)**.
% 299.74/300.46 121081[4:Rew:90326.0,120963.1] || member(regular(union(null_class,intersection(u,v))),symmetric_difference(u,intersection(u,v)))* -> equal(union(null_class,intersection(u,v)),null_class).
% 299.74/300.46 121576[4:Rew:90468.0,121472.1] || member(regular(union(null_class,intersection(u,v))),symmetric_difference(v,intersection(u,v)))* -> equal(union(null_class,intersection(u,v)),null_class).
% 299.74/300.46 122005[4:Res:92199.1,7729.0] || subclass(u,regular(v)) member(regular(union(u,u)),v)* -> equal(union(u,u),null_class) equal(v,null_class).
% 299.74/300.46 122002[4:Res:92199.1,7841.0] || subclass(u,restrict(v,w,x))* -> equal(union(u,u),null_class) member(regular(union(u,u)),cross_product(w,x))*.
% 299.74/300.46 121990[4:Res:92199.1,10201.0] || subclass(u,complement(compose(element_relation,universal_class))) member(not_subclass_element(union(u,u),v),element_relation)* -> subclass(union(u,u),v).
% 299.74/300.46 121972[4:Res:92199.1,7881.0] || subclass(u,v)* subclass(v,w)* -> subclass(union(u,u),x) member(not_subclass_element(union(u,u),x),w)*.
% 299.74/300.46 122464[0:SpL:92837.1,885.1] || subclass(u,v) member(w,union(u,v)) member(w,complement(u)) -> member(w,symmetric_difference(u,v))*.
% 299.74/300.46 122417[0:SpR:92837.1,48835.0] || subclass(power_class(u),power_class(complement(power_class(v)))) -> equal(union(complement(power_class(u)),image(element_relation,power_class(v))),complement(power_class(u)))**.
% 299.74/300.46 123062[4:SpR:103074.0,59945.0] || -> subclass(complement(successor(intersection(power_class(complement(power_class(u))),union(v,w)))),union(image(element_relation,power_class(u)),complement(union(v,w))))*.
% 299.74/300.46 123061[4:SpR:103074.0,95322.0] || -> subclass(complement(successor(union(image(element_relation,power_class(u)),complement(union(v,w))))),intersection(power_class(complement(power_class(u))),union(v,w)))*.
% 299.74/300.46 123035[4:SpR:103074.0,33570.0] || -> equal(symmetric_difference(intersection(power_class(complement(power_class(u))),union(v,w)),union(image(element_relation,power_class(u)),complement(union(v,w)))),universal_class)**.
% 299.74/300.46 123034[4:SpR:103074.0,33519.0] || -> equal(union(intersection(power_class(complement(power_class(u))),union(v,w)),union(image(element_relation,power_class(u)),complement(union(v,w)))),universal_class)**.
% 299.74/300.46 123033[0:SpR:103074.0,33407.0] || -> equal(intersection(intersection(power_class(complement(power_class(u))),union(v,w)),union(image(element_relation,power_class(u)),complement(union(v,w)))),null_class)**.
% 299.74/300.46 123606[4:SpR:103320.0,59945.0] || -> subclass(complement(successor(intersection(power_class(complement(union(u,v))),power_class(w)))),union(image(element_relation,union(u,v)),complement(power_class(w))))*.
% 299.74/300.46 123605[4:SpR:103320.0,95322.0] || -> subclass(complement(successor(union(image(element_relation,union(u,v)),complement(power_class(w))))),intersection(power_class(complement(union(u,v))),power_class(w)))*.
% 299.74/300.46 123579[4:SpR:103320.0,33570.0] || -> equal(symmetric_difference(intersection(power_class(complement(union(u,v))),power_class(w)),union(image(element_relation,union(u,v)),complement(power_class(w)))),universal_class)**.
% 299.74/300.46 123578[4:SpR:103320.0,33519.0] || -> equal(union(intersection(power_class(complement(union(u,v))),power_class(w)),union(image(element_relation,union(u,v)),complement(power_class(w)))),universal_class)**.
% 299.74/300.46 123577[0:SpR:103320.0,33407.0] || -> equal(intersection(intersection(power_class(complement(union(u,v))),power_class(w)),union(image(element_relation,union(u,v)),complement(power_class(w)))),null_class)**.
% 299.74/300.46 124002[4:Res:123487.0,7880.0] || -> subclass(complement(successor(complement(intersection(singleton(u),v)))),w) equal(not_subclass_element(complement(successor(complement(intersection(singleton(u),v)))),w),u)**.
% 299.74/300.46 123991[4:Res:123487.0,3480.0] || member(regular(complement(successor(complement(intersection(complement(u),v))))),u)* -> equal(complement(successor(complement(intersection(complement(u),v)))),null_class).
% 299.74/300.46 124162[4:Res:123906.0,7880.0] || -> subclass(complement(successor(complement(intersection(u,singleton(v))))),w) equal(not_subclass_element(complement(successor(complement(intersection(u,singleton(v))))),w),v)**.
% 299.74/300.46 124151[4:Res:123906.0,3480.0] || member(regular(complement(successor(complement(intersection(u,complement(v)))))),v)* -> equal(complement(successor(complement(intersection(u,complement(v))))),null_class).
% 299.74/300.46 124398[4:Rew:32.0,124333.1] single_valued_class(regular(union(null_class,complement(intersection(cross_product(universal_class,universal_class),u))))) || -> function(regular(union(null_class,complement(restrict(u,universal_class,universal_class)))))*.
% 299.74/300.46 124575[4:Rew:31.0,124513.1] single_valued_class(regular(union(null_class,complement(intersection(u,cross_product(universal_class,universal_class)))))) || -> function(regular(union(null_class,complement(restrict(u,universal_class,universal_class)))))*.
% 299.74/300.46 124623[4:SpR:103450.0,59945.0] || -> subclass(complement(successor(intersection(union(u,v),power_class(complement(power_class(w)))))),union(complement(union(u,v)),image(element_relation,power_class(w))))*.
% 299.74/300.46 124622[4:SpR:103450.0,95322.0] || -> subclass(complement(successor(union(complement(union(u,v)),image(element_relation,power_class(w))))),intersection(union(u,v),power_class(complement(power_class(w)))))*.
% 299.74/300.46 124596[4:SpR:103450.0,33570.0] || -> equal(symmetric_difference(intersection(union(u,v),power_class(complement(power_class(w)))),union(complement(union(u,v)),image(element_relation,power_class(w)))),universal_class)**.
% 299.74/300.46 124595[4:SpR:103450.0,33519.0] || -> equal(union(intersection(union(u,v),power_class(complement(power_class(w)))),union(complement(union(u,v)),image(element_relation,power_class(w)))),universal_class)**.
% 299.74/300.46 124594[0:SpR:103450.0,33407.0] || -> equal(intersection(intersection(union(u,v),power_class(complement(power_class(w)))),union(complement(union(u,v)),image(element_relation,power_class(w)))),null_class)**.
% 299.74/300.46 125187[4:Res:125117.0,3479.0] || subclass(power_class(u),v) -> equal(regular(successor(complement(power_class(u)))),null_class) member(regular(regular(successor(complement(power_class(u))))),v)*.
% 299.74/300.46 125875[4:Res:125820.0,3479.0] || subclass(successor(u),v) -> equal(regular(successor(complement(successor(u)))),null_class) member(regular(regular(successor(complement(successor(u))))),v)*.
% 299.74/300.46 126215[4:Rew:32.0,126164.1] single_valued_class(union(null_class,intersection(intersection(cross_product(universal_class,universal_class),u),v))) || -> function(union(null_class,intersection(restrict(u,universal_class,universal_class),v)))*.
% 299.74/300.46 126390[4:Rew:32.0,126339.1] single_valued_class(intersection(union(null_class,intersection(cross_product(universal_class,universal_class),u)),v)) || -> function(intersection(union(null_class,restrict(u,universal_class,universal_class)),v))*.
% 299.74/300.46 126552[4:Rew:32.0,126506.1] single_valued_class(intersection(u,union(null_class,intersection(cross_product(universal_class,universal_class),v)))) || -> function(intersection(u,union(null_class,restrict(v,universal_class,universal_class))))*.
% 299.74/300.46 126717[4:Rew:32.0,126670.1] single_valued_class(union(null_class,intersection(u,intersection(cross_product(universal_class,universal_class),v)))) || -> function(union(null_class,intersection(u,restrict(v,universal_class,universal_class))))*.
% 299.74/300.46 126878[4:SpR:102489.0,124367.0] || -> subclass(regular(complement(symmetric_difference(restrict(u,v,w),complement(union(u,cross_product(v,w)))))),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.74/300.46 126877[4:SpR:102469.0,124367.0] || -> subclass(regular(complement(symmetric_difference(restrict(u,v,w),complement(union(cross_product(v,w),u))))),complement(symmetric_difference(cross_product(v,w),u)))*.
% 299.74/300.46 127141[4:Rew:31.0,127090.1] single_valued_class(union(null_class,intersection(intersection(u,cross_product(universal_class,universal_class)),v))) || -> function(union(null_class,intersection(restrict(u,universal_class,universal_class),v)))*.
% 299.74/300.46 127314[4:Rew:31.0,127265.1] single_valued_class(intersection(union(null_class,intersection(u,cross_product(universal_class,universal_class))),v)) || -> function(intersection(union(null_class,restrict(u,universal_class,universal_class)),v))*.
% 299.74/300.46 127530[4:Rew:31.0,127486.1] single_valued_class(intersection(u,union(null_class,intersection(v,cross_product(universal_class,universal_class))))) || -> function(intersection(u,union(null_class,restrict(v,universal_class,universal_class))))*.
% 299.74/300.46 127700[4:Rew:31.0,127653.1] single_valued_class(union(null_class,intersection(u,intersection(v,cross_product(universal_class,universal_class))))) || -> function(union(null_class,intersection(u,restrict(v,universal_class,universal_class))))*.
% 299.74/300.46 128056[0:Res:65.1,102790.1] function(union(u,v)) || member(w,universal_class) -> member(w,complement(union(u,v)))* member(w,cross_product(universal_class,universal_class)).
% 299.74/300.46 130176[2:SpR:48838.0,129832.0] || -> equal(intersection(intersection(power_class(complement(power_class(u))),power_class(v)),intersection(w,union(image(element_relation,power_class(u)),complement(power_class(v))))),null_class)**.
% 299.74/300.46 130174[2:SpR:48835.0,129832.0] || -> equal(intersection(intersection(power_class(u),power_class(complement(power_class(v)))),intersection(w,union(complement(power_class(u)),image(element_relation,power_class(v))))),null_class)**.
% 299.74/300.46 130631[2:SpR:48838.0,129959.0] || -> equal(intersection(intersection(power_class(complement(power_class(u))),power_class(v)),intersection(union(image(element_relation,power_class(u)),complement(power_class(v))),w)),null_class)**.
% 299.74/300.46 130629[2:SpR:48835.0,129959.0] || -> equal(intersection(intersection(power_class(u),power_class(complement(power_class(v)))),intersection(union(complement(power_class(u)),image(element_relation,power_class(v))),w)),null_class)**.
% 299.74/300.46 133124[4:Res:9.1,10200.1] || equal(complement(compose(element_relation,universal_class)),u) member(u,universal_class) member(apply(choice,u),element_relation)* -> equal(u,null_class).
% 299.74/300.46 137496[4:Rew:134411.0,137422.1] || member(not_subclass_element(intersection(restrict(u,v,w),x),null_class),singleton(u))* -> subclass(intersection(restrict(u,v,w),x),null_class).
% 299.74/300.46 137497[4:Rew:134411.0,137421.1] || member(not_subclass_element(intersection(u,restrict(v,w,x)),null_class),singleton(v))* -> subclass(intersection(u,restrict(v,w,x)),null_class).
% 299.74/300.46 137856[0:Res:19.2,14012.0] || member(u,universal_class) member(v,universal_class) subclass(composition_function,successor_relation) -> equal(ordered_pair(u,compose(v,u)),successor(v))**.
% 299.74/300.46 137853[4:SpL:19172.0,14012.0] || member(singleton(singleton(null_class)),cross_product(universal_class,universal_class))* subclass(composition_function,successor_relation) -> equal(ordered_pair(universal_class,compose(null_class,universal_class)),successor(null_class)).
% 299.74/300.46 137869[0:MRR:137866.2,21.0] || member(u,universal_class) member(v,u) subclass(composition_function,successor_relation) -> equal(ordered_pair(u,compose(v,u)),successor(v))**.
% 299.74/300.46 138635[0:SpL:80005.0,48887.0] || member(regular(union(complement(power_class(u)),v)),intersection(complement(v),power_class(u)))* -> equal(union(v,complement(power_class(u))),null_class).
% 299.74/300.46 138612[0:SpL:75578.0,48887.0] || member(regular(union(u,complement(power_class(v)))),intersection(power_class(v),complement(u)))* -> equal(union(u,complement(power_class(v))),null_class).
% 299.74/300.46 138911[0:SpL:80005.0,48893.0] || member(regular(union(u,complement(power_class(v)))),intersection(power_class(v),complement(u)))* -> equal(union(complement(power_class(v)),u),null_class).
% 299.74/300.46 138880[0:SpL:75578.0,48893.0] || member(regular(union(complement(power_class(u)),v)),intersection(complement(v),power_class(u)))* -> equal(union(complement(power_class(u)),v),null_class).
% 299.74/300.46 139641[0:SpL:106411.0,104252.0] || member(regular(power_class(complement(union(u,v)))),image(element_relation,union(v,u)))* -> equal(power_class(complement(union(v,u))),null_class).
% 299.74/300.46 139677[4:Rew:36664.0,139638.1] || member(regular(power_class(union(null_class,complement(u)))),image(element_relation,union(u,u)))* -> equal(power_class(union(null_class,complement(u))),null_class).
% 299.74/300.46 139613[0:SpL:80005.0,104252.0] || member(regular(power_class(complement(union(u,v)))),image(element_relation,union(u,v)))* -> equal(power_class(complement(union(v,u))),null_class).
% 299.74/300.46 139741[0:Rew:25086.1,139636.2] || equal(union(u,v),universal_class) member(regular(power_class(null_class)),image(element_relation,union(u,v)))* -> equal(power_class(null_class),null_class).
% 299.74/300.46 139742[4:Rew:47746.1,139635.2] || equal(union(u,v),null_class) member(regular(power_class(universal_class)),image(element_relation,union(u,v)))* -> equal(power_class(universal_class),null_class).
% 299.74/300.46 141418[0:Rew:32.0,141339.1] single_valued_class(intersection(intersection(intersection(cross_product(universal_class,universal_class),u),v),w)) || -> function(intersection(intersection(restrict(u,universal_class,universal_class),v),w))*.
% 299.74/300.46 141479[0:SpR:80566.0,5425.2] || member(symmetric_difference(u,v),universal_class) -> equal(symmetric_difference(u,v),null_class) member(apply(choice,symmetric_difference(v,u)),union(u,v))*.
% 299.74/300.46 141446[0:SpR:80005.0,5425.2] || member(symmetric_difference(u,v),universal_class) -> equal(symmetric_difference(u,v),null_class) member(apply(choice,symmetric_difference(u,v)),union(v,u))*.
% 299.74/300.46 141508[4:Rew:28750.0,141436.2,28750.0,141436.1,28750.0,141436.0] || member(union(null_class,u),universal_class) -> equal(union(null_class,u),null_class) member(apply(choice,union(null_class,u)),union(u,u))*.
% 299.74/300.46 141509[4:Rew:28751.0,141424.2,28751.0,141424.1,28751.0,141424.0] || member(union(u,null_class),universal_class) -> equal(union(u,null_class),null_class) member(apply(choice,union(u,null_class)),union(u,u))*.
% 299.74/300.46 141532[0:Obv:141499.3] || member(symmetric_difference(u,v),universal_class) subclass(symmetric_difference(u,v),complement(union(u,v)))* -> equal(symmetric_difference(u,v),null_class).
% 299.74/300.46 141774[0:Rew:32.0,141700.1] single_valued_class(intersection(u,intersection(v,intersection(cross_product(universal_class,universal_class),w)))) || -> function(intersection(u,intersection(v,restrict(w,universal_class,universal_class))))*.
% 299.74/300.46 142019[0:Rew:32.0,141942.1] single_valued_class(intersection(u,intersection(intersection(cross_product(universal_class,universal_class),v),w))) || -> function(intersection(u,intersection(restrict(v,universal_class,universal_class),w)))*.
% 299.74/300.46 142265[0:Rew:32.0,142189.1] single_valued_class(intersection(intersection(u,intersection(cross_product(universal_class,universal_class),v)),w)) || -> function(intersection(intersection(u,restrict(v,universal_class,universal_class)),w))*.
% 299.74/300.46 142494[0:Res:1052.1,9362.0] || equal(symmetric_difference(union(u,v),union(complement(u),complement(v))),universal_class)** -> member(null_class,complement(symmetric_difference(complement(u),complement(v)))).
% 299.74/300.46 142483[0:Res:435.1,9362.0] || equal(symmetric_difference(union(u,v),union(complement(u),complement(v))),universal_class)** -> member(omega,complement(symmetric_difference(complement(u),complement(v)))).
% 299.74/300.46 142475[0:Res:440.1,9362.0] || equal(symmetric_difference(union(u,v),union(complement(u),complement(v))),universal_class)** -> member(x__dfg,complement(symmetric_difference(complement(u),complement(v)))).
% 299.74/300.46 142450[0:SpL:80005.0,9362.0] || member(u,symmetric_difference(union(v,w),union(complement(w),complement(v))))* -> member(u,complement(symmetric_difference(complement(w),complement(v)))).
% 299.74/300.46 142412[0:SpL:80005.0,9362.0] || member(u,symmetric_difference(union(v,w),union(complement(w),complement(v))))* -> member(u,complement(symmetric_difference(complement(v),complement(w)))).
% 299.74/300.46 142916[0:Rew:31.0,142837.1] single_valued_class(intersection(intersection(intersection(u,cross_product(universal_class,universal_class)),v),w)) || -> function(intersection(intersection(restrict(u,universal_class,universal_class),v),w))*.
% 299.74/300.46 143154[0:Rew:31.0,143080.1] single_valued_class(intersection(u,intersection(v,intersection(w,cross_product(universal_class,universal_class))))) || -> function(intersection(u,intersection(v,restrict(w,universal_class,universal_class))))*.
% 299.74/300.46 143399[0:Rew:31.0,143322.1] single_valued_class(intersection(u,intersection(intersection(v,cross_product(universal_class,universal_class)),w))) || -> function(intersection(u,intersection(restrict(v,universal_class,universal_class),w)))*.
% 299.74/300.46 143645[0:Rew:31.0,143569.1] single_valued_class(intersection(intersection(u,intersection(v,cross_product(universal_class,universal_class))),w)) || -> function(intersection(intersection(u,restrict(v,universal_class,universal_class)),w))*.
% 299.74/300.46 143673[0:SpR:80005.0,9754.3] function(u) || member(v,universal_class) subclass(universal_class,symmetric_difference(w,x)) -> member(image(u,v),union(x,w))*.
% 299.74/300.46 143726[4:Rew:28750.0,143663.2] function(u) || member(v,universal_class) subclass(universal_class,union(null_class,w)) -> member(image(u,v),union(w,w))*.
% 299.74/300.46 143727[4:Rew:28751.0,143651.2] function(u) || member(v,universal_class) subclass(universal_class,union(w,null_class)) -> member(image(u,v),union(w,w))*.
% 299.74/300.46 143907[5:Res:75461.0,9739.1] function(u) || subclass(universal_class,v)* subclass(v,w)* -> member(image(u,regular(complement(apply(null_class,x)))),w)*.
% 299.74/300.46 143906[5:Res:75463.0,9739.1] function(u) || subclass(universal_class,v)* subclass(v,w)* -> member(image(u,regular(complement(sum_class(range_of(null_class))))),w)*.
% 299.74/300.46 143895[0:Res:12497.1,9739.1] function(u) || subclass(universal_class,v)* subclass(v,w)* -> equal(x,null_class) member(image(u,regular(x)),w)*.
% 299.74/300.46 143882[0:Res:6257.1,9739.1] function(u) || subclass(universal_class,v)* subclass(v,w)* -> equal(singleton(x),null_class) member(image(u,x),w)*.
% 299.74/300.46 144154[0:SpR:80005.0,9816.3] || member(u,universal_class) subclass(u,symmetric_difference(v,w)) -> equal(u,null_class) member(apply(choice,u),union(w,v))*.
% 299.74/300.46 144206[4:Rew:28750.0,144144.1] || member(u,universal_class) subclass(u,union(null_class,v)) -> equal(u,null_class) member(apply(choice,u),union(v,v))*.
% 299.74/300.46 144207[4:Rew:28751.0,144132.1] || member(u,universal_class) subclass(u,union(v,null_class)) -> equal(u,null_class) member(apply(choice,u),union(v,v))*.
% 299.74/300.46 144230[0:Obv:144193.4] || subclass(u,symmetric_difference(v,w)) member(u,universal_class) subclass(u,complement(union(v,w)))* -> equal(u,null_class).
% 299.74/300.46 144336[0:Res:6257.1,9801.0] || subclass(u,v)* subclass(v,w)* -> equal(singleton(u),null_class) equal(u,null_class) member(apply(choice,u),w)*.
% 299.74/300.46 144557[0:SpL:50817.0,48188.0] || member(u,symmetric_difference(power_class(v),image(element_relation,power_class(universal_class)))) -> member(u,union(complement(power_class(v)),power_class(complement(power_class(universal_class)))))*.
% 299.74/300.46 144550[0:SpL:50817.0,47999.0] || member(u,symmetric_difference(image(element_relation,power_class(universal_class)),power_class(v))) -> member(u,union(power_class(complement(power_class(universal_class))),complement(power_class(v))))*.
% 299.74/300.46 144548[0:SpL:50817.0,9516.0] || equal(u,image(element_relation,power_class(universal_class)))* member(v,universal_class) -> member(v,power_class(complement(power_class(universal_class))))* member(v,u)*.
% 299.74/300.46 144844[4:SpL:50818.0,48188.0] || member(u,symmetric_difference(power_class(v),image(element_relation,power_class(null_class)))) -> member(u,union(complement(power_class(v)),power_class(complement(power_class(null_class)))))*.
% 299.74/300.46 144837[4:SpL:50818.0,47999.0] || member(u,symmetric_difference(image(element_relation,power_class(null_class)),power_class(v))) -> member(u,union(power_class(complement(power_class(null_class))),complement(power_class(v))))*.
% 299.74/300.46 144835[4:SpL:50818.0,9516.0] || equal(u,image(element_relation,power_class(null_class)))* member(v,universal_class) -> member(v,power_class(complement(power_class(null_class))))* member(v,u)*.
% 299.74/300.46 144959[0:SoR:13543.0,74.1] one_to_one(cross_product(u,v)) || member(w,v)* member(x,u)* -> member(ordered_pair(x,w),cross_product(universal_class,universal_class))*.
% 299.74/300.46 145126[0:Res:6257.1,14385.0] || -> equal(singleton(u),null_class) equal(ordered_pair(first(ordered_pair(u,singleton(v))),second(ordered_pair(u,singleton(v)))),ordered_pair(u,singleton(v)))**.
% 299.74/300.46 145371[2:Rew:100001.0,145307.2] || equal(successor(first(regular(domain_relation))),second(regular(domain_relation))) member(regular(domain_relation),cross_product(universal_class,universal_class))* -> member(regular(domain_relation),successor_relation).
% 299.74/300.46 145382[2:Res:145277.0,937.0] || member(u,v)* -> equal(ordered_pair(first(ordered_pair(u,regular(domain_relation))),second(ordered_pair(u,regular(domain_relation)))),ordered_pair(u,regular(domain_relation)))**.
% 299.74/300.46 145503[0:SpR:75578.0,102540.1] || member(u,universal_class) -> member(u,intersection(union(v,w),complement(x)))* member(u,union(x,complement(union(v,w)))).
% 299.74/300.46 145573[4:Rew:36664.0,145435.2] || member(u,universal_class) -> member(u,intersection(complement(v),union(null_class,w)))* member(u,union(v,union(null_class,complement(w)))).
% 299.74/300.46 145574[4:Rew:36664.0,145432.2] || member(u,universal_class) -> member(u,intersection(complement(v),union(w,null_class)))* member(u,union(v,union(null_class,complement(w)))).
% 299.74/300.46 145429[0:SpR:80005.0,102540.1] || member(u,universal_class) -> member(u,intersection(complement(v),union(w,x)))* member(u,union(v,complement(union(x,w)))).
% 299.74/300.46 145577[4:Rew:29733.0,145419.2] || member(u,universal_class) -> member(u,intersection(complement(v),union(w,w)))* member(u,union(v,union(null_class,complement(w)))).
% 299.74/300.46 145603[9:Rew:103958.1,145602.3,83780.1,145602.3] function(u) || member(v,universal_class) -> member(v,intersection(complement(w),successor(u)))* member(v,union(w,complement(u))).
% 299.74/300.46 145974[0:SpR:80005.0,104218.0] || -> equal(intersection(union(complement(union(u,v)),w),union(complement(w),union(u,v))),symmetric_difference(complement(w),union(u,v)))**.
% 299.74/300.46 145965[0:SpR:106411.0,104218.0] || -> equal(intersection(union(u,complement(union(v,w))),union(complement(u),union(w,v))),symmetric_difference(complement(u),union(w,v)))**.
% 299.74/300.46 145964[4:SpR:29733.0,104218.0] || -> equal(intersection(union(u,union(null_class,complement(v))),union(complement(u),union(null_class,v))),symmetric_difference(complement(u),union(null_class,v)))**.
% 299.74/300.46 145963[4:SpR:74143.0,104218.0] || -> equal(intersection(union(u,union(null_class,complement(v))),union(complement(u),union(v,null_class))),symmetric_difference(complement(u),union(v,null_class)))**.
% 299.74/300.46 145962[4:SpR:36664.0,104218.0] || -> equal(intersection(union(u,union(null_class,complement(v))),union(complement(u),union(v,v))),symmetric_difference(complement(u),union(v,v)))**.
% 299.74/300.46 145909[0:SpR:80005.0,104218.0] || -> equal(intersection(union(u,complement(union(v,w))),union(union(v,w),complement(u))),symmetric_difference(complement(u),union(v,w)))**.
% 299.74/300.46 145738[0:SpR:104218.0,90326.0] || -> equal(intersection(union(u,complement(union(v,w))),symmetric_difference(complement(u),union(v,w))),symmetric_difference(complement(u),union(v,w)))**.
% 299.74/300.46 146410[0:SpR:75578.0,102976.1] || member(u,universal_class) -> member(u,intersection(complement(v),union(w,x)))* member(u,union(complement(union(w,x)),v)).
% 299.74/300.46 146476[4:Rew:36664.0,146384.2] || member(u,universal_class) -> member(u,intersection(union(null_class,v),complement(w)))* member(u,union(union(null_class,complement(v)),w)).
% 299.74/300.46 146477[4:Rew:36664.0,146381.2] || member(u,universal_class) -> member(u,intersection(union(v,null_class),complement(w)))* member(u,union(union(null_class,complement(v)),w)).
% 299.74/300.46 146378[0:SpR:80005.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),complement(x)))* member(u,union(complement(union(w,v)),x)).
% 299.74/300.46 146480[4:Rew:29733.0,146368.2] || member(u,universal_class) -> member(u,intersection(union(v,v),complement(w)))* member(u,union(union(null_class,complement(v)),w)).
% 299.74/300.46 146506[9:Rew:107181.1,146505.3,83780.1,146505.3] function(u) || member(v,universal_class) -> member(v,intersection(successor(u),complement(w)))* member(v,union(w,complement(u))).
% 299.74/300.46 146902[0:SpR:80005.0,103225.0] || -> equal(intersection(union(complement(u),union(v,w)),union(complement(union(v,w)),u)),symmetric_difference(union(v,w),complement(u)))**.
% 299.74/300.46 146805[0:SpR:80005.0,103225.0] || -> equal(intersection(union(union(u,v),complement(w)),union(w,complement(union(u,v)))),symmetric_difference(union(u,v),complement(w)))**.
% 299.74/300.46 146789[0:SpR:106411.0,103225.0] || -> equal(intersection(union(union(u,v),complement(w)),union(complement(union(v,u)),w)),symmetric_difference(union(u,v),complement(w)))**.
% 299.74/300.46 146788[4:SpR:29733.0,103225.0] || -> equal(intersection(union(union(null_class,u),complement(v)),union(union(null_class,complement(u)),v)),symmetric_difference(union(null_class,u),complement(v)))**.
% 299.74/300.46 146787[4:SpR:74143.0,103225.0] || -> equal(intersection(union(union(u,null_class),complement(v)),union(union(null_class,complement(u)),v)),symmetric_difference(union(u,null_class),complement(v)))**.
% 299.74/300.46 146786[4:SpR:36664.0,103225.0] || -> equal(intersection(union(union(u,u),complement(v)),union(union(null_class,complement(u)),v)),symmetric_difference(union(u,u),complement(v)))**.
% 299.74/300.46 146726[0:SpR:103225.0,90468.0] || -> equal(intersection(union(complement(union(u,v)),w),symmetric_difference(union(u,v),complement(w))),symmetric_difference(union(u,v),complement(w)))**.
% 299.74/300.46 147262[0:Res:9.1,11965.0] || equal(u,unordered_pair(v,w))* -> equal(regular(unordered_pair(v,w)),w)** equal(unordered_pair(v,w),null_class) member(v,u)*.
% 299.74/300.46 147335[0:Res:9.1,11967.0] || equal(u,unordered_pair(v,w))* -> equal(regular(unordered_pair(v,w)),v)** equal(unordered_pair(v,w),null_class) member(w,u)*.
% 299.74/300.46 147487[0:SpR:80566.0,12104.1] || -> subclass(symmetric_difference(u,cross_product(v,w)),x) member(not_subclass_element(symmetric_difference(cross_product(v,w),u),x),complement(restrict(u,v,w)))*.
% 299.74/300.46 147515[4:Rew:28759.0,147514.0] || subclass(symmetric_difference(u,cross_product(v,w)),union(null_class,restrict(u,v,w)))* -> subclass(symmetric_difference(u,cross_product(v,w)),x)*.
% 299.74/300.46 147521[6:MRR:147520.2,100068.0] || subclass(symmetric_difference(u,cross_product(v,w)),regular(complement(restrict(u,v,w))))* -> subclass(symmetric_difference(u,cross_product(v,w)),x)*.
% 299.74/300.46 147592[0:SpR:80566.0,12273.1] || -> subclass(symmetric_difference(cross_product(u,v),w),x) member(not_subclass_element(symmetric_difference(w,cross_product(u,v)),x),complement(restrict(w,u,v)))*.
% 299.74/300.46 147627[4:Rew:28759.0,147626.0] || subclass(symmetric_difference(cross_product(u,v),w),union(null_class,restrict(w,u,v)))* -> subclass(symmetric_difference(cross_product(u,v),w),x)*.
% 299.74/300.46 147635[6:MRR:147634.2,100068.0] || subclass(symmetric_difference(cross_product(u,v),w),regular(complement(restrict(w,u,v))))* -> subclass(symmetric_difference(cross_product(u,v),w),x)*.
% 299.74/300.46 147707[0:SpR:75578.0,7839.1] || -> subclass(intersection(u,restrict(v,w,x)),y) member(not_subclass_element(intersection(restrict(v,w,x),u),y),cross_product(w,x))*.
% 299.74/300.46 147769[0:Obv:147722.1] || subclass(intersection(u,restrict(v,w,x)),complement(cross_product(w,x)))* -> subclass(intersection(u,restrict(v,w,x)),y)*.
% 299.74/300.46 147775[0:Rew:32.0,147774.1] || subclass(intersection(u,restrict(v,w,x)),y) -> subclass(intersection(u,restrict(v,w,x)),restrict(y,w,x))*.
% 299.74/300.46 147849[0:SpR:75578.0,7831.1] || -> subclass(intersection(restrict(u,v,w),x),y) member(not_subclass_element(intersection(x,restrict(u,v,w)),y),cross_product(v,w))*.
% 299.74/300.46 147923[0:Obv:147863.1] || subclass(intersection(restrict(u,v,w),x),complement(cross_product(v,w)))* -> subclass(intersection(restrict(u,v,w),x),y)*.
% 299.74/300.46 147930[0:Rew:32.0,147929.1] || subclass(intersection(restrict(u,v,w),x),y) -> subclass(intersection(restrict(u,v,w),x),restrict(y,v,w))*.
% 299.74/300.46 147956[4:Res:145289.1,48062.0] || equal(intersection(power_class(complement(power_class(u))),complement(v)),universal_class) member(regular(domain_relation),union(image(element_relation,power_class(u)),v))* -> .
% 299.74/300.46 147953[4:Res:145289.1,48030.0] || equal(intersection(complement(u),power_class(complement(power_class(v)))),universal_class) member(regular(domain_relation),union(u,image(element_relation,power_class(v))))* -> .
% 299.74/300.46 148061[2:Res:145290.1,48062.0] || subclass(universal_class,intersection(power_class(complement(power_class(u))),complement(v)))* member(regular(domain_relation),union(image(element_relation,power_class(u)),v)) -> .
% 299.74/300.46 148058[2:Res:145290.1,48030.0] || subclass(universal_class,intersection(complement(u),power_class(complement(power_class(v)))))* member(regular(domain_relation),union(u,image(element_relation,power_class(v)))) -> .
% 299.74/300.46 148052[2:Res:145290.1,885.1] || subclass(universal_class,complement(intersection(u,v)))* member(regular(domain_relation),union(u,v)) -> member(regular(domain_relation),symmetric_difference(u,v)).
% 299.74/300.46 148271[4:MRR:148253.4,50094.0] || member(apply(choice,u),element_relation) member(u,universal_class) subclass(u,regular(compose(element_relation,universal_class)))* -> equal(u,null_class).
% 299.74/300.46 148306[4:MRR:148305.3,52730.0] || member(symmetric_difference(u,v),universal_class) subclass(symmetric_difference(u,v),regular(union(u,v)))* -> equal(symmetric_difference(u,v),null_class).
% 299.74/300.46 148416[4:Rew:100002.0,148352.2] || equal(successor(first(regular(composition_function))),second(regular(composition_function))) member(regular(composition_function),cross_product(universal_class,universal_class))* -> member(regular(composition_function),successor_relation).
% 299.74/300.46 148427[4:Res:148322.0,937.0] || member(u,v)* -> equal(ordered_pair(first(ordered_pair(u,regular(composition_function))),second(ordered_pair(u,regular(composition_function)))),ordered_pair(u,regular(composition_function)))**.
% 299.74/300.46 149775[0:Res:50.1,47989.0] inductive(intersection(complement(u),union(v,complement(power_class(w))))) || member(null_class,union(u,intersection(complement(v),power_class(w))))* -> .
% 299.74/300.46 149851[0:MRR:149781.0,12451.1] || member(u,union(v,intersection(complement(w),power_class(x)))) -> member(u,union(v,complement(union(w,complement(power_class(x))))))*.
% 299.74/300.46 149920[4:Res:148334.1,48062.0] || equal(intersection(power_class(complement(power_class(u))),complement(v)),universal_class) member(regular(composition_function),union(image(element_relation,power_class(u)),v))* -> .
% 299.74/300.46 149916[4:Res:148334.1,48030.0] || equal(intersection(complement(u),power_class(complement(power_class(v)))),universal_class) member(regular(composition_function),union(u,image(element_relation,power_class(v))))* -> .
% 299.74/300.46 150112[0:Res:50.1,48009.0] inductive(intersection(union(u,complement(power_class(v))),complement(w))) || member(null_class,union(intersection(complement(u),power_class(v)),w))* -> .
% 299.74/300.46 150190[0:MRR:150118.0,12451.1] || member(u,union(intersection(complement(v),power_class(w)),x)) -> member(u,union(complement(union(v,complement(power_class(w)))),x))*.
% 299.74/300.46 150244[4:Res:148335.1,48062.0] || subclass(universal_class,intersection(power_class(complement(power_class(u))),complement(v)))* member(regular(composition_function),union(image(element_relation,power_class(u)),v)) -> .
% 299.74/300.46 150240[4:Res:148335.1,48030.0] || subclass(universal_class,intersection(complement(u),power_class(complement(power_class(v)))))* member(regular(composition_function),union(u,image(element_relation,power_class(v)))) -> .
% 299.74/300.46 150234[4:Res:148335.1,885.1] || subclass(universal_class,complement(intersection(u,v)))* member(regular(composition_function),union(u,v)) -> member(regular(composition_function),symmetric_difference(u,v)).
% 299.74/300.46 150448[0:Res:50.1,48038.0] inductive(intersection(complement(u),union(complement(power_class(v)),w))) || member(null_class,union(u,intersection(power_class(v),complement(w))))* -> .
% 299.74/300.46 150529[0:MRR:150454.0,12451.1] || member(u,union(v,intersection(power_class(w),complement(x)))) -> member(u,union(v,complement(union(complement(power_class(w)),x))))*.
% 299.74/300.46 150689[0:Res:50.1,48198.0] inductive(intersection(union(complement(power_class(u)),v),complement(w))) || member(null_class,union(intersection(power_class(u),complement(v)),w))* -> .
% 299.74/300.46 150769[0:Rew:103996.0,150626.1] || member(u,intersection(successor(complement(power_class(v))),complement(w)))* member(u,union(w,complement(successor(complement(power_class(v)))))) -> .
% 299.74/300.46 150770[0:MRR:150695.0,12451.1] || member(u,union(intersection(power_class(v),complement(w)),x)) -> member(u,union(complement(union(complement(power_class(v)),w)),x))*.
% 299.74/300.46 151465[0:SpR:102583.0,79675.0] || -> subclass(symmetric_difference(union(u,complement(union(v,w))),power_class(x)),union(complement(power_class(x)),intersection(complement(u),union(v,w))))*.
% 299.74/300.46 151454[0:SpR:102583.0,7792.0] || -> subclass(symmetric_difference(power_class(u),union(v,complement(union(w,x)))),union(complement(power_class(u)),intersection(complement(v),union(w,x))))*.
% 299.74/300.46 151950[0:Res:50.1,102607.0] inductive(intersection(complement(u),power_class(complement(union(v,w))))) || member(null_class,union(u,image(element_relation,union(v,w))))* -> .
% 299.74/300.46 152012[4:Rew:50322.0,151875.1] || member(u,intersection(complement(v),power_class(union(null_class,complement(w)))))* member(u,union(v,complement(power_class(complement(w))))) -> .
% 299.74/300.46 152510[0:SpR:102667.0,79675.0] || -> subclass(symmetric_difference(union(u,v),union(w,complement(power_class(x)))),union(intersection(complement(w),power_class(x)),complement(union(u,v))))*.
% 299.74/300.46 152499[0:SpR:102667.0,7792.0] || -> subclass(symmetric_difference(union(u,complement(power_class(v))),union(w,x)),union(intersection(complement(u),power_class(v)),complement(union(w,x))))*.
% 299.74/300.46 152707[4:Rew:10128.0,152601.1] || subclass(union(u,complement(power_class(v))),null_class) -> equal(union(intersection(complement(u),power_class(v)),complement(union(w,x))),universal_class)**.
% 299.74/300.46 152744[4:Rew:109093.0,152743.0] || -> equal(union(complement(union(u,complement(power_class(v)))),symmetric_difference(w,x)),union(intersection(complement(u),power_class(v)),symmetric_difference(w,x)))**.
% 299.74/300.46 152971[0:SpR:102668.0,79675.0] || -> subclass(symmetric_difference(union(u,v),union(complement(power_class(w)),x)),union(intersection(power_class(w),complement(x)),complement(union(u,v))))*.
% 299.74/300.46 152960[0:SpR:102668.0,7792.0] || -> subclass(symmetric_difference(union(complement(power_class(u)),v),union(w,x)),union(intersection(power_class(u),complement(v)),complement(union(w,x))))*.
% 299.74/300.46 153176[4:Rew:10128.0,153070.1] || subclass(union(complement(power_class(u)),v),null_class) -> equal(union(intersection(power_class(u),complement(v)),complement(union(w,x))),universal_class)**.
% 299.74/300.46 153214[4:Rew:109093.0,153213.0] || -> equal(union(complement(union(complement(power_class(u)),v)),symmetric_difference(w,x)),union(intersection(power_class(u),complement(v)),symmetric_difference(w,x)))**.
% 299.74/300.46 153448[0:SpR:102866.0,79675.0] || -> subclass(symmetric_difference(power_class(u),union(v,complement(union(w,x)))),union(intersection(complement(v),union(w,x)),complement(power_class(u))))*.
% 299.74/300.46 153437[0:SpR:102866.0,7792.0] || -> subclass(symmetric_difference(union(u,complement(union(v,w))),power_class(x)),union(intersection(complement(u),union(v,w)),complement(power_class(x))))*.
% 299.74/300.46 153970[0:Res:50.1,102909.0] inductive(intersection(power_class(complement(union(u,v))),complement(w))) || member(null_class,union(image(element_relation,union(u,v)),w))* -> .
% 299.74/300.46 154032[4:Rew:50322.0,153932.1] || member(u,intersection(power_class(union(null_class,complement(v))),complement(w)))* member(u,union(complement(power_class(complement(v))),w)) -> .
% 299.74/300.46 154218[0:SpR:103019.0,79675.0] || -> subclass(symmetric_difference(union(complement(union(u,v)),w),power_class(x)),union(complement(power_class(x)),intersection(union(u,v),complement(w))))*.
% 299.74/300.46 154207[0:SpR:103019.0,7792.0] || -> subclass(symmetric_difference(power_class(u),union(complement(union(v,w)),x)),union(complement(power_class(u)),intersection(union(v,w),complement(x))))*.
% 299.74/300.46 154701[0:SpR:103205.0,79675.0] || -> subclass(symmetric_difference(power_class(u),union(complement(union(v,w)),x)),union(intersection(union(v,w),complement(x)),complement(power_class(u))))*.
% 299.74/300.46 154690[0:SpR:103205.0,7792.0] || -> subclass(symmetric_difference(union(complement(union(u,v)),w),power_class(x)),union(intersection(union(u,v),complement(w)),complement(power_class(x))))*.
% 299.74/300.46 155339[4:Rew:28759.0,155242.0] || -> equal(union(complement(union(u,power_class(v))),intersection(union(null_class,u),power_class(v))),complement(symmetric_difference(complement(u),complement(power_class(v)))))**.
% 299.74/300.46 155147[0:SpR:103451.0,79675.0] || -> subclass(symmetric_difference(union(u,complement(power_class(v))),union(w,x)),union(complement(union(w,x)),intersection(complement(u),power_class(v))))*.
% 299.74/300.46 155136[0:SpR:103451.0,7792.0] || -> subclass(symmetric_difference(union(u,v),union(w,complement(power_class(x)))),union(complement(union(u,v)),intersection(complement(w),power_class(x))))*.
% 299.74/300.46 155340[4:Rew:10128.0,155249.1] || subclass(union(u,complement(power_class(v))),null_class) -> equal(union(complement(union(w,x)),intersection(complement(u),power_class(v))),universal_class)**.
% 299.74/300.46 155368[4:Rew:109090.0,155367.0] || -> equal(union(symmetric_difference(u,v),complement(union(w,complement(power_class(x))))),union(symmetric_difference(u,v),intersection(complement(w),power_class(x))))**.
% 299.74/300.46 156107[4:Rew:28759.0,156010.0] || -> equal(union(complement(union(power_class(u),v)),intersection(power_class(u),union(null_class,v))),complement(symmetric_difference(complement(power_class(u)),complement(v))))**.
% 299.74/300.46 155907[0:SpR:103452.0,79675.0] || -> subclass(symmetric_difference(union(complement(power_class(u)),v),union(w,x)),union(complement(union(w,x)),intersection(power_class(u),complement(v))))*.
% 299.74/300.46 155896[0:SpR:103452.0,7792.0] || -> subclass(symmetric_difference(union(u,v),union(complement(power_class(w)),x)),union(complement(union(u,v)),intersection(power_class(w),complement(x))))*.
% 299.74/300.46 156111[4:Rew:10128.0,156018.1] || subclass(union(complement(power_class(u)),v),null_class) -> equal(union(complement(union(w,x)),intersection(power_class(u),complement(v))),universal_class)**.
% 299.74/300.46 156143[4:Rew:109090.0,156142.0] || -> equal(union(symmetric_difference(u,v),complement(union(complement(power_class(w)),x))),union(symmetric_difference(u,v),intersection(power_class(w),complement(x))))**.
% 299.74/300.46 156393[4:Rew:80005.0,156255.0,4660.0,156255.0] || -> equal(union(null_class,intersection(compose(element_relation,universal_class),union(null_class,complement(element_relation)))),complement(symmetric_difference(compose(element_relation,universal_class),union(null_class,complement(element_relation)))))**.
% 299.74/300.46 156794[0:SpR:104283.0,79675.0] || -> subclass(symmetric_difference(power_class(complement(union(u,v))),union(w,x)),union(complement(union(w,x)),image(element_relation,union(u,v))))*.
% 299.74/300.46 156783[0:SpR:104283.0,7792.0] || -> subclass(symmetric_difference(union(u,v),power_class(complement(union(w,x)))),union(complement(union(u,v)),image(element_relation,union(w,x))))*.
% 299.74/300.46 157027[4:Rew:10128.0,156919.1] || subclass(power_class(complement(union(u,v))),null_class) -> equal(union(complement(union(w,x)),image(element_relation,union(u,v))),universal_class)**.
% 299.74/300.46 157623[0:SpR:104284.0,79675.0] || -> subclass(symmetric_difference(union(u,v),power_class(complement(union(w,x)))),union(image(element_relation,union(w,x)),complement(union(u,v))))*.
% 299.74/300.46 157612[0:SpR:104284.0,7792.0] || -> subclass(symmetric_difference(power_class(complement(union(u,v))),union(w,x)),union(image(element_relation,union(u,v)),complement(union(w,x))))*.
% 299.74/300.46 157864[4:Rew:10128.0,157743.1] || subclass(power_class(complement(union(u,v))),null_class) -> equal(union(image(element_relation,union(u,v)),complement(union(w,x))),universal_class)**.
% 299.74/300.46 158180[4:Rew:50322.0,158179.0] || member(not_subclass_element(power_class(union(null_class,complement(u))),v),complement(power_class(complement(u))))* -> subclass(power_class(union(null_class,complement(u))),v).
% 299.74/300.46 159886[0:Obv:159882.1] || subclass(cross_product(u,v),cross_product(w,x))* -> equal(cross_product(u,v),null_class) member(second(regular(cross_product(u,v))),x).
% 299.74/300.46 160501[0:Obv:160497.1] || subclass(cross_product(u,v),cross_product(w,x))* -> equal(cross_product(u,v),null_class) member(first(regular(cross_product(u,v))),w).
% 299.74/300.46 161181[4:Rew:83196.0,161073.1] || member(not_subclass_element(intersection(intersection(u,element_relation),v),null_class),complement(compose(element_relation,universal_class)))* -> subclass(intersection(intersection(u,element_relation),v),null_class).
% 299.74/300.46 161182[4:Rew:83196.0,161068.1] || member(not_subclass_element(intersection(u,intersection(v,element_relation)),null_class),complement(compose(element_relation,universal_class)))* -> subclass(intersection(u,intersection(v,element_relation)),null_class).
% 299.74/300.46 161538[4:Rew:83198.0,161428.1] || member(not_subclass_element(intersection(intersection(element_relation,u),v),null_class),complement(compose(element_relation,universal_class)))* -> subclass(intersection(intersection(element_relation,u),v),null_class).
% 299.74/300.46 161539[4:Rew:83198.0,161423.1] || member(not_subclass_element(intersection(u,intersection(element_relation,v)),null_class),complement(compose(element_relation,universal_class)))* -> subclass(intersection(u,intersection(element_relation,v)),null_class).
% 299.74/300.46 161822[2:Res:50.1,11968.1] inductive(unordered_pair(u,v)) || member(null_class,u) -> equal(regular(unordered_pair(u,v)),v)** equal(unordered_pair(u,v),null_class).
% 299.74/300.46 161889[4:MRR:161857.1,122883.0] || member(regular(union(null_class,unordered_pair(u,v))),u)* -> equal(regular(unordered_pair(u,v)),v) equal(unordered_pair(u,v),null_class).
% 299.74/300.46 161899[2:MRR:161898.3,23545.0] || member(u,singleton(v)) member(u,ordered_pair(v,w))* -> equal(unordered_pair(v,singleton(w)),regular(ordered_pair(v,w))).
% 299.74/300.46 161953[2:Res:50.1,11969.1] inductive(unordered_pair(u,v)) || member(null_class,v) -> equal(regular(unordered_pair(u,v)),u)** equal(unordered_pair(u,v),null_class).
% 299.74/300.46 162020[4:MRR:161988.1,122883.0] || member(regular(union(null_class,unordered_pair(u,v))),v)* -> equal(regular(unordered_pair(u,v)),u) equal(unordered_pair(u,v),null_class).
% 299.74/300.46 162059[4:Res:90947.1,13498.0] || equal(complement(u),null_class) -> equal(apply(choice,unordered_pair(v,w)),w)** equal(unordered_pair(v,w),null_class) member(v,u)*.
% 299.74/300.46 162107[4:Res:90947.1,13500.0] || equal(complement(u),null_class) -> equal(apply(choice,unordered_pair(v,w)),v)** equal(unordered_pair(v,w),null_class) member(w,u)*.
% 299.74/300.46 162246[6:Rew:161913.0,162181.2] || equal(successor(first(regular(element_relation))),second(regular(element_relation))) member(regular(element_relation),cross_product(universal_class,universal_class))* -> member(regular(element_relation),successor_relation).
% 299.74/300.46 162264[4:Res:90947.1,13572.0] || equal(complement(u),null_class) -> equal(not_subclass_element(unordered_pair(v,w),x),w)** subclass(unordered_pair(v,w),x) member(v,u)*.
% 299.74/300.46 162278[6:Res:162150.0,937.0] || member(u,v)* -> equal(ordered_pair(first(ordered_pair(u,regular(element_relation))),second(ordered_pair(u,regular(element_relation)))),ordered_pair(u,regular(element_relation)))**.
% 299.74/300.46 162317[4:Res:90947.1,13573.0] || equal(complement(u),null_class) -> equal(not_subclass_element(unordered_pair(v,w),x),v)** subclass(unordered_pair(v,w),x) member(w,u)*.
% 299.74/300.46 162689[2:SpL:48063.0,16318.0] || equal(symmetric_difference(complement(u),power_class(complement(power_class(v)))),domain_relation) -> member(ordered_pair(null_class,null_class),union(u,image(element_relation,power_class(v))))*.
% 299.74/300.46 162687[2:SpL:48063.0,8051.0] || subclass(domain_relation,symmetric_difference(complement(u),power_class(complement(power_class(v))))) -> member(ordered_pair(null_class,null_class),union(u,image(element_relation,power_class(v))))*.
% 299.74/300.46 162668[0:SpL:48063.0,672.0] || subclass(universal_class,symmetric_difference(complement(u),power_class(complement(power_class(v))))) -> member(unordered_pair(w,x),union(u,image(element_relation,power_class(v))))*.
% 299.74/300.46 162666[5:SpL:48063.0,21266.0] || subclass(universal_class,symmetric_difference(complement(u),power_class(complement(power_class(v))))) -> member(sum_class(range_of(null_class)),union(u,image(element_relation,power_class(v))))*.
% 299.74/300.46 163164[2:SpL:48279.0,16318.0] || equal(symmetric_difference(power_class(complement(power_class(u))),complement(v)),domain_relation) -> member(ordered_pair(null_class,null_class),union(image(element_relation,power_class(u)),v))*.
% 299.74/300.46 163162[2:SpL:48279.0,8051.0] || subclass(domain_relation,symmetric_difference(power_class(complement(power_class(u))),complement(v))) -> member(ordered_pair(null_class,null_class),union(image(element_relation,power_class(u)),v))*.
% 299.74/300.46 163143[0:SpL:48279.0,672.0] || subclass(universal_class,symmetric_difference(power_class(complement(power_class(u))),complement(v))) -> member(unordered_pair(w,x),union(image(element_relation,power_class(u)),v))*.
% 299.74/300.46 163141[5:SpL:48279.0,21266.0] || subclass(universal_class,symmetric_difference(power_class(complement(power_class(u))),complement(v))) -> member(sum_class(range_of(null_class)),union(image(element_relation,power_class(u)),v))*.
% 299.74/300.46 164164[0:Res:12960.4,22.0] || member(u,universal_class)* member(v,universal_class)* equal(successor(v),u) subclass(successor_relation,element_relation)* -> member(v,u)*.
% 299.74/300.46 164217[0:MRR:164177.0,308.0] || member(u,universal_class) equal(successor(u),ordered_pair(v,w))* subclass(successor_relation,composition_function) -> equal(compose(u,v),w)*.
% 299.74/300.46 164218[0:MRR:164176.0,308.0] || member(u,universal_class) equal(successor(u),ordered_pair(v,w))* subclass(successor_relation,application_function) -> equal(apply(u,v),w)*.
% 299.74/300.46 164330[6:Res:162162.1,48062.0] || equal(intersection(power_class(complement(power_class(u))),complement(v)),universal_class) member(regular(element_relation),union(image(element_relation,power_class(u)),v))* -> .
% 299.74/300.46 164324[6:Res:162162.1,48030.0] || equal(intersection(complement(u),power_class(complement(power_class(v)))),universal_class) member(regular(element_relation),union(u,image(element_relation,power_class(v))))* -> .
% 299.74/300.46 164442[6:Res:162163.1,48062.0] || subclass(universal_class,intersection(power_class(complement(power_class(u))),complement(v)))* member(regular(element_relation),union(image(element_relation,power_class(u)),v)) -> .
% 299.74/300.46 164436[6:Res:162163.1,48030.0] || subclass(universal_class,intersection(complement(u),power_class(complement(power_class(v)))))* member(regular(element_relation),union(u,image(element_relation,power_class(v)))) -> .
% 299.74/300.46 164430[6:Res:162163.1,885.1] || subclass(universal_class,complement(intersection(u,v)))* member(regular(element_relation),union(u,v)) -> member(regular(element_relation),symmetric_difference(u,v)).
% 299.74/300.46 164513[0:Res:429.1,14017.0] || subclass(universal_class,cross_product(universal_class,universal_class)) subclass(composition_function,compose_class(u))* -> equal(compose(u,v),ordered_pair(w,compose(v,w)))*.
% 299.74/300.46 164522[4:MRR:164508.1,101.0] || member(u,universal_class) subclass(composition_function,compose_class(v))* -> equal(compose(v,u),ordered_pair(cantor(u),compose(u,cantor(u))))*.
% 299.74/300.46 164577[0:Res:429.1,13988.0] || subclass(universal_class,cross_product(universal_class,universal_class)) subclass(composition_function,singleton(u))* -> equal(ordered_pair(v,ordered_pair(w,compose(v,w))),u)*.
% 299.74/300.46 164586[4:MRR:164572.1,101.0] || member(u,universal_class) subclass(composition_function,singleton(v))* -> equal(ordered_pair(u,ordered_pair(cantor(u),compose(u,cantor(u)))),v)*.
% 299.74/300.46 165218[4:Rew:117951.1,165114.3,117951.1,165114.1] || equal(u,universal_class) member(v,universal_class) subclass(u,w)* -> equal(v,null_class) member(apply(choice,v),w)*.
% 299.74/300.46 165717[4:Res:429.1,17409.1] || subclass(universal_class,compose(u,v))* member(w,universal_class) -> member(w,cantor(v))* member(x,image(u,range_of(null_class)))*.
% 299.74/300.46 165711[4:Res:12455.1,17409.1] || member(ordered_pair(u,v),element_relation)* member(u,universal_class) -> member(u,cantor(universal_class)) member(v,image(element_relation,range_of(null_class)))*.
% 299.74/300.46 165729[4:MRR:165703.0,138.0] || member(singleton(singleton(singleton(u))),compose(v,w))* -> member(singleton(u),cantor(w)) member(u,image(v,range_of(null_class))).
% 299.74/300.46 166243[4:Con:166216.3] || equal(complement(union(u,complement(power_class(v)))),universal_class) member(w,universal_class) -> member(w,intersection(complement(u),power_class(v)))*.
% 299.74/300.46 166244[4:Con:166215.3] || equal(successor(union(u,complement(power_class(v)))),null_class) member(w,universal_class) -> member(w,intersection(complement(u),power_class(v)))*.
% 299.74/300.46 166551[4:Con:166525.3] || equal(complement(union(complement(power_class(u)),v)),universal_class) member(w,universal_class) -> member(w,intersection(power_class(u),complement(v)))*.
% 299.74/300.46 166552[4:Con:166524.3] || equal(successor(union(complement(power_class(u)),v)),null_class) member(w,universal_class) -> member(w,intersection(power_class(u),complement(v)))*.
% 299.74/300.46 166713[4:Rew:105000.0,166668.2,103878.0,166668.1] || member(u,universal_class) subclass(power_class(complement(singleton(null_class))),v)* -> member(u,image(element_relation,successor(null_class)))* member(u,v)*.
% 299.74/300.46 167203[0:Res:35.0,7890.0] || -> subclass(rotate(u),v) equal(ordered_pair(first(not_subclass_element(rotate(u),v)),second(not_subclass_element(rotate(u),v))),not_subclass_element(rotate(u),v))**.
% 299.74/300.46 167202[0:Res:38.0,7890.0] || -> subclass(flip(u),v) equal(ordered_pair(first(not_subclass_element(flip(u),v)),second(not_subclass_element(flip(u),v))),not_subclass_element(flip(u),v))**.
% 299.74/300.46 167197[0:Res:95.0,7890.0] || -> subclass(compose_class(u),v) equal(ordered_pair(first(not_subclass_element(compose_class(u),v)),second(not_subclass_element(compose_class(u),v))),not_subclass_element(compose_class(u),v))**.
% 299.74/300.46 167889[0:MRR:167810.0,12451.1] || member(u,union(v,w)) subclass(symmetric_difference(v,w),x)* -> member(u,intersection(v,w))* member(u,x)*.
% 299.74/300.46 168968[4:SpL:80626.2,138772.0] || member(universal_class,complement(union(u,unordered_pair(v,u))))* -> equal(regular(unordered_pair(v,u)),v) equal(unordered_pair(v,u),null_class).
% 299.74/300.46 169395[4:SpL:80653.2,138772.0] || member(universal_class,complement(union(u,unordered_pair(u,v))))* -> equal(regular(unordered_pair(u,v)),v) equal(unordered_pair(u,v),null_class).
% 299.74/300.46 169920[4:Res:124011.0,7880.0] || -> subclass(complement(successor(complement(intersection(successor(null_class),u)))),v) equal(not_subclass_element(complement(successor(complement(intersection(successor(null_class),u)))),v),null_class)**.
% 299.74/300.46 170031[4:Res:124171.0,7880.0] || -> subclass(complement(successor(complement(intersection(u,successor(null_class))))),v) equal(not_subclass_element(complement(successor(complement(intersection(u,successor(null_class))))),v),null_class)**.
% 299.74/300.46 170152[0:Res:406.1,1073.1] || subclass(universal_class,cross_product(universal_class,universal_class)) equal(compose(u,singleton(v)),v) -> member(singleton(singleton(singleton(v))),compose_class(u))*.
% 299.74/300.46 170521[4:Res:13912.2,50055.1] || member(regular(cross_product(u,v)),element_relation)* equal(second(regular(cross_product(u,v))),null_class) -> equal(cross_product(u,v),null_class).
% 299.74/300.46 170673[0:MRR:170628.0,308.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,complement(singleton(ordered_pair(u,ordered_pair(v,compose(u,v))))))* -> .
% 299.74/300.46 171641[0:Res:47988.1,25.0] || member(u,universal_class) -> member(u,union(v,intersection(complement(w),power_class(x))))* member(u,union(w,complement(power_class(x)))).
% 299.74/300.46 171690[0:MRR:171642.0,12451.1] || member(u,union(v,complement(union(w,complement(power_class(x))))))* -> member(u,union(v,intersection(complement(w),power_class(x)))).
% 299.74/300.46 171695[0:MRR:171694.0,1042.0] || equal(union(u,complement(union(v,complement(power_class(w))))),universal_class) -> member(null_class,union(u,intersection(complement(v),power_class(w))))*.
% 299.74/300.46 171697[0:MRR:171696.0,55.0] || equal(union(u,complement(union(v,complement(power_class(w))))),universal_class) -> member(omega,union(u,intersection(complement(v),power_class(w))))*.
% 299.74/300.46 171699[0:MRR:171698.0,147.0] || equal(union(u,complement(union(v,complement(power_class(w))))),universal_class) -> member(x__dfg,union(u,intersection(complement(v),power_class(w))))*.
% 299.74/300.46 172427[0:Res:48008.1,24.0] || member(u,universal_class) -> member(u,union(intersection(complement(v),power_class(w)),x))* member(u,union(v,complement(power_class(w)))).
% 299.74/300.46 172477[0:MRR:172429.0,12451.1] || member(u,union(complement(union(v,complement(power_class(w)))),x))* -> member(u,union(intersection(complement(v),power_class(w)),x)).
% 299.74/300.46 172484[0:MRR:172483.0,1042.0] || equal(union(complement(union(u,complement(power_class(v)))),w),universal_class) -> member(null_class,union(intersection(complement(u),power_class(v)),w))*.
% 299.74/300.46 172486[0:MRR:172485.0,55.0] || equal(union(complement(union(u,complement(power_class(v)))),w),universal_class) -> member(omega,union(intersection(complement(u),power_class(v)),w))*.
% 299.74/300.46 172488[0:MRR:172487.0,147.0] || equal(union(complement(union(u,complement(power_class(v)))),w),universal_class) -> member(x__dfg,union(intersection(complement(u),power_class(v)),w))*.
% 299.74/300.46 172983[0:Res:48037.1,25.0] || member(u,universal_class) -> member(u,union(v,intersection(power_class(w),complement(x))))* member(u,union(complement(power_class(w)),x)).
% 299.74/300.46 173033[0:MRR:172984.0,12451.1] || member(u,union(v,complement(union(complement(power_class(w)),x))))* -> member(u,union(v,intersection(power_class(w),complement(x)))).
% 299.74/300.46 173039[0:MRR:173038.0,1042.0] || equal(union(u,complement(union(complement(power_class(v)),w))),universal_class) -> member(null_class,union(u,intersection(power_class(v),complement(w))))*.
% 299.74/300.46 173041[0:MRR:173040.0,55.0] || equal(union(u,complement(union(complement(power_class(v)),w))),universal_class) -> member(omega,union(u,intersection(power_class(v),complement(w))))*.
% 299.74/300.46 173043[0:MRR:173042.0,147.0] || equal(union(u,complement(union(complement(power_class(v)),w))),universal_class) -> member(x__dfg,union(u,intersection(power_class(v),complement(w))))*.
% 299.74/300.46 13983[3:SpR:5066.0,1040.2] || member(ordered_pair(xf,inverse(xf)),cross_product(universal_class,universal_class)) subclass(composition_function,u) -> member(ordered_pair(xf,ordered_pair(inverse(xf),null_class)),u)*.
% 299.74/300.46 14388[0:Res:6257.1,937.0] || member(u,v)* -> equal(singleton(w),null_class) equal(ordered_pair(first(ordered_pair(u,w)),second(ordered_pair(u,w))),ordered_pair(u,w))**.
% 299.74/300.46 14983[4:Res:12455.1,1001.0] || member(ordered_pair(u,not_subclass_element(v,image(element_relation,image(universal_class,singleton(u))))),element_relation)* -> subclass(v,image(element_relation,image(universal_class,singleton(u)))).
% 299.74/300.46 16847[0:SpL:829.2,16825.0] || member(cross_product(u,v),universal_class) subclass(universal_class,complement(singleton(apply(choice,cross_product(u,v)))))* -> equal(cross_product(u,v),null_class).
% 299.74/300.46 16855[0:SpL:829.2,16849.0] || member(cross_product(u,v),universal_class) equal(complement(singleton(apply(choice,cross_product(u,v)))),universal_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.46 19245[4:Rew:19166.0,19205.1] || member(ordered_pair(universal_class,not_subclass_element(u,image(v,image(w,null_class)))),compose(v,w))* -> subclass(u,image(v,image(w,null_class))).
% 299.74/300.46 19347[4:SpR:19188.0,237.1] || member(restrict(element_relation,universal_class,image(u,null_class)),universal_class) -> member(ordered_pair(restrict(element_relation,universal_class,image(u,null_class)),apply(u,universal_class)),domain_relation)*.
% 299.74/300.46 20254[4:Rew:20208.0,20234.2,20208.0,20234.0] || -> subclass(ordered_pair(universal_class,universal_class),u) equal(not_subclass_element(ordered_pair(universal_class,universal_class),u),unordered_pair(universal_class,null_class))** equal(not_subclass_element(ordered_pair(universal_class,universal_class),u),null_class).
% 299.74/300.46 23758[0:Res:530.3,6547.1] function(u) || member(v,universal_class) subclass(universal_class,intersection(w,x)) member(image(u,v),symmetric_difference(w,x))* -> .
% 299.74/300.46 23747[0:Res:494.3,6547.1] || member(u,universal_class) subclass(u,intersection(v,w)) member(apply(choice,u),symmetric_difference(v,w))* -> equal(u,null_class).
% 299.74/300.46 23729[0:Res:73.2,6547.1] || member(intersection(u,v),universal_class) member(apply(choice,intersection(u,v)),symmetric_difference(u,v))* -> equal(intersection(u,v),null_class).
% 299.74/300.46 24710[2:Rew:619.1,24709.2] || member(regular(u),unordered_pair(v,u))* -> equal(regular(unordered_pair(v,u)),v) equal(u,null_class) equal(unordered_pair(v,u),null_class).
% 299.74/300.46 24712[2:Rew:619.2,24711.2] || member(regular(u),unordered_pair(u,v))* -> equal(regular(unordered_pair(u,v)),v) equal(u,null_class) equal(unordered_pair(u,v),null_class).
% 299.74/300.46 27464[0:Res:184.1,6535.0] || -> equal(intersection(u,symmetric_difference(complement(v),complement(w))),null_class) member(regular(intersection(u,symmetric_difference(complement(v),complement(w)))),union(v,w))*.
% 299.74/300.46 27438[0:Res:192.1,6535.0] || -> equal(intersection(symmetric_difference(complement(u),complement(v)),w),null_class) member(regular(intersection(symmetric_difference(complement(u),complement(v)),w)),union(u,v))*.
% 299.74/300.46 28386[0:Res:283.1,270.0] || -> equal(restrict(restrict(u,v,w),x,y),null_class) member(regular(restrict(restrict(u,v,w),x,y)),cross_product(v,w))*.
% 299.74/300.46 28619[0:Res:573.1,14561.0] || member(not_subclass_element(u,intersection(complement(intersection(v,w)),u)),symmetric_difference(v,w))* -> subclass(u,intersection(complement(intersection(v,w)),u)).
% 299.74/300.46 29433[4:Rew:28759.0,27336.0] || equal(union(null_class,cross_product(u,v)),universal_class)** -> equal(ordered_pair(first(ordered_pair(null_class,null_class)),second(ordered_pair(null_class,null_class))),ordered_pair(null_class,null_class))**.
% 299.74/300.46 29436[5:Rew:28759.0,21741.0] || equal(union(null_class,cross_product(u,v)),universal_class)** -> equal(ordered_pair(first(apply(null_class,w)),second(apply(null_class,w))),apply(null_class,w))**.
% 299.74/300.46 29437[5:Rew:28759.0,21549.0] || equal(union(null_class,cross_product(u,v)),universal_class)** -> equal(ordered_pair(first(sum_class(range_of(null_class))),second(sum_class(range_of(null_class)))),sum_class(range_of(null_class)))**.
% 299.74/300.46 29439[4:Rew:28759.0,16111.0] || equal(union(null_class,cross_product(u,v)),domain_relation)** -> equal(ordered_pair(first(ordered_pair(null_class,null_class)),second(ordered_pair(null_class,null_class))),ordered_pair(null_class,null_class))**.
% 299.74/300.46 31079[4:Rew:28759.0,29454.1] || -> equal(union(null_class,symmetric_difference(complement(u),complement(v))),null_class) member(regular(union(null_class,symmetric_difference(complement(u),complement(v)))),union(u,v))*.
% 299.74/300.46 36651[4:SpR:29733.0,569.0] || -> equal(intersection(union(u,union(null_class,v)),union(complement(u),union(null_class,complement(v)))),symmetric_difference(complement(u),union(null_class,complement(v))))**.
% 299.74/300.46 36604[4:SpR:29733.0,569.0] || -> equal(intersection(union(union(null_class,u),v),union(union(null_class,complement(u)),complement(v))),symmetric_difference(union(null_class,complement(u)),complement(v)))**.
% 299.74/300.46 37339[0:Obv:37303.1] || member(not_subclass_element(symmetric_difference(u,v),intersection(w,union(u,v))),w)* -> subclass(symmetric_difference(u,v),intersection(w,union(u,v))).
% 299.74/300.46 37425[0:Res:51.1,7884.0] inductive(intersection(u,v)) || -> subclass(image(successor_relation,intersection(u,v)),w) member(not_subclass_element(image(successor_relation,intersection(u,v)),w),u)*.
% 299.74/300.46 37587[0:Res:51.1,7885.0] inductive(intersection(u,v)) || -> subclass(image(successor_relation,intersection(u,v)),w) member(not_subclass_element(image(successor_relation,intersection(u,v)),w),v)*.
% 299.74/300.46 37708[0:Res:285.1,6547.1] || member(not_subclass_element(restrict(intersection(u,v),w,x),y),symmetric_difference(u,v))* -> subclass(restrict(intersection(u,v),w,x),y).
% 299.74/300.46 37707[4:Res:285.1,10130.1] || member(not_subclass_element(restrict(complement(compose(element_relation,universal_class)),u,v),w),element_relation)* -> subclass(restrict(complement(compose(element_relation,universal_class)),u,v),w).
% 299.74/300.46 38521[4:Res:407.2,17395.0] || member(u,universal_class) subclass(universal_class,cantor(regular(cross_product(singleton(power_class(u)),universal_class))))* -> equal(cross_product(singleton(power_class(u)),universal_class),null_class).
% 299.74/300.46 38520[4:Res:408.2,17395.0] || member(u,universal_class) subclass(universal_class,cantor(regular(cross_product(singleton(sum_class(u)),universal_class))))* -> equal(cross_product(singleton(sum_class(u)),universal_class),null_class).
% 299.74/300.46 39247[4:Res:12455.1,11873.1] || member(singleton(compose(element_relation,universal_class)),element_relation) member(compose(element_relation,universal_class),universal_class) -> member(singleton(singleton(singleton(compose(element_relation,universal_class)))),element_relation)*.
% 299.74/300.46 39255[0:MRR:39246.0,138.0] || member(union(u,v),universal_class) -> member(singleton(union(u,v)),complement(u))* member(singleton(singleton(singleton(union(u,v)))),element_relation)*.
% 299.74/300.46 39256[0:MRR:39245.0,138.0] || member(union(u,v),universal_class) -> member(singleton(union(u,v)),complement(v))* member(singleton(singleton(singleton(union(u,v)))),element_relation)*.
% 299.74/300.46 41311[4:MRR:41288.0,138.0] || member(cantor(u),universal_class) -> equal(apply(u,singleton(cantor(u))),sum_class(range_of(null_class)))** member(singleton(singleton(singleton(cantor(u)))),element_relation)*.
% 299.74/300.46 41411[2:Res:36356.0,891.2] || member(u,v) member(u,w) -> equal(singleton(intersection(w,v)),null_class) member(u,complement(singleton(intersection(w,v))))*.
% 299.74/300.46 41576[4:SpR:36664.0,569.0] || -> equal(intersection(union(u,union(v,v)),union(complement(u),union(null_class,complement(v)))),symmetric_difference(complement(u),union(null_class,complement(v))))**.
% 299.74/300.46 41528[4:SpR:36664.0,569.0] || -> equal(intersection(union(union(u,u),v),union(union(null_class,complement(u)),complement(v))),symmetric_difference(union(null_class,complement(u)),complement(v)))**.
% 299.74/300.46 41755[4:Res:17398.1,6535.0] || subclass(domain_relation,rotate(symmetric_difference(complement(u),complement(v)))) -> member(ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),x),union(u,v))*.
% 299.74/300.46 41873[4:Res:17399.1,6535.0] || subclass(domain_relation,flip(symmetric_difference(complement(u),complement(v)))) -> member(ordered_pair(ordered_pair(w,x),cantor(ordered_pair(x,w))),union(u,v))*.
% 299.74/300.46 42001[0:Res:3143.2,6535.0] || subclass(u,symmetric_difference(complement(v),complement(w))) -> equal(intersection(x,u),null_class) member(regular(intersection(x,u)),union(v,w))*.
% 299.74/300.46 42546[4:Res:3145.1,12473.0] || -> equal(intersection(u,intersection(apply(null_class,v),w)),null_class) member(regular(intersection(u,intersection(apply(null_class,v),w))),sum_class(range_of(null_class)))*.
% 299.74/300.46 42545[4:Res:3145.1,12472.0] || -> equal(intersection(u,intersection(apply(null_class,v),w)),null_class) member(regular(intersection(u,intersection(apply(null_class,v),w))),apply(null_class,x))*.
% 299.74/300.46 42544[4:Res:3145.1,12471.0] || -> equal(intersection(u,intersection(sum_class(range_of(null_class)),v)),null_class) member(regular(intersection(u,intersection(sum_class(range_of(null_class)),v))),apply(null_class,w))*.
% 299.74/300.46 42541[2:Res:3145.1,6873.0] || member(regular(intersection(u,intersection(regular(v),w))),v)* -> equal(intersection(u,intersection(regular(v),w)),null_class) equal(v,null_class).
% 299.74/300.46 42530[0:Res:3145.1,574.0] || -> equal(intersection(u,intersection(symmetric_difference(v,w),x)),null_class) member(regular(intersection(u,intersection(symmetric_difference(v,w),x))),union(v,w))*.
% 299.74/300.46 42522[0:Res:3145.1,271.0] || -> equal(intersection(u,intersection(restrict(v,w,x),y)),null_class) member(regular(intersection(u,intersection(restrict(v,w,x),y))),v)*.
% 299.74/300.46 43142[4:Res:3146.1,12473.0] || -> equal(intersection(u,intersection(v,apply(null_class,w))),null_class) member(regular(intersection(u,intersection(v,apply(null_class,w)))),sum_class(range_of(null_class)))*.
% 299.74/300.46 43141[4:Res:3146.1,12472.0] || -> equal(intersection(u,intersection(v,apply(null_class,w))),null_class) member(regular(intersection(u,intersection(v,apply(null_class,w)))),apply(null_class,x))*.
% 299.74/300.46 43140[4:Res:3146.1,12471.0] || -> equal(intersection(u,intersection(v,sum_class(range_of(null_class)))),null_class) member(regular(intersection(u,intersection(v,sum_class(range_of(null_class))))),apply(null_class,w))*.
% 299.74/300.46 43137[2:Res:3146.1,6873.0] || member(regular(intersection(u,intersection(v,regular(w)))),w)* -> equal(intersection(u,intersection(v,regular(w))),null_class) equal(w,null_class).
% 299.74/300.46 43126[0:Res:3146.1,574.0] || -> equal(intersection(u,intersection(v,symmetric_difference(w,x))),null_class) member(regular(intersection(u,intersection(v,symmetric_difference(w,x)))),union(w,x))*.
% 299.74/300.46 43118[0:Res:3146.1,271.0] || -> equal(intersection(u,intersection(v,restrict(w,x,y))),null_class) member(regular(intersection(u,intersection(v,restrict(w,x,y)))),w)*.
% 299.74/300.46 43461[0:Res:3315.2,6535.0] || subclass(u,symmetric_difference(complement(v),complement(w))) -> equal(intersection(u,x),null_class) member(regular(intersection(u,x)),union(v,w))*.
% 299.74/300.46 43512[0:Rew:569.0,43407.1] || subclass(union(u,v),w) -> equal(symmetric_difference(complement(u),complement(v)),null_class) member(regular(symmetric_difference(complement(u),complement(v))),w)*.
% 299.74/300.46 43974[4:Res:3317.1,12473.0] || -> equal(intersection(intersection(apply(null_class,u),v),w),null_class) member(regular(intersection(intersection(apply(null_class,u),v),w)),sum_class(range_of(null_class)))*.
% 299.74/300.46 43973[4:Res:3317.1,12472.0] || -> equal(intersection(intersection(apply(null_class,u),v),w),null_class) member(regular(intersection(intersection(apply(null_class,u),v),w)),apply(null_class,x))*.
% 299.74/300.46 43972[4:Res:3317.1,12471.0] || -> equal(intersection(intersection(sum_class(range_of(null_class)),u),v),null_class) member(regular(intersection(intersection(sum_class(range_of(null_class)),u),v)),apply(null_class,w))*.
% 299.74/300.46 43969[2:Res:3317.1,6873.0] || member(regular(intersection(intersection(regular(u),v),w)),u)* -> equal(intersection(intersection(regular(u),v),w),null_class) equal(u,null_class).
% 299.74/300.46 43958[0:Res:3317.1,574.0] || -> equal(intersection(intersection(symmetric_difference(u,v),w),x),null_class) member(regular(intersection(intersection(symmetric_difference(u,v),w),x)),union(u,v))*.
% 299.74/300.46 43950[0:Res:3317.1,271.0] || -> equal(intersection(intersection(restrict(u,v,w),x),y),null_class) member(regular(intersection(intersection(restrict(u,v,w),x),y)),u)*.
% 299.74/300.46 44509[4:Res:3318.1,12473.0] || -> equal(intersection(intersection(u,apply(null_class,v)),w),null_class) member(regular(intersection(intersection(u,apply(null_class,v)),w)),sum_class(range_of(null_class)))*.
% 299.74/300.46 44508[4:Res:3318.1,12472.0] || -> equal(intersection(intersection(u,apply(null_class,v)),w),null_class) member(regular(intersection(intersection(u,apply(null_class,v)),w)),apply(null_class,x))*.
% 299.74/300.46 44507[4:Res:3318.1,12471.0] || -> equal(intersection(intersection(u,sum_class(range_of(null_class))),v),null_class) member(regular(intersection(intersection(u,sum_class(range_of(null_class))),v)),apply(null_class,w))*.
% 299.74/300.46 44504[2:Res:3318.1,6873.0] || member(regular(intersection(intersection(u,regular(v)),w)),v)* -> equal(intersection(intersection(u,regular(v)),w),null_class) equal(v,null_class).
% 299.74/300.46 44493[0:Res:3318.1,574.0] || -> equal(intersection(intersection(u,symmetric_difference(v,w)),x),null_class) member(regular(intersection(intersection(u,symmetric_difference(v,w)),x)),union(v,w))*.
% 299.74/300.46 44485[0:Res:3318.1,271.0] || -> equal(intersection(intersection(u,restrict(v,w,x)),y),null_class) member(regular(intersection(intersection(u,restrict(v,w,x)),y)),v)*.
% 299.74/300.46 46119[4:Rew:29733.0,46049.1] || member(not_subclass_element(intersection(u,union(null_class,complement(v))),w),union(null_class,v))* -> subclass(intersection(u,union(null_class,complement(v))),w).
% 299.74/300.46 46120[4:Rew:36664.0,46048.1] || member(not_subclass_element(intersection(u,union(null_class,complement(v))),w),union(v,v))* -> subclass(intersection(u,union(null_class,complement(v))),w).
% 299.74/300.46 46494[4:Rew:29733.0,46406.1] || member(not_subclass_element(intersection(union(null_class,complement(u)),v),w),union(null_class,u))* -> subclass(intersection(union(null_class,complement(u)),v),w).
% 299.74/300.46 46495[4:Rew:36664.0,46405.1] || member(not_subclass_element(intersection(union(null_class,complement(u)),v),w),union(u,u))* -> subclass(intersection(union(null_class,complement(u)),v),w).
% 299.74/300.46 47871[2:Res:5957.2,6873.0] || member(inverse(u),universal_class) subclass(domain_relation,regular(v)) member(ordered_pair(inverse(u),range_of(u)),v)* -> equal(v,null_class).
% 299.74/300.46 47850[0:Res:5957.2,270.0] || member(inverse(u),universal_class) subclass(domain_relation,restrict(v,w,x))* -> member(ordered_pair(inverse(u),range_of(u)),cross_product(w,x))*.
% 299.74/300.46 47846[0:Res:5957.2,6547.1] || member(inverse(u),universal_class) subclass(domain_relation,intersection(v,w)) member(ordered_pair(inverse(u),range_of(u)),symmetric_difference(v,w))* -> .
% 299.74/300.46 47837[0:SpR:32996.0,5957.2] || member(inverse(cross_product(u,universal_class)),universal_class) subclass(domain_relation,v) -> member(ordered_pair(inverse(cross_product(u,universal_class)),image(universal_class,u)),v)*.
% 299.74/300.46 47895[0:MRR:47889.1,101.0] || member(inverse(u),universal_class) equal(compose(v,inverse(u)),range_of(u)) -> member(ordered_pair(inverse(u),range_of(u)),compose_class(v))*.
% 299.74/300.46 48018[0:Rew:47963.0,33101.1] || member(u,universal_class) subclass(universal_class,union(v,complement(power_class(w)))) member(power_class(u),intersection(complement(v),power_class(w)))* -> .
% 299.74/300.46 48019[0:Rew:47963.0,32983.1] || member(u,universal_class) subclass(universal_class,union(v,complement(power_class(w)))) member(sum_class(u),intersection(complement(v),power_class(w)))* -> .
% 299.74/300.46 48082[4:Rew:47963.0,38860.1] || member(u,universal_class) subclass(domain_relation,power_class(complement(power_class(v)))) member(ordered_pair(u,cantor(u)),image(element_relation,power_class(v)))* -> .
% 299.74/300.46 48150[0:Rew:47963.0,24070.0] || -> subclass(complement(successor(intersection(complement(u),power_class(v)))),intersection(union(u,complement(power_class(v))),complement(singleton(intersection(complement(u),power_class(v))))))*.
% 299.74/300.46 48207[0:Rew:47963.0,33103.1] || member(u,universal_class) subclass(universal_class,union(complement(power_class(v)),w)) member(power_class(u),intersection(power_class(v),complement(w)))* -> .
% 299.74/300.46 48208[0:Rew:47963.0,32985.1] || member(u,universal_class) subclass(universal_class,union(complement(power_class(v)),w)) member(sum_class(u),intersection(power_class(v),complement(w)))* -> .
% 299.74/300.46 48438[0:Rew:47963.0,24073.0] || -> subclass(complement(successor(intersection(power_class(u),complement(v)))),intersection(union(complement(power_class(u)),v),complement(singleton(intersection(power_class(u),complement(v))))))*.
% 299.74/300.46 48908[0:Rew:47963.0,48077.1] || member(regular(intersection(u,power_class(complement(power_class(v))))),image(element_relation,power_class(v)))* -> equal(intersection(u,power_class(complement(power_class(v)))),null_class).
% 299.74/300.46 48912[0:Rew:47963.0,48325.1] || member(regular(intersection(power_class(complement(power_class(u))),v)),image(element_relation,power_class(u)))* -> equal(intersection(power_class(complement(power_class(u))),v),null_class).
% 299.74/300.46 48929[2:Rew:47963.0,48365.2,47963.0,48365.0] || -> subclass(singleton(apply(choice,regular(complement(power_class(u))))),power_class(u))* equal(regular(complement(power_class(u))),null_class) equal(complement(power_class(u)),null_class).
% 299.74/300.46 48930[2:Rew:47963.0,48368.2,47963.0,48368.1] || -> subclass(singleton(not_subclass_element(regular(complement(power_class(u))),v)),power_class(u))* subclass(regular(complement(power_class(u))),v) equal(complement(power_class(u)),null_class).
% 299.74/300.46 50241[4:Res:17312.2,47968.0] || member(u,universal_class) subclass(domain_relation,image(element_relation,power_class(v))) member(ordered_pair(u,cantor(u)),power_class(complement(power_class(v))))* -> .
% 299.74/300.46 50234[0:Res:184.1,47968.0] || member(regular(intersection(u,image(element_relation,power_class(v)))),power_class(complement(power_class(v))))* -> equal(intersection(u,image(element_relation,power_class(v))),null_class).
% 299.74/300.46 50206[0:Res:192.1,47968.0] || member(regular(intersection(image(element_relation,power_class(u)),v)),power_class(complement(power_class(u))))* -> equal(intersection(image(element_relation,power_class(u)),v),null_class).
% 299.74/300.46 50544[0:Rew:50323.0,45099.1] || equal(u,universal_class) subclass(complement(power_class(universal_class)),v) -> equal(complement(power_class(u)),null_class) member(regular(complement(power_class(u))),v)*.
% 299.74/300.46 52144[0:SpL:9395.0,6547.1] || member(u,symmetric_difference(successor(v),union(complement(v),complement(singleton(v)))))* member(u,symmetric_difference(complement(v),complement(singleton(v)))) -> .
% 299.74/300.46 52111[4:SpR:28759.0,9395.0] || -> equal(intersection(successor(complement(u)),union(union(null_class,u),complement(singleton(complement(u))))),symmetric_difference(union(null_class,u),complement(singleton(complement(u)))))**.
% 299.74/300.46 52087[0:SpR:9395.0,573.1] || member(u,symmetric_difference(successor(v),union(complement(v),complement(singleton(v)))))* -> member(u,complement(symmetric_difference(complement(v),complement(singleton(v))))).
% 299.74/300.46 52202[4:SpR:51614.0,237.1] || member(restrict(element_relation,universal_class,complement(power_class(universal_class))),universal_class) -> member(ordered_pair(restrict(element_relation,universal_class,complement(power_class(universal_class))),apply(element_relation,universal_class)),domain_relation)*.
% 299.74/300.46 52501[4:SpL:829.2,47005.0] || member(cross_product(u,v),universal_class) subclass(unordered_pair(w,apply(choice,cross_product(u,v))),null_class)* -> equal(cross_product(u,v),null_class).
% 299.74/300.46 52564[4:Rew:28759.0,52524.2] || member(ordered_pair(u,cantor(u)),symmetric_difference(v,w))* member(u,universal_class) subclass(domain_relation,union(null_class,intersection(v,w))) -> .
% 299.74/300.46 52583[4:SpL:829.2,47010.0] || member(cross_product(u,v),universal_class) subclass(unordered_pair(apply(choice,cross_product(u,v)),w),null_class)* -> equal(cross_product(u,v),null_class).
% 299.74/300.46 52852[0:MRR:52819.0,12502.1] || -> member(not_subclass_element(u,intersection(image(element_relation,power_class(v)),u)),power_class(complement(power_class(v))))* subclass(u,intersection(image(element_relation,power_class(v)),u)).
% 299.74/300.46 52884[4:SpL:829.2,50057.0] || member(cross_product(u,v),universal_class) equal(unordered_pair(w,apply(choice,cross_product(u,v))),null_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.46 52968[0:Res:26.2,259.0] || member(regular(union(u,v)),complement(v))* member(regular(union(u,v)),complement(u))* -> equal(union(u,v),null_class).
% 299.74/300.46 53039[4:SpL:829.2,50070.0] || member(cross_product(u,v),universal_class) equal(unordered_pair(apply(choice,cross_product(u,v)),w),null_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.46 54398[0:Res:68.2,6314.0] function(u) || member(v,universal_class) subclass(universal_class,w)* subclass(w,x)* -> member(sum_class(image(u,v)),x)*.
% 299.74/300.46 54428[0:MRR:54377.1,7.0] || member(u,universal_class) subclass(universal_class,v)* subclass(v,w)* -> equal(u,null_class) member(sum_class(apply(choice,u)),w)*.
% 299.74/300.46 54562[0:Res:68.2,6373.0] function(u) || member(v,universal_class) subclass(universal_class,w)* subclass(w,x)* -> member(power_class(image(u,v)),x)*.
% 299.74/300.46 54592[0:MRR:54541.1,7.0] || member(u,universal_class) subclass(universal_class,v)* subclass(v,w)* -> equal(u,null_class) member(power_class(apply(choice,u)),w)*.
% 299.74/300.46 54996[2:Res:51.1,7729.0] inductive(regular(u)) || member(regular(image(successor_relation,regular(u))),u)* -> equal(image(successor_relation,regular(u)),null_class) equal(u,null_class).
% 299.74/300.46 55010[2:Obv:54986.2] || subclass(u,v) member(regular(u),intersection(singleton(v),w))* -> equal(u,null_class) equal(intersection(singleton(v),w),null_class).
% 299.74/300.46 55011[2:Obv:54985.2] || subclass(u,v) member(regular(u),intersection(w,singleton(v)))* -> equal(u,null_class) equal(intersection(w,singleton(v)),null_class).
% 299.74/300.46 55659[0:Res:431.1,47998.0] || subclass(ordered_pair(u,v),intersection(complement(w),power_class(x))) member(unordered_pair(u,singleton(v)),union(w,complement(power_class(x))))* -> .
% 299.74/300.46 55633[0:Res:417.2,47998.0] || subclass(u,intersection(complement(v),power_class(w))) member(not_subclass_element(u,x),union(v,complement(power_class(w))))* -> subclass(u,x).
% 299.74/300.46 55610[0:Res:5.1,47998.0] || member(not_subclass_element(intersection(complement(u),power_class(v)),w),union(u,complement(power_class(v))))* -> subclass(intersection(complement(u),power_class(v)),w).
% 299.74/300.46 55590[0:SpL:47972.0,47998.0] || member(u,intersection(power_class(complement(power_class(v))),power_class(w))) member(u,union(image(element_relation,power_class(v)),complement(power_class(w))))* -> .
% 299.74/300.46 55806[0:Res:431.1,48187.0] || subclass(ordered_pair(u,v),intersection(power_class(w),complement(x))) member(unordered_pair(u,singleton(v)),union(complement(power_class(w)),x))* -> .
% 299.74/300.46 55780[0:Res:417.2,48187.0] || subclass(u,intersection(power_class(v),complement(w))) member(not_subclass_element(u,x),union(complement(power_class(v)),w))* -> subclass(u,x).
% 299.74/300.46 55757[0:Res:5.1,48187.0] || member(not_subclass_element(intersection(power_class(u),complement(v)),w),union(complement(power_class(u)),v))* -> subclass(intersection(power_class(u),complement(v)),w).
% 299.74/300.46 55732[0:SpL:47972.0,48187.0] || member(u,intersection(power_class(v),power_class(complement(power_class(w))))) member(u,union(complement(power_class(v)),image(element_relation,power_class(w))))* -> .
% 299.74/300.46 55931[0:Res:3276.1,8686.2] || member(regular(symmetric_difference(u,v)),complement(v))* member(regular(symmetric_difference(u,v)),complement(u))* -> equal(symmetric_difference(u,v),null_class).
% 299.74/300.46 55927[0:Res:13341.2,8686.2] || subclass(universal_class,union(u,v))* member(regular(w),complement(v))* member(regular(w),complement(u))* -> equal(w,null_class).
% 299.74/300.46 55926[0:Res:3543.2,8686.2] || subclass(u,symmetric_difference(v,w))* member(regular(u),complement(w)) member(regular(u),complement(v)) -> equal(u,null_class).
% 299.74/300.46 55910[0:Res:415.2,8686.2] || subclass(u,union(v,w))* member(regular(u),complement(w)) member(regular(u),complement(v)) -> equal(u,null_class).
% 299.74/300.46 55975[4:Rew:48542.0,55872.0,28759.0,55872.0] || member(u,power_class(complement(power_class(v)))) member(u,complement(w)) member(u,union(w,image(element_relation,power_class(v))))* -> .
% 299.74/300.46 55977[4:Rew:48542.0,55855.1,28759.0,55855.1] || member(u,complement(v)) member(u,power_class(complement(power_class(w)))) member(u,union(image(element_relation,power_class(w)),v))* -> .
% 299.74/300.46 56214[2:SpL:23551.0,8194.0] || equal(u,regular(ordered_pair(v,w)))* member(v,universal_class) -> equal(regular(ordered_pair(v,w)),singleton(v))** member(v,u)*.
% 299.74/300.46 56206[2:SpL:23551.0,11.0] || member(u,regular(ordered_pair(v,w)))* -> equal(regular(ordered_pair(v,w)),singleton(v)) equal(u,singleton(w)) equal(u,v).
% 299.74/300.46 56197[2:SpL:23551.0,14675.0] || equal(complement(regular(ordered_pair(ordered_pair(null_class,null_class),u))),domain_relation)** -> equal(regular(ordered_pair(ordered_pair(null_class,null_class),u)),singleton(ordered_pair(null_class,null_class))).
% 299.74/300.46 56196[2:SpL:23551.0,14655.0] || subclass(domain_relation,complement(regular(ordered_pair(ordered_pair(null_class,null_class),u))))* -> equal(regular(ordered_pair(ordered_pair(null_class,null_class),u)),singleton(ordered_pair(null_class,null_class))).
% 299.74/300.46 56172[2:SpL:23551.0,419.1] || member(u,universal_class) subclass(regular(ordered_pair(u,v)),w)* -> equal(regular(ordered_pair(u,v)),singleton(u)) member(u,w).
% 299.74/300.46 56163[2:SpR:23551.0,5691.1] || subclass(universal_class,symmetric_difference(u,v)) -> equal(regular(ordered_pair(w,x)),singleton(w)) member(regular(ordered_pair(w,x)),union(u,v))*.
% 299.74/300.46 56371[2:Res:36356.0,6546.1] || member(u,symmetric_difference(v,w)) -> equal(singleton(complement(intersection(v,w))),null_class) member(u,complement(singleton(complement(intersection(v,w)))))*.
% 299.74/300.46 56768[4:MRR:56767.2,56171.0] || -> equal(regular(ordered_pair(u,v)),singleton(u)) equal(regular(regular(ordered_pair(u,v))),singleton(v)) member(u,regular(ordered_pair(u,v)))*.
% 299.74/300.46 57136[2:Res:6563.2,6873.0] || subclass(u,regular(v)) member(not_subclass_element(intersection(w,u),x),v)* -> subclass(intersection(w,u),x) equal(v,null_class).
% 299.74/300.46 57122[0:Res:6563.2,270.0] || subclass(u,restrict(v,w,x))* -> subclass(intersection(y,u),z) member(not_subclass_element(intersection(y,u),z),cross_product(w,x))*.
% 299.74/300.46 57116[0:Res:6563.2,6547.1] || subclass(u,intersection(v,w)) member(not_subclass_element(intersection(x,u),y),symmetric_difference(v,w))* -> subclass(intersection(x,u),y).
% 299.74/300.46 57219[0:Obv:57154.2] || subclass(u,v) member(not_subclass_element(intersection(w,u),intersection(x,v)),x)* -> subclass(intersection(w,u),intersection(x,v)).
% 299.74/300.46 57773[0:Obv:57698.1] || member(not_subclass_element(intersection(u,intersection(v,w)),intersection(x,v)),x)* -> subclass(intersection(u,intersection(v,w)),intersection(x,v)).
% 299.74/300.46 58002[4:Res:57812.0,7729.0] || member(regular(intersection(u,union(null_class,regular(v)))),v)* -> equal(intersection(u,union(null_class,regular(v))),null_class) equal(v,null_class).
% 299.74/300.46 58001[4:Res:57812.0,3483.0] || -> equal(intersection(u,union(null_class,restrict(v,w,x))),null_class) member(regular(intersection(u,union(null_class,restrict(v,w,x)))),v)*.
% 299.74/300.46 58307[0:Obv:58233.1] || member(not_subclass_element(intersection(u,intersection(v,w)),intersection(x,w)),x)* -> subclass(intersection(u,intersection(v,w)),intersection(x,w)).
% 299.74/300.46 58456[4:SpL:829.2,57561.0] || member(cross_product(u,v),universal_class) subclass(complement(singleton(apply(choice,cross_product(u,v)))),null_class)* -> equal(cross_product(u,v),null_class).
% 299.74/300.46 58561[2:Res:7755.2,6873.0] || subclass(u,regular(v)) member(not_subclass_element(intersection(u,w),x),v)* -> subclass(intersection(u,w),x) equal(v,null_class).
% 299.74/300.46 58547[0:Res:7755.2,270.0] || subclass(u,restrict(v,w,x))* -> subclass(intersection(u,y),z) member(not_subclass_element(intersection(u,y),z),cross_product(w,x))*.
% 299.74/300.46 58541[0:Res:7755.2,6547.1] || subclass(u,intersection(v,w)) member(not_subclass_element(intersection(u,x),y),symmetric_difference(v,w))* -> subclass(intersection(u,x),y).
% 299.74/300.46 58648[0:Obv:58579.2] || subclass(u,v) member(not_subclass_element(intersection(u,w),intersection(x,v)),x)* -> subclass(intersection(u,w),intersection(x,v)).
% 299.74/300.46 58757[4:Res:57960.0,3481.0] || -> equal(restrict(union(null_class,intersection(u,v)),w,x),null_class) member(regular(restrict(union(null_class,intersection(u,v)),w,x)),u)*.
% 299.74/300.46 58756[4:Res:57960.0,3482.0] || -> equal(restrict(union(null_class,intersection(u,v)),w,x),null_class) member(regular(restrict(union(null_class,intersection(u,v)),w,x)),v)*.
% 299.74/300.46 58737[4:Res:57960.0,3479.0] || subclass(u,v) -> equal(restrict(union(null_class,u),w,x),null_class) member(regular(restrict(union(null_class,u),w,x)),v)*.
% 299.74/300.46 58814[0:Res:57780.0,3481.0] || -> equal(intersection(u,restrict(intersection(v,w),x,y)),null_class) member(regular(intersection(u,restrict(intersection(v,w),x,y))),v)*.
% 299.74/300.46 58813[0:Res:57780.0,3482.0] || -> equal(intersection(u,restrict(intersection(v,w),x,y)),null_class) member(regular(intersection(u,restrict(intersection(v,w),x,y))),w)*.
% 299.74/300.46 58794[0:Res:57780.0,3479.0] || subclass(u,v) -> equal(intersection(w,restrict(u,x,y)),null_class) member(regular(intersection(w,restrict(u,x,y))),v)*.
% 299.74/300.46 58908[0:Res:57833.0,3481.0] || -> equal(restrict(intersection(intersection(u,v),w),x,y),null_class) member(regular(restrict(intersection(intersection(u,v),w),x,y)),u)*.
% 299.74/300.46 58907[0:Res:57833.0,3482.0] || -> equal(restrict(intersection(intersection(u,v),w),x,y),null_class) member(regular(restrict(intersection(intersection(u,v),w),x,y)),v)*.
% 299.74/300.46 58888[0:Res:57833.0,3479.0] || subclass(u,v) -> equal(restrict(intersection(u,w),x,y),null_class) member(regular(restrict(intersection(u,w),x,y)),v)*.
% 299.74/300.46 59143[0:Obv:59066.1] || member(not_subclass_element(intersection(intersection(u,v),w),intersection(x,u)),x)* -> subclass(intersection(intersection(u,v),w),intersection(x,u)).
% 299.74/300.46 59511[0:Obv:59435.1] || member(not_subclass_element(intersection(intersection(u,v),w),intersection(x,v)),x)* -> subclass(intersection(intersection(u,v),w),intersection(x,v)).
% 299.74/300.46 59598[4:Res:59182.0,7729.0] || member(regular(intersection(union(null_class,regular(u)),v)),u)* -> equal(intersection(union(null_class,regular(u)),v),null_class) equal(u,null_class).
% 299.74/300.46 59597[4:Res:59182.0,3483.0] || -> equal(intersection(union(null_class,restrict(u,v,w)),x),null_class) member(regular(intersection(union(null_class,restrict(u,v,w)),x)),u)*.
% 299.74/300.46 59906[4:Res:59213.0,7729.0] || member(regular(union(null_class,intersection(regular(u),v))),u)* -> equal(union(null_class,intersection(regular(u),v)),null_class) equal(u,null_class).
% 299.74/300.46 59905[4:Res:59213.0,3483.0] || -> equal(union(null_class,intersection(restrict(u,v,w),x)),null_class) member(regular(union(null_class,intersection(restrict(u,v,w),x))),u)*.
% 299.74/300.46 60523[0:SpR:32.0,13412.1] || member(u,union(cross_product(v,w),x)) -> member(u,restrict(x,v,w)) member(u,symmetric_difference(cross_product(v,w),x))*.
% 299.74/300.46 60518[0:SpR:31.0,13412.1] || member(u,union(v,cross_product(w,x))) -> member(u,restrict(v,w,x)) member(u,symmetric_difference(v,cross_product(w,x)))*.
% 299.74/300.46 60961[4:Res:60803.0,7729.0] || member(regular(union(null_class,intersection(u,regular(v)))),v)* -> equal(union(null_class,intersection(u,regular(v))),null_class) equal(v,null_class).
% 299.74/300.46 60960[4:Res:60803.0,3483.0] || -> equal(union(null_class,intersection(u,restrict(v,w,x))),null_class) member(regular(union(null_class,intersection(u,restrict(v,w,x)))),v)*.
% 299.74/300.46 61035[0:Rew:16.0,61013.1] || equal(unordered_pair(u,singleton(v)),singleton(u)) -> subclass(ordered_pair(u,v),w) equal(not_subclass_element(ordered_pair(u,v),w),singleton(u))**.
% 299.74/300.46 61284[0:Obv:61263.2] || member(u,intersection(v,unordered_pair(u,w))) member(w,v) -> subclass(unordered_pair(u,w),intersection(v,unordered_pair(u,w)))*.
% 299.74/300.46 61286[0:Rew:13568.1,61285.2] || member(u,intersection(v,w)) member(x,w) member(x,v) -> subclass(unordered_pair(u,x),intersection(v,w))*.
% 299.74/300.46 61487[0:Obv:61467.2] || member(u,intersection(v,unordered_pair(w,u))) member(w,v) -> subclass(unordered_pair(w,u),intersection(v,unordered_pair(w,u)))*.
% 299.74/300.46 61489[0:Rew:13569.1,61488.2] || member(u,intersection(v,w)) member(x,w) member(x,v) -> subclass(unordered_pair(x,u),intersection(v,w))*.
% 299.74/300.46 61535[0:Rew:31.0,61534.1,31.0,61534.0] || member(not_subclass_element(restrict(u,v,w),restrict(x,v,w)),x)* -> subclass(restrict(u,v,w),restrict(x,v,w)).
% 299.74/300.46 61578[0:Res:14035.1,4.0] || member(ordered_pair(xf,x__dfg),cross_product(universal_class,universal_class)) subclass(application_function,u) -> member(ordered_pair(xf,ordered_pair(x__dfg,apply(xf,x__dfg))),u)*.
% 299.74/300.46 61965[4:SpL:829.2,61393.0] || member(cross_product(u,v),universal_class) equal(union(null_class,apply(choice,cross_product(u,v))),null_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.46 61977[4:SpL:829.2,61387.0] || member(cross_product(u,v),universal_class) equal(complement(regular(apply(choice,cross_product(u,v)))),null_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.46 62089[0:SpL:25457.1,48840.0] || equal(u,universal_class) member(regular(power_class(complement(power_class(u)))),image(element_relation,power_class(u)))* -> equal(power_class(complement(power_class(universal_class))),null_class).
% 299.74/300.46 62088[0:SpL:25457.1,48840.0] || equal(u,universal_class) member(regular(power_class(complement(power_class(universal_class)))),image(element_relation,power_class(universal_class)))* -> equal(power_class(complement(power_class(u))),null_class)**.
% 299.74/300.46 62304[4:Res:60062.1,133.1] || equal(complement(apply(compose(yf,xf),x__dfg)),universal_class) subclass(apply(yf,apply(xf,x__dfg)),apply(compose(yf,xf),x__dfg))* -> .
% 299.74/300.46 62303[4:Res:60062.1,1000.1] || equal(complement(image(u,image(v,singleton(w)))),universal_class)** member(ordered_pair(w,x),compose(u,v))* -> member(x,y)*.
% 299.74/300.46 62603[4:Res:59822.0,3481.0] || -> equal(union(null_class,restrict(intersection(u,v),w,x)),null_class) member(regular(union(null_class,restrict(intersection(u,v),w,x))),u)*.
% 299.74/300.46 62602[4:Res:59822.0,3482.0] || -> equal(union(null_class,restrict(intersection(u,v),w,x)),null_class) member(regular(union(null_class,restrict(intersection(u,v),w,x))),v)*.
% 299.74/300.46 62583[4:Res:59822.0,3479.0] || subclass(u,v) -> equal(union(null_class,restrict(u,w,x)),null_class) member(regular(union(null_class,restrict(u,w,x))),v)*.
% 299.74/300.46 62739[6:SpL:48835.0,55384.0] || equal(successor(union(complement(power_class(u)),image(element_relation,power_class(v)))),null_class)** -> member(null_class,intersection(power_class(u),power_class(complement(power_class(v))))).
% 299.74/300.46 62738[4:SpL:48835.0,55572.0] || equal(successor(union(complement(power_class(u)),image(element_relation,power_class(v)))),null_class)** -> member(omega,intersection(power_class(u),power_class(complement(power_class(v))))).
% 299.74/300.46 62737[4:SpL:48835.0,55718.0] || equal(successor(union(complement(power_class(u)),image(element_relation,power_class(v)))),null_class)** -> member(x__dfg,intersection(power_class(u),power_class(complement(power_class(v))))).
% 299.74/300.46 62731[2:SpL:48835.0,14917.1] || equal(intersection(power_class(u),power_class(complement(power_class(v)))),domain_relation) equal(union(complement(power_class(u)),image(element_relation,power_class(v))),domain_relation)** -> .
% 299.74/300.46 62730[2:SpL:48835.0,14644.1] || subclass(domain_relation,intersection(power_class(u),power_class(complement(power_class(v))))) subclass(domain_relation,union(complement(power_class(u)),image(element_relation,power_class(v))))* -> .
% 299.74/300.46 62729[2:SpL:48835.0,37652.1] || equal(intersection(power_class(u),power_class(complement(power_class(v)))),domain_relation) subclass(domain_relation,union(complement(power_class(u)),image(element_relation,power_class(v))))* -> .
% 299.74/300.46 62719[2:SpL:48835.0,17229.1] || subclass(domain_relation,intersection(power_class(u),power_class(complement(power_class(v))))) subclass(universal_class,union(complement(power_class(u)),image(element_relation,power_class(v))))* -> .
% 299.74/300.46 62718[2:SpL:48835.0,37648.1] || equal(intersection(power_class(u),power_class(complement(power_class(v)))),domain_relation) subclass(universal_class,union(complement(power_class(u)),image(element_relation,power_class(v))))* -> .
% 299.74/300.46 62706[0:SpR:25457.1,48835.0] || equal(complement(power_class(u)),universal_class) -> equal(union(complement(power_class(v)),image(element_relation,power_class(u))),complement(intersection(power_class(v),power_class(universal_class))))**.
% 299.74/300.46 62681[0:SpR:48835.0,7868.0] || -> subclass(symmetric_difference(complement(u),union(complement(power_class(v)),image(element_relation,power_class(w)))),union(u,intersection(power_class(v),power_class(complement(power_class(w))))))*.
% 299.74/300.46 62635[4:SpR:48835.0,20262.1] || -> member(singleton(null_class),intersection(power_class(u),power_class(complement(power_class(v))))) member(singleton(null_class),union(complement(power_class(u)),image(element_relation,power_class(v))))*.
% 299.74/300.46 62627[0:SpR:48835.0,7868.0] || -> subclass(symmetric_difference(union(complement(power_class(u)),image(element_relation,power_class(v))),complement(w)),union(intersection(power_class(u),power_class(complement(power_class(v)))),w))*.
% 299.74/300.46 62820[4:Res:58040.0,3479.0] || subclass(u,v) -> equal(restrict(union(u,u),w,x),null_class) member(regular(restrict(union(u,u),w,x)),v)*.
% 299.74/300.46 62869[4:Rew:31446.0,62847.1] single_valued_class(restrict(union(cross_product(universal_class,universal_class),cross_product(universal_class,universal_class)),u,v)) || -> function(restrict(union(null_class,cross_product(universal_class,universal_class)),u,v))*.
% 299.74/300.46 62956[0:Res:58368.0,3481.0] || -> equal(restrict(intersection(u,intersection(v,w)),x,y),null_class) member(regular(restrict(intersection(u,intersection(v,w)),x,y)),v)*.
% 299.74/300.46 62955[0:Res:58368.0,3482.0] || -> equal(restrict(intersection(u,intersection(v,w)),x,y),null_class) member(regular(restrict(intersection(u,intersection(v,w)),x,y)),w)*.
% 299.74/300.46 62936[0:Res:58368.0,3479.0] || subclass(u,v) -> equal(restrict(intersection(w,u),x,y),null_class) member(regular(restrict(intersection(w,u),x,y)),v)*.
% 299.74/300.46 63041[0:Res:59150.0,3481.0] || -> equal(intersection(restrict(intersection(u,v),w,x),y),null_class) member(regular(intersection(restrict(intersection(u,v),w,x),y)),u)*.
% 299.74/300.46 63040[0:Res:59150.0,3482.0] || -> equal(intersection(restrict(intersection(u,v),w,x),y),null_class) member(regular(intersection(restrict(intersection(u,v),w,x),y)),v)*.
% 299.74/300.46 63021[0:Res:59150.0,3479.0] || subclass(u,v) -> equal(intersection(restrict(u,w,x),y),null_class) member(regular(intersection(restrict(u,w,x),y)),v)*.
% 299.74/300.46 63198[6:SpL:48838.0,55384.0] || equal(successor(union(image(element_relation,power_class(u)),complement(power_class(v)))),null_class)** -> member(null_class,intersection(power_class(complement(power_class(u))),power_class(v))).
% 299.74/300.46 63197[4:SpL:48838.0,55572.0] || equal(successor(union(image(element_relation,power_class(u)),complement(power_class(v)))),null_class)** -> member(omega,intersection(power_class(complement(power_class(u))),power_class(v))).
% 299.74/300.46 63196[4:SpL:48838.0,55718.0] || equal(successor(union(image(element_relation,power_class(u)),complement(power_class(v)))),null_class)** -> member(x__dfg,intersection(power_class(complement(power_class(u))),power_class(v))).
% 299.74/300.46 63190[2:SpL:48838.0,14917.1] || equal(intersection(power_class(complement(power_class(u))),power_class(v)),domain_relation) equal(union(image(element_relation,power_class(u)),complement(power_class(v))),domain_relation)** -> .
% 299.74/300.46 63189[2:SpL:48838.0,14644.1] || subclass(domain_relation,intersection(power_class(complement(power_class(u))),power_class(v))) subclass(domain_relation,union(image(element_relation,power_class(u)),complement(power_class(v))))* -> .
% 299.74/300.46 63188[2:SpL:48838.0,37652.1] || equal(intersection(power_class(complement(power_class(u))),power_class(v)),domain_relation) subclass(domain_relation,union(image(element_relation,power_class(u)),complement(power_class(v))))* -> .
% 299.74/300.46 63178[2:SpL:48838.0,17229.1] || subclass(domain_relation,intersection(power_class(complement(power_class(u))),power_class(v))) subclass(universal_class,union(image(element_relation,power_class(u)),complement(power_class(v))))* -> .
% 299.74/300.46 63177[2:SpL:48838.0,37648.1] || equal(intersection(power_class(complement(power_class(u))),power_class(v)),domain_relation) subclass(universal_class,union(image(element_relation,power_class(u)),complement(power_class(v))))* -> .
% 299.74/300.46 63170[0:SpR:25457.1,48838.0] || equal(complement(power_class(u)),universal_class) -> equal(union(image(element_relation,power_class(u)),complement(power_class(v))),complement(intersection(power_class(universal_class),power_class(v))))**.
% 299.74/300.46 63139[0:SpR:48838.0,7868.0] || -> subclass(symmetric_difference(complement(u),union(image(element_relation,power_class(v)),complement(power_class(w)))),union(u,intersection(power_class(complement(power_class(v))),power_class(w))))*.
% 299.74/300.46 63093[4:SpR:48838.0,20262.1] || -> member(singleton(null_class),intersection(power_class(complement(power_class(u))),power_class(v))) member(singleton(null_class),union(image(element_relation,power_class(u)),complement(power_class(v))))*.
% 299.74/300.46 63085[0:SpR:48838.0,7868.0] || -> subclass(symmetric_difference(union(image(element_relation,power_class(u)),complement(power_class(v))),complement(w)),union(intersection(power_class(complement(power_class(u))),power_class(v)),w))*.
% 299.74/300.46 63325[4:Res:57956.0,3479.0] || subclass(complement(singleton(null_class)),u) -> equal(intersection(v,complement(successor(null_class))),null_class) member(regular(intersection(v,complement(successor(null_class)))),u)*.
% 299.74/300.46 63371[4:Res:59550.0,3479.0] || subclass(complement(singleton(null_class)),u) -> equal(intersection(complement(successor(null_class)),v),null_class) member(regular(intersection(complement(successor(null_class)),v)),u)*.
% 299.74/300.46 63701[4:Res:35696.1,14306.0] || member(inverse(u),universal_class) -> equal(ordered_pair(first(ordered_pair(range_of(u),x__dfg)),second(ordered_pair(range_of(u),x__dfg))),ordered_pair(range_of(u),x__dfg))**.
% 299.74/300.46 63685[0:Res:61.1,14306.0] || member(ordered_pair(u,v),compose(w,x))* -> equal(ordered_pair(first(ordered_pair(v,x__dfg)),second(ordered_pair(v,x__dfg))),ordered_pair(v,x__dfg))**.
% 299.74/300.46 64071[4:Res:35696.1,14382.0] || member(inverse(u),universal_class) -> equal(ordered_pair(first(ordered_pair(range_of(u),omega)),second(ordered_pair(range_of(u),omega))),ordered_pair(range_of(u),omega))**.
% 299.74/300.46 64055[0:Res:61.1,14382.0] || member(ordered_pair(u,v),compose(w,x))* -> equal(ordered_pair(first(ordered_pair(v,omega)),second(ordered_pair(v,omega))),ordered_pair(v,omega))**.
% 299.74/300.46 64187[4:SpL:829.2,63906.0] || member(cross_product(u,v),universal_class) equal(successor(singleton(apply(choice,cross_product(u,v)))),null_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.46 64263[4:SpL:29733.0,6171.1] || member(u,image(element_relation,union(union(null_class,v),w))) member(u,power_class(intersection(union(null_class,complement(v)),complement(w))))* -> .
% 299.74/300.46 64262[4:SpL:36664.0,6171.1] || member(u,image(element_relation,union(union(v,v),w)))* member(u,power_class(intersection(union(null_class,complement(v)),complement(w))))* -> .
% 299.74/300.46 64246[4:SpL:29733.0,6171.1] || member(u,image(element_relation,union(v,union(null_class,w)))) member(u,power_class(intersection(complement(v),union(null_class,complement(w)))))* -> .
% 299.74/300.46 64245[4:SpL:36664.0,6171.1] || member(u,image(element_relation,union(v,union(w,w))))* member(u,power_class(intersection(complement(v),union(null_class,complement(w)))))* -> .
% 299.74/300.46 64490[2:Rew:3314.1,64489.1] || member(regular(intersection(u,v)),intersection(singleton(u),w))* -> equal(intersection(u,v),null_class) equal(intersection(singleton(u),w),null_class).
% 299.74/300.46 64492[2:Rew:3142.1,64491.1] || member(regular(intersection(u,v)),intersection(w,singleton(u)))* -> equal(intersection(u,v),null_class) equal(intersection(w,singleton(u)),null_class).
% 299.74/300.46 64675[4:SpR:63899.1,48838.0] || equal(successor(intersection(power_class(complement(power_class(u))),power_class(v))),null_class) -> equal(union(image(element_relation,power_class(u)),complement(power_class(v))),universal_class)**.
% 299.74/300.46 64674[4:SpR:63899.1,48835.0] || equal(successor(intersection(power_class(u),power_class(complement(power_class(v))))),null_class) -> equal(union(complement(power_class(u)),image(element_relation,power_class(v))),universal_class)**.
% 299.74/300.46 65170[2:Rew:3314.1,65169.1] || member(regular(intersection(u,v)),intersection(singleton(v),w))* -> equal(intersection(u,v),null_class) equal(intersection(singleton(v),w),null_class).
% 299.74/300.46 65172[2:Rew:3142.1,65171.1] || member(regular(intersection(u,v)),intersection(w,singleton(v)))* -> equal(intersection(u,v),null_class) equal(intersection(w,singleton(v)),null_class).
% 299.74/300.46 65419[4:Res:64963.1,133.1] || equal(successor(apply(compose(yf,xf),x__dfg)),null_class) subclass(apply(yf,apply(xf,x__dfg)),apply(compose(yf,xf),x__dfg))* -> .
% 299.74/300.46 65798[4:Res:59196.0,9800.1] || member(intersection(successor(null_class),u),universal_class) -> equal(intersection(successor(null_class),u),null_class) equal(apply(choice,intersection(successor(null_class),u)),null_class)**.
% 299.74/300.46 65797[4:Res:57826.0,9800.1] || member(intersection(u,successor(null_class)),universal_class) -> equal(intersection(u,successor(null_class)),null_class) equal(apply(choice,intersection(u,successor(null_class))),null_class)**.
% 299.74/300.46 65777[4:Res:29352.0,9800.1] || member(union(null_class,singleton(u)),universal_class) -> equal(union(null_class,singleton(u)),null_class) equal(apply(choice,union(null_class,singleton(u))),u)**.
% 299.74/300.46 66713[4:Res:17398.1,14013.0] || subclass(domain_relation,rotate(cross_product(universal_class,universal_class))) subclass(composition_function,cross_product(u,v))* -> member(ordered_pair(w,cantor(ordered_pair(x,w))),u)*.
% 299.74/300.46 66940[4:Rew:29.0,66886.1,48542.0,66886.0,28759.0,66886.0] || member(u,power_class(v)) member(u,union(w,x)) member(u,complement(intersection(union(w,x),power_class(v))))* -> .
% 299.74/300.46 66994[4:SpL:829.2,66966.0] || member(cross_product(u,v),universal_class) subclass(universal_class,regular(singleton(apply(choice,cross_product(u,v)))))* -> equal(cross_product(u,v),null_class).
% 299.74/300.46 67222[4:SpL:829.2,67002.0] || member(cross_product(u,v),universal_class) equal(regular(singleton(apply(choice,cross_product(u,v)))),universal_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.46 67656[4:Rew:48542.0,67610.1,28759.0,67610.1,29.0,67610.0] || member(u,union(v,w)) member(u,power_class(x)) member(u,complement(intersection(power_class(x),union(v,w))))* -> .
% 299.74/300.46 67730[0:Res:935.2,4.0] || member(u,v)* member(singleton(u),w)* subclass(cross_product(w,v),x)* -> member(singleton(singleton(singleton(u))),x)*.
% 299.74/300.46 67789[4:SpL:48838.0,57575.0] || subclass(union(image(element_relation,power_class(u)),complement(power_class(v))),null_class)* -> member(singleton(w),intersection(power_class(complement(power_class(u))),power_class(v)))*.
% 299.74/300.46 67788[4:SpL:48835.0,57575.0] || subclass(union(complement(power_class(u)),image(element_relation,power_class(v))),null_class)* -> member(singleton(w),intersection(power_class(u),power_class(complement(power_class(v)))))*.
% 299.74/300.46 68363[4:Res:12468.3,12473.0] || member(u,universal_class) member(v,u) subclass(element_relation,apply(null_class,w))* -> member(ordered_pair(v,u),sum_class(range_of(null_class)))*.
% 299.74/300.46 68362[4:Res:12468.3,12472.0] || member(u,universal_class) member(v,u) subclass(element_relation,apply(null_class,w))* -> member(ordered_pair(v,u),apply(null_class,x))*.
% 299.74/300.46 68361[4:Res:12468.3,12471.0] || member(u,universal_class) member(v,u) subclass(element_relation,sum_class(range_of(null_class))) -> member(ordered_pair(v,u),apply(null_class,w))*.
% 299.74/300.46 68348[0:Res:12468.3,574.0] || member(u,universal_class) member(v,u) subclass(element_relation,symmetric_difference(w,x)) -> member(ordered_pair(v,u),union(w,x))*.
% 299.74/300.46 68333[0:Res:12468.3,4.0] || member(u,universal_class) member(v,u) subclass(element_relation,w)* subclass(w,x)* -> member(ordered_pair(v,u),x)*.
% 299.74/300.46 69030[4:SpL:41644.0,48215.1] || member(u,universal_class) subclass(power_class(union(v,v)),w)* -> member(u,complement(power_class(union(null_class,v))))* member(u,w)*.
% 299.74/300.46 69029[4:SpL:41644.0,48215.1] || member(u,universal_class) subclass(power_class(union(null_class,v)),w)* -> member(u,complement(power_class(union(v,v))))* member(u,w)*.
% 299.74/300.46 69027[0:SpL:25457.1,48215.1] || equal(u,universal_class) member(v,universal_class) subclass(power_class(u),w)* -> member(v,complement(power_class(universal_class)))* member(v,w)*.
% 299.74/300.46 69026[0:SpL:25457.1,48215.1] || equal(u,universal_class) member(v,universal_class) subclass(power_class(universal_class),w)* -> member(v,complement(power_class(u)))* member(v,w)*.
% 299.74/300.46 69131[4:Rew:28759.0,69063.0] || equal(union(null_class,intersection(u,v)),null_class) member(singleton(w),union(u,v)) -> member(singleton(w),symmetric_difference(u,v))*.
% 299.74/300.46 69381[0:Rew:69304.0,69372.1] || member(ordered_pair(u,not_subclass_element(v,range_of(null_class))),compose(complement(cross_product(image(w,singleton(u)),universal_class)),w))* -> subclass(v,range_of(null_class)).
% 299.74/300.46 69605[0:Res:3537.1,4.0] || subclass(union(u,v),w) -> equal(intersection(symmetric_difference(u,v),x),null_class) member(regular(intersection(symmetric_difference(u,v),x)),w)*.
% 299.74/300.46 69777[0:Res:3542.1,4.0] || subclass(union(u,v),w) -> equal(intersection(x,symmetric_difference(u,v)),null_class) member(regular(intersection(x,symmetric_difference(u,v))),w)*.
% 299.74/300.46 70035[0:SpR:48838.0,43541.0] || -> equal(intersection(union(image(element_relation,power_class(u)),complement(power_class(v))),restrict(intersection(power_class(complement(power_class(u))),power_class(v)),w,x)),null_class)**.
% 299.74/300.46 70034[0:SpR:48835.0,43541.0] || -> equal(intersection(union(complement(power_class(u)),image(element_relation,power_class(v))),restrict(intersection(power_class(u),power_class(complement(power_class(v)))),w,x)),null_class)**.
% 299.74/300.46 70904[0:Rew:47973.0,70810.1] || member(not_subclass_element(u,union(complement(power_class(v)),w)),symmetric_difference(power_class(v),complement(w)))* -> subclass(u,union(complement(power_class(v)),w)).
% 299.74/300.46 70905[0:Rew:47967.0,70809.1] || member(not_subclass_element(u,union(v,complement(power_class(w)))),symmetric_difference(complement(v),power_class(w)))* -> subclass(u,union(v,complement(power_class(w)))).
% 299.74/300.46 70910[0:Rew:32.0,70750.1] || member(not_subclass_element(u,complement(restrict(v,w,x))),symmetric_difference(cross_product(w,x),v))* -> subclass(u,complement(restrict(v,w,x))).
% 299.74/300.46 70911[0:Rew:31.0,70745.1] || member(not_subclass_element(u,complement(restrict(v,w,x))),symmetric_difference(v,cross_product(w,x)))* -> subclass(u,complement(restrict(v,w,x))).
% 299.74/300.46 70938[0:Obv:70816.2] || member(u,complement(intersection(v,w))) member(x,symmetric_difference(v,w)) -> subclass(unordered_pair(x,u),complement(intersection(v,w)))*.
% 299.74/300.46 70939[0:Obv:70815.2] || member(u,complement(intersection(v,w))) member(x,symmetric_difference(v,w)) -> subclass(unordered_pair(u,x),complement(intersection(v,w)))*.
% 299.74/300.46 71029[4:Res:60885.0,3479.0] || subclass(union(u,v),w) -> equal(union(null_class,symmetric_difference(u,v)),null_class) member(regular(union(null_class,symmetric_difference(u,v))),w)*.
% 299.74/300.46 71392[2:Obv:71374.2] || subclass(u,symmetric_difference(v,w)) subclass(u,regular(union(v,w)))* -> subclass(u,x)* equal(union(v,w),null_class).
% 299.74/300.46 71404[2:Obv:71364.1] || subclass(symmetric_difference(u,v),regular(complement(intersection(u,v))))* -> subclass(symmetric_difference(u,v),w)* equal(complement(intersection(u,v)),null_class).
% 299.74/300.46 71405[2:Obv:71367.1] || subclass(restrict(u,v,w),regular(cross_product(v,w)))* -> subclass(restrict(u,v,w),x)* equal(cross_product(v,w),null_class).
% 299.74/300.46 71406[2:MRR:71353.0,12502.1] || subclass(u,regular(union(v,w)))* -> member(not_subclass_element(u,x),complement(v))* subclass(u,x) equal(union(v,w),null_class).
% 299.74/300.46 71407[2:MRR:71352.0,12502.1] || subclass(u,regular(union(v,w)))* -> member(not_subclass_element(u,x),complement(w))* subclass(u,x) equal(union(v,w),null_class).
% 299.74/300.46 71409[2:Obv:71333.2] || subclass(intersection(singleton(u),v),regular(w))* member(u,w) -> subclass(intersection(singleton(u),v),x)* equal(w,null_class).
% 299.74/300.46 71410[2:Obv:71332.2] || subclass(intersection(u,singleton(v)),regular(w))* member(v,w) -> subclass(intersection(u,singleton(v)),x)* equal(w,null_class).
% 299.74/300.46 71489[4:Rew:5282.0,71484.2] || member(u,universal_class) -> member(u,cantor(cross_product(singleton(v),w))) equal(range__dfg(cross_product(singleton(u),universal_class),v,w),single_valued2(xf))**.
% 299.74/300.46 71958[4:Rew:5261.0,71952.2] || member(u,universal_class) -> member(u,cantor(cross_product(v,singleton(w)))) equal(domain__dfg(cross_product(singleton(u),universal_class),v,w),single_valued1(xf))**.
% 299.74/300.46 72349[4:Res:3147.1,42116.0] || -> equal(intersection(u,restrict(union(null_class,v),w,x)),null_class) member(regular(intersection(u,restrict(union(null_class,v),w,x))),v)*.
% 299.74/300.46 72585[4:Res:3319.1,42116.0] || -> equal(intersection(restrict(union(null_class,u),v,w),x),null_class) member(regular(intersection(restrict(union(null_class,u),v,w),x)),u)*.
% 299.74/300.46 72900[4:Res:12455.1,14563.1] || member(not_subclass_element(u,intersection(compose(element_relation,universal_class),v)),element_relation)* subclass(u,v) -> subclass(u,intersection(compose(element_relation,universal_class),v)).
% 299.74/300.46 72968[0:Rew:32.0,72826.2] || subclass(u,v) member(not_subclass_element(u,restrict(v,w,x)),cross_product(w,x))* -> subclass(u,restrict(v,w,x)).
% 299.74/300.46 72969[0:Rew:31.0,72821.2] || subclass(u,cross_product(v,w)) member(not_subclass_element(u,restrict(x,v,w)),x)* -> subclass(u,restrict(x,v,w)).
% 299.74/300.46 72997[0:Obv:72887.3] || equal(u,v) subclass(unordered_pair(v,u),w) member(v,x) -> subclass(unordered_pair(v,u),intersection(x,w))*.
% 299.74/300.46 73002[0:MRR:72899.0,12502.1] || subclass(u,v) -> member(not_subclass_element(u,intersection(union(w,x),v)),complement(w))* subclass(u,intersection(union(w,x),v)).
% 299.74/300.46 73003[0:MRR:72898.0,12502.1] || subclass(u,v) -> member(not_subclass_element(u,intersection(union(w,x),v)),complement(x))* subclass(u,intersection(union(w,x),v)).
% 299.74/300.46 73157[4:Res:12455.1,14565.0] || member(not_subclass_element(intersection(u,v),intersection(compose(element_relation,universal_class),v)),element_relation)* -> subclass(intersection(u,v),intersection(compose(element_relation,universal_class),v)).
% 299.74/300.46 73264[0:Rew:32.0,73028.1] || member(not_subclass_element(intersection(u,v),restrict(v,w,x)),cross_product(w,x))* -> subclass(intersection(u,v),restrict(v,w,x)).
% 299.74/300.46 73304[0:MRR:73156.0,12502.1] || -> member(not_subclass_element(intersection(u,v),intersection(union(w,x),v)),complement(w))* subclass(intersection(u,v),intersection(union(w,x),v)).
% 299.74/300.46 73305[0:MRR:73155.0,12502.1] || -> member(not_subclass_element(intersection(u,v),intersection(union(w,x),v)),complement(x))* subclass(intersection(u,v),intersection(union(w,x),v)).
% 299.74/300.46 73475[4:Res:12455.1,14566.0] || member(not_subclass_element(intersection(u,v),intersection(compose(element_relation,universal_class),u)),element_relation)* -> subclass(intersection(u,v),intersection(compose(element_relation,universal_class),u)).
% 299.74/300.46 73579[0:Rew:32.0,73346.1] || member(not_subclass_element(intersection(u,v),restrict(u,w,x)),cross_product(w,x))* -> subclass(intersection(u,v),restrict(u,w,x)).
% 299.74/300.46 73625[0:MRR:73474.0,12502.1] || -> member(not_subclass_element(intersection(u,v),intersection(union(w,x),u)),complement(w))* subclass(intersection(u,v),intersection(union(w,x),u)).
% 299.74/300.46 73626[0:MRR:73473.0,12502.1] || -> member(not_subclass_element(intersection(u,v),intersection(union(w,x),u)),complement(x))* subclass(intersection(u,v),intersection(union(w,x),u)).
% 299.74/300.46 74224[4:Rew:73795.0,52113.0] || -> equal(intersection(successor(complement(u)),union(union(u,null_class),complement(singleton(complement(u))))),symmetric_difference(union(u,null_class),complement(singleton(complement(u)))))**.
% 299.74/300.46 76543[4:Rew:75021.0,75096.1] || member(not_subclass_element(union(null_class,u),intersection(v,union(u,null_class))),v)* -> subclass(union(null_class,u),intersection(v,union(u,null_class))).
% 299.74/300.46 77529[0:SpL:75599.0,6546.1] || member(u,symmetric_difference(union(v,w),complement(intersection(v,w))))* subclass(complement(symmetric_difference(v,w)),x)* -> member(u,x)*.
% 299.74/300.46 77663[0:Rew:75599.0,77550.1] || member(not_subclass_element(complement(intersection(u,v)),symmetric_difference(u,v)),union(u,v))* -> subclass(complement(intersection(u,v)),symmetric_difference(u,v)).
% 299.74/300.46 79340[9:Res:77998.1,3483.0] function(restrict(u,v,w)) || -> equal(successor(restrict(u,v,w)),null_class) member(regular(successor(restrict(u,v,w))),u)*.
% 299.74/300.46 79977[0:SpL:75578.0,894.0] || member(not_subclass_element(u,intersection(v,w)),v)* member(not_subclass_element(u,intersection(w,v)),w)* -> subclass(u,intersection(w,v)).
% 299.74/300.46 80162[0:Rew:80146.0,26872.0] || subclass(u,symmetric_difference(union(v,w),complement(intersection(v,w))))* -> equal(u,null_class) member(regular(u),complement(symmetric_difference(v,w))).
% 299.74/300.46 80187[0:Rew:80146.0,70288.0] || subclass(universal_class,symmetric_difference(union(u,v),complement(intersection(u,v))))* -> equal(w,null_class) member(regular(w),complement(symmetric_difference(u,v)))*.
% 299.74/300.46 82234[4:Res:77755.0,3479.0] || subclass(u,v) -> equal(restrict(union(u,null_class),w,x),null_class) member(regular(restrict(union(u,null_class),w,x)),v)*.
% 299.74/300.46 82515[4:Res:74102.0,7881.0] || subclass(complement(sum_class(range_of(null_class))),u) -> subclass(complement(apply(null_class,v)),w) member(not_subclass_element(complement(apply(null_class,v)),w),u)*.
% 299.74/300.46 82612[4:Res:74332.0,7881.0] || subclass(complement(apply(null_class,u)),v)* -> subclass(complement(sum_class(range_of(null_class))),w) member(not_subclass_element(complement(sum_class(range_of(null_class))),w),v)*.
% 299.74/300.46 82848[4:SpL:75151.0,6564.0] || member(not_subclass_element(intersection(u,complement(apply(null_class,v))),w),sum_class(range_of(null_class)))* -> subclass(intersection(u,complement(sum_class(range_of(null_class)))),w).
% 299.74/300.46 82829[4:SpL:75151.0,7756.0] || member(not_subclass_element(intersection(complement(apply(null_class,u)),v),w),sum_class(range_of(null_class)))* -> subclass(intersection(complement(sum_class(range_of(null_class))),v),w).
% 299.74/300.46 82799[4:SpL:75151.0,6564.0] || member(not_subclass_element(intersection(u,complement(sum_class(range_of(null_class)))),v),apply(null_class,w))* -> subclass(intersection(u,complement(apply(null_class,w))),v).
% 299.74/300.46 82780[4:SpL:75151.0,7756.0] || member(not_subclass_element(intersection(complement(sum_class(range_of(null_class))),u),v),apply(null_class,w))* -> subclass(intersection(complement(apply(null_class,w)),u),v).
% 299.74/300.46 82743[4:SpR:75151.0,569.0] || -> equal(intersection(union(u,sum_class(range_of(null_class))),union(complement(u),complement(apply(null_class,v)))),symmetric_difference(complement(u),complement(apply(null_class,v))))**.
% 299.74/300.46 82702[4:SpR:75151.0,569.0] || -> equal(intersection(union(sum_class(range_of(null_class)),u),union(complement(apply(null_class,v)),complement(u))),symmetric_difference(complement(apply(null_class,v)),complement(u)))**.
% 299.74/300.46 82676[4:SpR:75151.0,569.0] || -> equal(intersection(union(u,apply(null_class,v)),union(complement(u),complement(sum_class(range_of(null_class))))),symmetric_difference(complement(u),complement(sum_class(range_of(null_class)))))**.
% 299.74/300.46 82635[4:SpR:75151.0,569.0] || -> equal(intersection(union(apply(null_class,u),v),union(complement(sum_class(range_of(null_class))),complement(v))),symmetric_difference(complement(sum_class(range_of(null_class))),complement(v)))**.
% 299.74/300.46 83698[4:Res:74103.0,7881.0] || subclass(complement(apply(null_class,u)),v)* -> subclass(complement(apply(null_class,w)),x) member(not_subclass_element(complement(apply(null_class,w)),x),v)*.
% 299.74/300.46 83838[4:SpL:74143.0,6171.1] || member(u,image(element_relation,union(v,union(w,null_class)))) member(u,power_class(intersection(complement(v),union(null_class,complement(w)))))* -> .
% 299.74/300.46 83895[4:Rew:74143.0,83833.1] || member(not_subclass_element(intersection(u,union(null_class,complement(v))),w),union(v,null_class))* -> subclass(intersection(u,union(null_class,complement(v))),w).
% 299.74/300.46 83826[4:SpL:74143.0,6171.1] || member(u,image(element_relation,union(union(v,null_class),w))) member(u,power_class(intersection(union(null_class,complement(v)),complement(w))))* -> .
% 299.74/300.46 83896[4:Rew:74143.0,83814.1] || member(not_subclass_element(intersection(union(null_class,complement(u)),v),w),union(u,null_class))* -> subclass(intersection(union(null_class,complement(u)),v),w).
% 299.74/300.46 83762[4:SpR:74143.0,569.0] || -> equal(intersection(union(u,union(v,null_class)),union(complement(u),union(null_class,complement(v)))),symmetric_difference(complement(u),union(null_class,complement(v))))**.
% 299.74/300.46 83721[4:SpR:74143.0,569.0] || -> equal(intersection(union(union(u,null_class),v),union(union(null_class,complement(u)),complement(v))),symmetric_difference(union(null_class,complement(u)),complement(v)))**.
% 299.74/300.46 84260[4:SpL:75150.0,6564.0] || member(not_subclass_element(intersection(u,complement(apply(null_class,v))),w),apply(null_class,x))* -> subclass(intersection(u,complement(apply(null_class,x))),w).
% 299.74/300.46 84241[4:SpL:75150.0,7756.0] || member(not_subclass_element(intersection(complement(apply(null_class,u)),v),w),apply(null_class,x))* -> subclass(intersection(complement(apply(null_class,x)),v),w).
% 299.74/300.46 84141[4:SpR:75150.0,569.0] || -> equal(intersection(union(u,apply(null_class,v)),union(complement(u),complement(apply(null_class,w)))),symmetric_difference(complement(u),complement(apply(null_class,w))))**.
% 299.74/300.46 84100[4:SpR:75150.0,569.0] || -> equal(intersection(union(apply(null_class,u),v),union(complement(apply(null_class,w)),complement(v))),symmetric_difference(complement(apply(null_class,w)),complement(v)))**.
% 299.74/300.46 84674[4:SpL:78724.0,48215.1] || member(u,universal_class) subclass(power_class(union(null_class,v)),w)* -> member(u,complement(power_class(union(v,null_class))))* member(u,w)*.
% 299.74/300.46 84658[4:SpL:78724.0,48215.1] || member(u,universal_class) subclass(power_class(union(v,null_class)),w)* -> member(u,complement(power_class(union(null_class,v))))* member(u,w)*.
% 299.74/300.46 84897[4:Rew:28759.0,84849.1] || member(regular(intersection(union(null_class,u),complement(v))),union(complement(u),v))* -> equal(intersection(union(null_class,u),complement(v)),null_class).
% 299.74/300.46 84900[4:Rew:28759.0,84827.1] || member(regular(intersection(complement(u),union(null_class,v))),union(u,complement(v)))* -> equal(intersection(complement(u),union(null_class,v)),null_class).
% 299.74/300.46 84932[4:Rew:48542.0,84809.1,28759.0,84809.1,48542.0,84809.1,28759.0,84809.1,48542.0,84809.0,28759.0,84809.0,48542.0,84809.0,28759.0,84809.0] || member(regular(intersection(power_class(u),power_class(v))),complement(intersection(power_class(u),power_class(v))))* -> equal(intersection(power_class(u),power_class(v)),null_class).
% 299.74/300.46 85121[0:MRR:85120.0,14.0] || subclass(unordered_pair(u,v),complement(w))* member(v,w) -> member(u,unordered_pair(u,v))* equal(unordered_pair(u,v),null_class).
% 299.74/300.46 85124[0:MRR:85123.0,14.0] || subclass(unordered_pair(u,v),complement(w))* member(u,w) -> member(v,unordered_pair(u,v))* equal(unordered_pair(u,v),null_class).
% 299.74/300.46 85677[4:SpR:826.1,71492.1] || equal(first(not_subclass_element(cross_product(u,v),w)),universal_class) -> subclass(cross_product(u,v),w) member(null_class,not_subclass_element(cross_product(u,v),w))*.
% 299.74/300.46 85807[2:Res:72136.0,48188.0] || -> equal(singleton(complement(symmetric_difference(power_class(u),complement(v)))),null_class) member(complement(symmetric_difference(power_class(u),complement(v))),union(complement(power_class(u)),v))*.
% 299.74/300.46 85806[2:Res:72136.0,6526.0] || -> equal(singleton(complement(symmetric_difference(cross_product(u,v),w))),null_class) member(complement(symmetric_difference(cross_product(u,v),w)),complement(restrict(w,u,v)))*.
% 299.74/300.46 85805[2:Res:72136.0,47999.0] || -> equal(singleton(complement(symmetric_difference(complement(u),power_class(v)))),null_class) member(complement(symmetric_difference(complement(u),power_class(v))),union(u,complement(power_class(v))))*.
% 299.74/300.46 85803[2:Res:72136.0,6525.0] || -> equal(singleton(complement(symmetric_difference(u,cross_product(v,w)))),null_class) member(complement(symmetric_difference(u,cross_product(v,w))),complement(restrict(u,v,w)))*.
% 299.74/300.46 85917[4:Res:75044.0,3479.0] || subclass(union(u,null_class),v) -> equal(intersection(w,union(null_class,u)),null_class) member(regular(intersection(w,union(null_class,u))),v)*.
% 299.74/300.46 86015[4:Res:75087.0,3479.0] || subclass(union(u,null_class),v) -> equal(intersection(union(null_class,u),w),null_class) member(regular(intersection(union(null_class,u),w)),v)*.
% 299.74/300.46 86293[9:Rew:75747.1,86218.2] function(intersection(u,v)) || member(regular(successor(intersection(u,v))),symmetric_difference(u,v))* -> equal(successor(intersection(u,v)),null_class).
% 299.74/300.46 86315[0:SpL:75599.0,9743.2] function(u) || member(v,universal_class) subclass(universal_class,symmetric_difference(w,x)) -> member(image(u,v),complement(intersection(w,x)))*.
% 299.74/300.46 86474[0:SpL:75599.0,9805.1] || member(u,universal_class) subclass(u,symmetric_difference(v,w)) -> equal(u,null_class) member(apply(choice,u),complement(intersection(v,w)))*.
% 299.74/300.46 86919[4:SpL:77754.0,48215.1] || member(u,universal_class) subclass(power_class(union(v,null_class)),w)* -> member(u,complement(power_class(union(v,v))))* member(u,w)*.
% 299.74/300.46 86903[4:SpL:77754.0,48215.1] || member(u,universal_class) subclass(power_class(union(v,v)),w)* -> member(u,complement(power_class(union(v,null_class))))* member(u,w)*.
% 299.74/300.46 87438[4:Res:12502.1,17826.0] || subclass(domain_relation,u)* subclass(u,v)* -> subclass(w,x) member(ordered_pair(not_subclass_element(w,x),cantor(not_subclass_element(w,x))),v)*.
% 299.74/300.46 87437[4:Res:35696.1,17826.0] || member(inverse(u),universal_class) subclass(domain_relation,v)* subclass(v,w)* -> member(ordered_pair(range_of(u),cantor(range_of(u))),w)*.
% 299.74/300.46 87433[4:Res:6254.1,17826.0] function(u) || subclass(domain_relation,v)* subclass(v,w)* -> member(ordered_pair(apply(u,x),cantor(apply(u,x))),w)*.
% 299.74/300.46 87608[4:Res:3147.1,77882.0] || -> equal(intersection(u,restrict(union(v,null_class),w,x)),null_class) member(regular(intersection(u,restrict(union(v,null_class),w,x))),v)*.
% 299.74/300.46 87603[4:Res:3319.1,77882.0] || -> equal(intersection(restrict(union(u,null_class),v,w),x),null_class) member(regular(intersection(restrict(union(u,null_class),v,w),x)),u)*.
% 299.74/300.46 88005[9:Res:79114.1,7881.0] function(u) || subclass(u,v) -> subclass(intersection(successor(u),w),x) member(not_subclass_element(intersection(successor(u),w),x),v)*.
% 299.74/300.46 88060[9:Res:79218.1,7881.0] function(u) || subclass(u,v) -> subclass(intersection(w,successor(u)),x) member(not_subclass_element(intersection(w,successor(u)),x),v)*.
% 299.74/300.46 88344[0:SpL:80128.0,6564.0] || member(not_subclass_element(intersection(u,complement(symmetric_difference(v,w))),x),symmetric_difference(w,v))* -> subclass(intersection(u,complement(symmetric_difference(w,v))),x).
% 299.74/300.46 88321[0:SpL:80128.0,7756.0] || member(not_subclass_element(intersection(complement(symmetric_difference(u,v)),w),x),symmetric_difference(v,u))* -> subclass(intersection(complement(symmetric_difference(v,u)),w),x).
% 299.74/300.46 88220[0:SpR:80128.0,569.0] || -> equal(intersection(union(u,symmetric_difference(v,w)),union(complement(u),complement(symmetric_difference(w,v)))),symmetric_difference(complement(u),complement(symmetric_difference(w,v))))**.
% 299.74/300.46 88178[0:SpR:80128.0,569.0] || -> equal(intersection(union(symmetric_difference(u,v),w),union(complement(symmetric_difference(v,u)),complement(w))),symmetric_difference(complement(symmetric_difference(v,u)),complement(w)))**.
% 299.74/300.46 88522[0:Res:80315.0,3479.0] || subclass(union(u,v),w) -> equal(symmetric_difference(complement(v),complement(u)),null_class) member(regular(symmetric_difference(complement(v),complement(u))),w)*.
% 299.74/300.46 88503[0:SpR:48838.0,80315.0] || -> subclass(symmetric_difference(union(image(element_relation,power_class(u)),complement(power_class(v))),complement(w)),union(w,intersection(power_class(complement(power_class(u))),power_class(v))))*.
% 299.74/300.46 88502[0:SpR:48835.0,80315.0] || -> subclass(symmetric_difference(union(complement(power_class(u)),image(element_relation,power_class(v))),complement(w)),union(w,intersection(power_class(u),power_class(complement(power_class(v))))))*.
% 299.74/300.46 88479[0:SpR:48838.0,80315.0] || -> subclass(symmetric_difference(complement(u),union(image(element_relation,power_class(v)),complement(power_class(w)))),union(intersection(power_class(complement(power_class(v))),power_class(w)),u))*.
% 299.74/300.46 88478[0:SpR:48835.0,80315.0] || -> subclass(symmetric_difference(complement(u),union(complement(power_class(v)),image(element_relation,power_class(w)))),union(intersection(power_class(v),power_class(complement(power_class(w)))),u))*.
% 299.74/300.46 88628[4:Res:80327.0,3479.0] || subclass(union(u,v),w) -> equal(union(null_class,symmetric_difference(v,u)),null_class) member(regular(union(null_class,symmetric_difference(v,u))),w)*.
% 299.74/300.46 88738[4:Res:85860.0,3479.0] || subclass(union(u,u),v)* -> equal(intersection(w,union(null_class,u)),null_class) member(regular(intersection(w,union(null_class,u))),v)*.
% 299.74/300.46 88843[4:Res:85889.0,3479.0] || subclass(union(u,null_class),v) -> equal(intersection(w,union(u,u)),null_class) member(regular(intersection(w,union(u,u))),v)*.
% 299.74/300.46 89093[4:Res:85955.0,3479.0] || subclass(union(u,u),v)* -> equal(intersection(union(null_class,u),w),null_class) member(regular(intersection(union(null_class,u),w)),v)*.
% 299.74/300.46 89205[4:Res:85984.0,3479.0] || subclass(union(u,null_class),v) -> equal(intersection(union(u,u),w),null_class) member(regular(intersection(union(u,u),w)),v)*.
% 299.74/300.46 89508[4:Res:88696.0,3479.0] || subclass(union(u,u),v)* -> equal(intersection(w,union(u,null_class)),null_class) member(regular(intersection(w,union(u,null_class))),v)*.
% 299.74/300.46 89609[4:Res:89465.0,3479.0] || subclass(union(null_class,u),v) -> equal(intersection(w,union(u,null_class)),null_class) member(regular(intersection(w,union(u,null_class))),v)*.
% 299.74/300.46 89709[4:Res:89591.0,3479.0] || subclass(union(null_class,u),v) -> equal(intersection(union(u,null_class),w),null_class) member(regular(intersection(union(u,null_class),w)),v)*.
% 299.74/300.46 89814[4:Res:88778.0,3479.0] || subclass(union(null_class,u),v) -> equal(intersection(w,union(u,u)),null_class) member(regular(intersection(w,union(u,u))),v)*.
% 299.74/300.46 90047[4:Res:89048.0,3479.0] || subclass(union(u,u),v)* -> equal(intersection(union(u,null_class),w),null_class) member(regular(intersection(union(u,null_class),w)),v)*.
% 299.74/300.46 90158[4:Res:89138.0,3479.0] || subclass(union(null_class,u),v) -> equal(intersection(union(u,u),w),null_class) member(regular(intersection(union(u,u),w)),v)*.
% 299.74/300.46 91181[4:Res:90947.1,133.1] || equal(complement(apply(yf,apply(xf,x__dfg))),null_class) subclass(apply(yf,apply(xf,x__dfg)),apply(compose(yf,xf),x__dfg))* -> .
% 299.74/300.46 91012[9:Res:90947.1,39541.1] function(u) || equal(complement(cantor(range_of(v))),null_class) equal(cantor(cantor(w)),universal_class) -> compatible(u,w,inverse(v))*.
% 299.74/300.46 91810[4:Res:3147.1,58102.0] || -> equal(intersection(u,restrict(union(v,v),w,x)),null_class) member(regular(intersection(u,restrict(union(v,v),w,x))),v)*.
% 299.74/300.46 91805[4:Res:3319.1,58102.0] || -> equal(intersection(restrict(union(u,u),v,w),x),null_class) member(regular(intersection(restrict(union(u,u),v,w),x)),u)*.
% 299.74/300.46 92499[4:Rew:28759.0,92437.0] || -> subclass(symmetric_difference(union(null_class,u),complement(v)),w) member(not_subclass_element(symmetric_difference(union(null_class,u),complement(v)),w),union(complement(u),v))*.
% 299.74/300.46 92502[4:Rew:28759.0,92413.0] || -> subclass(symmetric_difference(complement(u),union(null_class,v)),w) member(not_subclass_element(symmetric_difference(complement(u),union(null_class,v)),w),union(u,complement(v)))*.
% 299.74/300.46 92602[4:Res:92197.1,7886.0] || subclass(u,restrict(v,w,x))* -> subclass(union(null_class,u),y) member(not_subclass_element(union(null_class,u),y),cross_product(w,x))*.
% 299.74/300.46 92672[4:Res:92198.1,7886.0] || subclass(u,restrict(v,w,x))* -> subclass(union(u,null_class),y) member(not_subclass_element(union(u,null_class),y),cross_product(w,x))*.
% 299.74/300.46 93019[0:SpL:71286.1,8690.0] || subclass(complement(u),complement(v)) subclass(w,complement(u)) member(regular(w),union(v,u))* -> equal(w,null_class).
% 299.74/300.46 92929[0:SpR:71286.1,569.0] || subclass(union(complement(u),complement(v)),union(u,v))* -> equal(symmetric_difference(complement(u),complement(v)),union(complement(u),complement(v))).
% 299.74/300.46 92928[0:SpR:71286.1,9290.1] || subclass(complement(u),complement(v)) member(w,symmetric_difference(complement(x),union(v,u)))* -> member(w,union(x,complement(u))).
% 299.74/300.46 92888[0:SpR:71286.1,9215.1] || subclass(complement(u),complement(v)) member(w,symmetric_difference(union(v,u),complement(x)))* -> member(w,union(complement(u),x)).
% 299.74/300.46 93282[4:Rew:28759.0,93195.1] || -> member(not_subclass_element(u,intersection(union(null_class,v),complement(w))),union(complement(v),w))* subclass(u,intersection(union(null_class,v),complement(w))).
% 299.74/300.46 93285[4:Rew:28759.0,93171.1] || -> member(not_subclass_element(u,intersection(complement(v),union(null_class,w))),union(v,complement(w)))* subclass(u,intersection(complement(v),union(null_class,w))).
% 299.74/300.46 93318[4:Rew:48542.0,93153.1,28759.0,93153.1,48542.0,93153.1,28759.0,93153.1,48542.0,93153.0,28759.0,93153.0,48542.0,93153.0,28759.0,93153.0] || -> member(not_subclass_element(u,intersection(power_class(v),power_class(w))),complement(intersection(power_class(v),power_class(w))))* subclass(u,intersection(power_class(v),power_class(w))).
% 299.74/300.46 94197[0:Res:6567.1,27.1] || member(not_subclass_element(intersection(u,restrict(complement(v),w,x)),y),v)* -> subclass(intersection(u,restrict(complement(v),w,x)),y).
% 299.74/300.46 94288[2:Obv:94235.1] || subclass(intersection(u,restrict(v,w,x)),regular(v))* -> subclass(intersection(u,restrict(v,w,x)),y)* equal(v,null_class).
% 299.74/300.46 94576[0:Res:7760.1,27.1] || member(not_subclass_element(intersection(restrict(complement(u),v,w),x),y),u)* -> subclass(intersection(restrict(complement(u),v,w),x),y).
% 299.74/300.46 94671[2:Obv:94614.1] || subclass(intersection(restrict(u,v,w),x),regular(u))* -> subclass(intersection(restrict(u,v,w),x),y)* equal(u,null_class).
% 299.74/300.46 95147[0:SpR:47963.0,5956.1] || member(inverse(restrict(element_relation,complement(u),universal_class)),universal_class) -> member(ordered_pair(inverse(restrict(element_relation,complement(u),universal_class)),complement(power_class(u))),domain_relation)*.
% 299.74/300.46 95457[4:Res:95322.0,7841.0] || -> equal(complement(successor(complement(restrict(u,v,w)))),null_class) member(regular(complement(successor(complement(restrict(u,v,w))))),cross_product(v,w))*.
% 299.74/300.46 95483[4:Rew:28759.0,95444.1,28759.0,95444.0] || member(not_subclass_element(complement(successor(union(null_class,compose(element_relation,universal_class)))),u),element_relation)* -> subclass(complement(successor(union(null_class,compose(element_relation,universal_class)))),u).
% 299.74/300.46 95617[4:Res:95412.0,7881.0] || subclass(complement(u),v) -> subclass(complement(successor(union(null_class,u))),w) member(not_subclass_element(complement(successor(union(null_class,u))),w),v)*.
% 299.74/300.46 95819[4:Res:95477.0,3481.0] || -> equal(complement(successor(union(null_class,complement(intersection(u,v))))),null_class) member(regular(complement(successor(union(null_class,complement(intersection(u,v)))))),u)*.
% 299.74/300.46 95818[4:Res:95477.0,3482.0] || -> equal(complement(successor(union(null_class,complement(intersection(u,v))))),null_class) member(regular(complement(successor(union(null_class,complement(intersection(u,v)))))),v)*.
% 299.74/300.46 95797[4:Res:95477.0,3479.0] || subclass(u,v) -> equal(complement(successor(union(null_class,complement(u)))),null_class) member(regular(complement(successor(union(null_class,complement(u))))),v)*.
% 299.74/300.46 95907[4:Res:95588.0,7881.0] || subclass(complement(u),v) -> subclass(complement(successor(union(u,null_class))),w) member(not_subclass_element(complement(successor(union(u,null_class))),w),v)*.
% 299.74/300.46 96008[4:Res:95600.0,7881.0] || subclass(complement(u),v) -> subclass(complement(successor(union(u,u))),w) member(not_subclass_element(complement(successor(union(u,u))),w),v)*.
% 299.74/300.46 96243[2:Res:7349.1,48030.0] || subclass(domain_relation,intersection(complement(u),power_class(complement(power_class(v))))) member(ordered_pair(null_class,null_class),union(u,image(element_relation,power_class(v))))* -> .
% 299.74/300.46 96242[2:Res:31230.1,48030.0] || equal(intersection(complement(u),power_class(complement(power_class(v)))),domain_relation) member(ordered_pair(null_class,null_class),union(u,image(element_relation,power_class(v))))* -> .
% 299.74/300.46 96241[0:Res:429.1,48030.0] || subclass(universal_class,intersection(complement(u),power_class(complement(power_class(v))))) member(ordered_pair(w,x),union(u,image(element_relation,power_class(v))))* -> .
% 299.74/300.46 96240[4:Res:27911.1,48030.0] || equal(intersection(complement(u),power_class(complement(power_class(v)))),universal_class) member(ordered_pair(w,x),union(u,image(element_relation,power_class(v))))* -> .
% 299.74/300.46 96222[5:Res:21256.1,48030.0] || subclass(universal_class,intersection(complement(u),power_class(complement(power_class(v))))) member(sum_class(range_of(null_class)),union(u,image(element_relation,power_class(v))))* -> .
% 299.74/300.46 96221[5:Res:25575.1,48030.0] || equal(intersection(complement(u),power_class(complement(power_class(v)))),universal_class) member(sum_class(range_of(null_class)),union(u,image(element_relation,power_class(v))))* -> .
% 299.74/300.46 96215[0:Res:405.1,48030.0] || subclass(universal_class,intersection(complement(u),power_class(complement(power_class(v))))) member(unordered_pair(w,x),union(u,image(element_relation,power_class(v))))* -> .
% 299.74/300.46 96214[4:Res:27909.1,48030.0] || equal(intersection(complement(u),power_class(complement(power_class(v)))),universal_class) member(unordered_pair(w,x),union(u,image(element_relation,power_class(v))))* -> .
% 299.74/300.46 96213[5:Res:21248.1,48030.0] || subclass(universal_class,intersection(complement(u),power_class(complement(power_class(v))))) member(apply(null_class,w),union(u,image(element_relation,power_class(v))))* -> .
% 299.74/300.46 96212[5:Res:25573.1,48030.0] || equal(intersection(complement(u),power_class(complement(power_class(v)))),universal_class) member(apply(null_class,w),union(u,image(element_relation,power_class(v))))* -> .
% 299.74/300.46 96177[4:SpL:28759.0,48030.0] || member(u,intersection(union(null_class,v),power_class(complement(power_class(w)))))* member(u,union(complement(v),image(element_relation,power_class(w)))) -> .
% 299.74/300.46 96309[4:SpL:48838.0,95426.0] || equal(successor(union(image(element_relation,power_class(u)),complement(power_class(v)))),null_class)** -> subclass(universal_class,intersection(power_class(complement(power_class(u))),power_class(v))).
% 299.74/300.46 96308[4:SpL:48835.0,95426.0] || equal(successor(union(complement(power_class(u)),image(element_relation,power_class(v)))),null_class)** -> subclass(universal_class,intersection(power_class(u),power_class(complement(power_class(v))))).
% 299.74/300.46 96562[2:Res:7349.1,48062.0] || subclass(domain_relation,intersection(power_class(complement(power_class(u))),complement(v))) member(ordered_pair(null_class,null_class),union(image(element_relation,power_class(u)),v))* -> .
% 299.74/300.46 96561[2:Res:31230.1,48062.0] || equal(intersection(power_class(complement(power_class(u))),complement(v)),domain_relation) member(ordered_pair(null_class,null_class),union(image(element_relation,power_class(u)),v))* -> .
% 299.74/300.46 96560[0:Res:429.1,48062.0] || subclass(universal_class,intersection(power_class(complement(power_class(u))),complement(v))) member(ordered_pair(w,x),union(image(element_relation,power_class(u)),v))* -> .
% 299.74/300.46 96559[4:Res:27911.1,48062.0] || equal(intersection(power_class(complement(power_class(u))),complement(v)),universal_class) member(ordered_pair(w,x),union(image(element_relation,power_class(u)),v))* -> .
% 299.74/300.46 96541[5:Res:21256.1,48062.0] || subclass(universal_class,intersection(power_class(complement(power_class(u))),complement(v))) member(sum_class(range_of(null_class)),union(image(element_relation,power_class(u)),v))* -> .
% 299.74/300.46 96540[5:Res:25575.1,48062.0] || equal(intersection(power_class(complement(power_class(u))),complement(v)),universal_class) member(sum_class(range_of(null_class)),union(image(element_relation,power_class(u)),v))* -> .
% 299.74/300.46 96534[0:Res:405.1,48062.0] || subclass(universal_class,intersection(power_class(complement(power_class(u))),complement(v))) member(unordered_pair(w,x),union(image(element_relation,power_class(u)),v))* -> .
% 299.74/300.46 96533[4:Res:27909.1,48062.0] || equal(intersection(power_class(complement(power_class(u))),complement(v)),universal_class) member(unordered_pair(w,x),union(image(element_relation,power_class(u)),v))* -> .
% 299.74/300.46 96532[5:Res:21248.1,48062.0] || subclass(universal_class,intersection(power_class(complement(power_class(u))),complement(v))) member(apply(null_class,w),union(image(element_relation,power_class(u)),v))* -> .
% 299.74/300.46 96531[5:Res:25573.1,48062.0] || equal(intersection(power_class(complement(power_class(u))),complement(v)),universal_class) member(apply(null_class,w),union(image(element_relation,power_class(u)),v))* -> .
% 299.74/300.46 96482[4:SpL:28759.0,48062.0] || member(u,intersection(power_class(complement(power_class(v))),union(null_class,w)))* member(u,union(image(element_relation,power_class(v)),complement(w))) -> .
% 299.74/300.46 96705[4:Res:95315.0,905.1] single_valued_class(union(null_class,intersection(union(null_class,cross_product(universal_class,universal_class)),u))) || -> function(union(null_class,intersection(union(null_class,cross_product(universal_class,universal_class)),u)))*.
% 299.74/300.46 96695[4:Res:95315.0,3478.0] || -> equal(union(null_class,intersection(union(null_class,singleton(u)),v)),null_class) equal(regular(union(null_class,intersection(union(null_class,singleton(u)),v))),u)**.
% 299.74/300.46 97037[4:Res:95358.0,905.1] single_valued_class(union(null_class,intersection(u,union(null_class,cross_product(universal_class,universal_class))))) || -> function(union(null_class,intersection(u,union(null_class,cross_product(universal_class,universal_class)))))*.
% 299.74/300.46 97027[4:Res:95358.0,3478.0] || -> equal(union(null_class,intersection(u,union(null_class,singleton(v)))),null_class) equal(regular(union(null_class,intersection(u,union(null_class,singleton(v))))),v)**.
% 299.74/300.46 97083[6:SpR:48870.0,32578.1] || -> member(null_class,intersection(power_class(u),union(v,complement(power_class(w))))) member(null_class,union(complement(power_class(u)),intersection(complement(v),power_class(w))))*.
% 299.74/300.46 97067[4:SpR:48870.0,28759.0] || -> equal(complement(union(complement(power_class(u)),intersection(complement(v),power_class(w)))),union(null_class,intersection(power_class(u),union(v,complement(power_class(w))))))**.
% 299.74/300.46 97611[4:Rew:80005.0,97578.1] single_valued_class(union(null_class,intersection(union(cross_product(universal_class,universal_class),null_class),u))) || -> function(union(null_class,intersection(union(null_class,cross_product(universal_class,universal_class)),u)))*.
% 299.74/300.46 97785[6:SpR:48871.0,32578.1] || -> member(null_class,intersection(union(u,complement(power_class(v))),power_class(w))) member(null_class,union(intersection(complement(u),power_class(v)),complement(power_class(w))))*.
% 299.74/300.46 97769[4:SpR:48871.0,28759.0] || -> equal(complement(union(intersection(complement(u),power_class(v)),complement(power_class(w)))),union(null_class,intersection(union(u,complement(power_class(v))),power_class(w))))**.
% 299.74/300.46 98279[4:Rew:80005.0,98251.1] single_valued_class(union(null_class,intersection(u,union(cross_product(universal_class,universal_class),null_class)))) || -> function(union(null_class,intersection(u,union(null_class,cross_product(universal_class,universal_class)))))*.
% 299.74/300.46 98472[6:SpR:48872.0,32578.1] || -> member(null_class,intersection(union(complement(power_class(u)),v),power_class(w))) member(null_class,union(intersection(power_class(u),complement(v)),complement(power_class(w))))*.
% 299.74/300.46 98456[4:SpR:48872.0,28759.0] || -> equal(complement(union(intersection(power_class(u),complement(v)),complement(power_class(w)))),union(null_class,intersection(union(complement(power_class(u)),v),power_class(w))))**.
% 299.74/300.46 98877[4:Res:95309.0,905.1] single_valued_class(intersection(intersection(union(null_class,cross_product(universal_class,universal_class)),u),v)) || -> function(intersection(intersection(union(null_class,cross_product(universal_class,universal_class)),u),v))*.
% 299.74/300.46 98866[4:Res:95309.0,3478.0] || -> equal(intersection(intersection(union(null_class,singleton(u)),v),w),null_class) equal(regular(intersection(intersection(union(null_class,singleton(u)),v),w)),u)**.
% 299.74/300.46 99009[4:Res:95320.0,905.1] single_valued_class(intersection(u,intersection(v,union(null_class,cross_product(universal_class,universal_class))))) || -> function(intersection(u,intersection(v,union(null_class,cross_product(universal_class,universal_class)))))*.
% 299.74/300.46 98998[4:Res:95320.0,3478.0] || -> equal(intersection(u,intersection(v,union(null_class,singleton(w)))),null_class) equal(regular(intersection(u,intersection(v,union(null_class,singleton(w))))),w)**.
% 299.74/300.46 99135[4:Res:95350.0,905.1] single_valued_class(intersection(u,intersection(union(null_class,cross_product(universal_class,universal_class)),v))) || -> function(intersection(u,intersection(union(null_class,cross_product(universal_class,universal_class)),v)))*.
% 299.74/300.46 99124[4:Res:95350.0,3478.0] || -> equal(intersection(u,intersection(union(null_class,singleton(v)),w)),null_class) equal(regular(intersection(u,intersection(union(null_class,singleton(v)),w))),v)**.
% 299.74/300.46 99191[6:SpR:48874.0,32578.1] || -> member(null_class,intersection(power_class(u),union(complement(power_class(v)),w))) member(null_class,union(complement(power_class(u)),intersection(power_class(v),complement(w))))*.
% 299.74/300.46 99175[4:SpR:48874.0,28759.0] || -> equal(complement(union(complement(power_class(u)),intersection(power_class(v),complement(w)))),union(null_class,intersection(power_class(u),union(complement(power_class(v)),w))))**.
% 299.74/300.46 99562[4:Res:95356.0,905.1] single_valued_class(intersection(intersection(u,union(null_class,cross_product(universal_class,universal_class))),v)) || -> function(intersection(intersection(u,union(null_class,cross_product(universal_class,universal_class))),v))*.
% 299.74/300.46 99551[4:Res:95356.0,3478.0] || -> equal(intersection(intersection(u,union(null_class,singleton(v))),w),null_class) equal(regular(intersection(intersection(u,union(null_class,singleton(v))),w)),v)**.
% 299.74/300.46 99928[0:Res:60.0,3486.0] || -> equal(compose(u,v),null_class) equal(ordered_pair(first(regular(compose(u,v))),second(regular(compose(u,v)))),regular(compose(u,v)))**.
% 299.74/300.46 100165[4:SpR:28759.0,7971.2] || member(u,universal_class) -> member(u,image(element_relation,union(complement(v),w))) member(u,power_class(intersection(union(null_class,v),complement(w))))*.
% 299.74/300.46 100137[4:SpR:28759.0,7971.2] || member(u,universal_class) -> member(u,image(element_relation,union(v,complement(w)))) member(u,power_class(intersection(complement(v),union(null_class,w))))*.
% 299.74/300.46 100268[4:Rew:28748.0,100149.3] || equal(successor(u),null_class) member(v,universal_class) -> member(v,image(element_relation,union(u,w)))* member(v,power_class(complement(w))).
% 299.74/300.46 100269[4:Rew:28748.0,100121.3,75578.0,100121.3] || equal(successor(u),null_class) member(v,universal_class) -> member(v,image(element_relation,union(w,u)))* member(v,power_class(complement(w))).
% 299.74/300.46 100448[4:Res:7349.1,17679.1] || subclass(domain_relation,cross_product(singleton(u),universal_class))* member(u,universal_class) member(ordered_pair(null_class,null_class),v)* -> member(u,cantor(v))*.
% 299.74/300.46 100447[4:Res:31230.1,17679.1] || equal(cross_product(singleton(u),universal_class),domain_relation)** member(u,universal_class) member(ordered_pair(null_class,null_class),v)* -> member(u,cantor(v))*.
% 299.74/300.46 100920[4:SpL:28759.0,8658.1] || member(u,intersection(complement(v),union(complement(w),x))) member(u,union(v,intersection(union(null_class,w),complement(x))))* -> .
% 299.74/300.46 100892[4:SpL:28759.0,8658.1] || member(u,intersection(complement(v),union(w,complement(x)))) member(u,union(v,intersection(complement(w),union(null_class,x))))* -> .
% 299.74/300.46 101095[4:Rew:28748.0,100904.2] || equal(successor(u),null_class) member(v,intersection(complement(w),union(u,x)))* member(v,union(w,complement(x))) -> .
% 299.74/300.46 101096[4:Rew:28748.0,100876.2,75578.0,100876.2] || equal(successor(u),null_class) member(v,intersection(complement(w),union(x,u)))* member(v,union(w,complement(x))) -> .
% 299.74/300.46 101416[4:Rew:80005.0,101376.1] single_valued_class(intersection(intersection(union(cross_product(universal_class,universal_class),null_class),u),v)) || -> function(intersection(intersection(union(null_class,cross_product(universal_class,universal_class)),u),v))*.
% 299.74/300.46 101563[4:Rew:80005.0,101530.1] single_valued_class(intersection(u,intersection(v,union(cross_product(universal_class,universal_class),null_class)))) || -> function(intersection(u,intersection(v,union(null_class,cross_product(universal_class,universal_class)))))*.
% 299.74/300.46 101629[4:SpL:28759.0,8668.1] || member(u,intersection(union(complement(v),w),complement(x))) member(u,union(intersection(union(null_class,v),complement(w)),x))* -> .
% 299.74/300.46 101601[4:SpL:28759.0,8668.1] || member(u,intersection(union(v,complement(w)),complement(x))) member(u,union(intersection(complement(v),union(null_class,w)),x))* -> .
% 299.74/300.46 101808[4:Rew:28748.0,101613.2] || equal(successor(u),null_class) member(v,intersection(union(u,w),complement(x)))* member(v,union(complement(w),x)) -> .
% 299.74/300.46 101809[4:Rew:28748.0,101585.2,75578.0,101585.2] || equal(successor(u),null_class) member(v,intersection(union(w,u),complement(x)))* member(v,union(complement(w),x)) -> .
% 299.74/300.46 101953[4:Rew:80005.0,101915.1] single_valued_class(intersection(u,intersection(union(cross_product(universal_class,universal_class),null_class),v))) || -> function(intersection(u,intersection(union(null_class,cross_product(universal_class,universal_class)),v)))*.
% 299.74/300.46 102105[4:Rew:80005.0,102070.1] single_valued_class(intersection(intersection(u,union(cross_product(universal_class,universal_class),null_class)),v)) || -> function(intersection(intersection(u,union(null_class,cross_product(universal_class,universal_class))),v))*.
% 299.74/300.46 102321[4:Rew:102293.0,91995.1] || member(u,symmetric_difference(complement(v),union(w,apply(null_class,x))))* -> member(u,union(v,complement(union(w,apply(null_class,y)))))*.
% 299.74/300.46 102323[4:Rew:102293.0,91479.1] || member(u,symmetric_difference(union(v,apply(null_class,w)),complement(x)))* -> member(u,union(complement(union(v,apply(null_class,y))),x))*.
% 299.74/300.46 102325[4:Rew:102293.0,91989.1] || member(u,symmetric_difference(complement(v),union(w,sum_class(range_of(null_class)))))* -> member(u,union(v,complement(union(w,apply(null_class,x)))))*.
% 299.74/300.46 102330[4:Rew:102293.0,91473.1] || member(u,symmetric_difference(union(v,sum_class(range_of(null_class))),complement(w)))* -> member(u,union(complement(union(v,apply(null_class,x))),w))*.
% 299.74/300.46 102360[4:Rew:102293.0,92018.1] || member(u,symmetric_difference(complement(v),union(apply(null_class,w),x)))* -> member(u,union(v,complement(union(sum_class(range_of(null_class)),x)))).
% 299.74/300.46 102362[4:Rew:102293.0,92019.1] || member(u,symmetric_difference(complement(v),union(apply(null_class,w),x)))* -> member(u,union(v,complement(union(apply(null_class,y),x))))*.
% 299.74/300.46 102366[0:Rew:102293.0,91495.1] || member(u,symmetric_difference(union(symmetric_difference(v,w),x),complement(y)))* -> member(u,union(complement(union(symmetric_difference(w,v),x)),y)).
% 299.74/300.46 102370[0:Rew:102293.0,88337.0] || subclass(u,complement(union(symmetric_difference(v,w),x)))* member(regular(u),union(symmetric_difference(w,v),x)) -> equal(u,null_class).
% 299.74/300.46 102378[0:Rew:102293.0,88303.0] || member(regular(union(symmetric_difference(u,v),w)),complement(union(symmetric_difference(v,u),w)))* -> equal(union(symmetric_difference(u,v),w),null_class).
% 299.74/300.46 102384[4:Rew:102293.0,91497.1] || member(u,symmetric_difference(union(sum_class(range_of(null_class)),v),complement(w)))* -> member(u,union(complement(union(apply(null_class,x),v)),w))*.
% 299.74/300.46 102390[4:Rew:102293.0,84224.0] || member(regular(union(apply(null_class,u),v)),complement(union(apply(null_class,w),v)))* -> equal(union(apply(null_class,u),v),null_class).
% 299.74/300.46 102393[4:Rew:102293.0,91503.1] || member(u,symmetric_difference(union(apply(null_class,v),w),complement(x)))* -> member(u,union(complement(union(apply(null_class,y),w)),x))*.
% 299.74/300.46 102397[4:Rew:102293.0,92013.1] || member(u,symmetric_difference(complement(v),union(sum_class(range_of(null_class)),w)))* -> member(u,union(v,complement(union(apply(null_class,x),w))))*.
% 299.74/300.46 102403[4:Rew:102293.0,85562.0] || subclass(u,complement(union(apply(null_class,v),w)))* member(regular(u),union(sum_class(range_of(null_class)),w)) -> equal(u,null_class).
% 299.74/300.46 102404[4:Rew:102293.0,85568.0] || subclass(u,complement(union(apply(null_class,v),w)))* member(regular(u),union(apply(null_class,x),w))* -> equal(u,null_class).
% 299.74/300.46 102409[0:Rew:102293.0,91471.1] || member(u,symmetric_difference(union(v,symmetric_difference(w,x)),complement(y)))* -> member(u,union(complement(union(v,symmetric_difference(x,w))),y)).
% 299.74/300.46 102413[0:Rew:102293.0,88350.0] || subclass(u,complement(union(v,symmetric_difference(w,x))))* member(regular(u),union(v,symmetric_difference(x,w))) -> equal(u,null_class).
% 299.74/300.46 102421[4:Rew:102293.0,85540.0] || subclass(u,complement(union(v,apply(null_class,w))))* member(regular(u),union(v,sum_class(range_of(null_class)))) -> equal(u,null_class).
% 299.74/300.46 102422[4:Rew:102293.0,85546.0] || subclass(u,complement(union(v,apply(null_class,w))))* member(regular(u),union(v,apply(null_class,x)))* -> equal(u,null_class).
% 299.74/300.46 102428[4:Rew:102293.0,85545.0] || subclass(u,complement(union(v,sum_class(range_of(null_class)))))* member(regular(u),union(v,apply(null_class,w)))* -> equal(u,null_class).
% 299.74/300.46 102430[4:Rew:102293.0,91478.1] || member(u,symmetric_difference(union(v,apply(null_class,w)),complement(x)))* -> member(u,union(complement(union(v,sum_class(range_of(null_class)))),x)).
% 299.74/300.46 102435[4:Rew:102293.0,91502.1] || member(u,symmetric_difference(union(apply(null_class,v),w),complement(x)))* -> member(u,union(complement(union(sum_class(range_of(null_class)),w)),x)).
% 299.74/300.46 102440[4:Rew:102293.0,82763.0] || member(regular(union(apply(null_class,u),v)),complement(union(sum_class(range_of(null_class)),v)))* -> equal(union(apply(null_class,u),v),null_class).
% 299.74/300.46 102442[4:Rew:102293.0,85567.0] || subclass(u,complement(union(sum_class(range_of(null_class)),v)))* member(regular(u),union(apply(null_class,w),v))* -> equal(u,null_class).
% 299.74/300.46 102456[4:Rew:102293.0,82812.0] || member(regular(union(sum_class(range_of(null_class)),u)),complement(union(apply(null_class,v),u)))* -> equal(union(sum_class(range_of(null_class)),u),null_class).
% 299.74/300.46 102473[0:Rew:102293.0,88332.0] || member(regular(union(u,symmetric_difference(v,w))),complement(union(u,symmetric_difference(w,v))))* -> equal(union(u,symmetric_difference(v,w)),null_class).
% 299.74/300.46 102478[4:Rew:102293.0,84250.0] || member(regular(union(u,apply(null_class,v))),complement(union(u,apply(null_class,w))))* -> equal(union(u,apply(null_class,v)),null_class).
% 299.74/300.46 102482[4:Rew:102293.0,82838.0] || member(regular(union(u,sum_class(range_of(null_class)))),complement(union(u,apply(null_class,v))))* -> equal(union(u,sum_class(range_of(null_class))),null_class).
% 299.74/300.46 102487[4:Rew:102293.0,82789.0] || member(regular(union(u,apply(null_class,v))),complement(union(u,sum_class(range_of(null_class)))))* -> equal(union(u,apply(null_class,v)),null_class).
% 299.74/300.46 102491[0:Rew:102293.0,92011.1] || member(u,symmetric_difference(complement(v),union(symmetric_difference(w,x),y)))* -> member(u,union(v,complement(union(symmetric_difference(x,w),y)))).
% 299.74/300.46 102530[0:Rew:102293.0,91987.1] || member(u,symmetric_difference(complement(v),union(w,symmetric_difference(x,y))))* -> member(u,union(v,complement(union(w,symmetric_difference(y,x))))).
% 299.74/300.46 102532[4:Rew:102293.0,91994.1] || member(u,symmetric_difference(complement(v),union(w,apply(null_class,x))))* -> member(u,union(v,complement(union(w,sum_class(range_of(null_class)))))).
% 299.74/300.46 102555[0:Rew:102293.0,56362.1] || member(u,symmetric_difference(complement(v),union(w,x)))* subclass(union(v,complement(union(w,x))),y)* -> member(u,y)*.
% 299.74/300.46 102620[0:Rew:102293.0,64327.0] || subclass(ordered_pair(u,v),power_class(complement(union(w,x)))) member(unordered_pair(u,singleton(v)),image(element_relation,union(w,x)))* -> .
% 299.74/300.46 102897[4:Rew:102293.0,101010.0] || equal(union(u,complement(union(v,w))),singleton(singleton(null_class))) member(singleton(null_class),intersection(complement(u),union(v,w)))* -> .
% 299.74/300.46 102925[0:Rew:102293.0,64300.0] || subclass(u,power_class(complement(union(v,w)))) member(not_subclass_element(u,x),image(element_relation,union(v,w)))* -> subclass(u,x).
% 299.74/300.46 102935[0:Rew:102293.0,33098.1] || member(u,universal_class) subclass(universal_class,power_class(complement(union(v,w)))) member(power_class(u),image(element_relation,union(v,w)))* -> .
% 299.74/300.46 102936[0:Rew:102293.0,32980.1] || member(u,universal_class) subclass(universal_class,power_class(complement(union(v,w)))) member(sum_class(u),image(element_relation,union(v,w)))* -> .
% 299.74/300.46 102991[0:Rew:102293.0,56365.1] || member(u,symmetric_difference(union(v,w),complement(x)))* subclass(union(complement(union(v,w)),x),y)* -> member(u,y)*.
% 299.74/300.46 103064[0:Rew:102293.0,45550.0] || subclass(u,symmetric_difference(intersection(v,w),complement(union(v,w))))* -> equal(u,null_class) member(regular(u),complement(symmetric_difference(v,w))).
% 299.74/300.46 104251[0:Rew:80005.0,103104.0] || -> equal(union(intersection(u,complement(union(v,w))),intersection(complement(u),union(v,w))),complement(symmetric_difference(u,complement(union(v,w)))))**.
% 299.74/300.46 103234[4:Rew:102293.0,101721.0] || equal(union(complement(union(u,v)),w),singleton(singleton(null_class))) member(singleton(null_class),intersection(union(u,v),complement(w)))* -> .
% 299.74/300.46 103298[0:Rew:102293.0,24067.0] || -> subclass(complement(successor(image(element_relation,union(u,v)))),intersection(power_class(complement(union(u,v))),complement(singleton(image(element_relation,union(u,v))))))*.
% 299.74/300.46 103321[0:Rew:102293.0,48948.0] || member(not_subclass_element(image(element_relation,union(u,v)),w),power_class(complement(union(u,v))))* -> subclass(image(element_relation,union(u,v)),w).
% 299.74/300.46 103357[9:Rew:102293.0,101097.2] function(intersection(complement(u),complement(v))) || member(w,union(u,v)) member(w,successor(complement(union(u,v))))* -> .
% 299.74/300.46 103358[9:Rew:102293.0,91627.2] function(intersection(complement(u),complement(v))) || member(w,complement(union(u,v))) -> member(w,successor(complement(union(u,v))))*.
% 299.74/300.46 103469[0:Rew:102293.0,80052.0] || -> equal(union(intersection(union(u,v),complement(w)),intersection(complement(union(u,v)),w)),complement(symmetric_difference(complement(union(u,v)),w)))**.
% 299.74/300.46 103533[4:Rew:103496.0,98686.0] || equal(union(null_class,intersection(union(complement(power_class(u)),v),power_class(w))),union(intersection(power_class(u),complement(v)),complement(power_class(w))))** -> .
% 299.74/300.46 103535[4:Rew:103496.0,97991.0] || equal(union(null_class,intersection(union(u,complement(power_class(v))),power_class(w))),union(intersection(complement(u),power_class(v)),complement(power_class(w))))** -> .
% 299.74/300.46 103539[4:Rew:103496.0,99405.0] || equal(union(null_class,intersection(power_class(u),union(complement(power_class(v)),w))),union(complement(power_class(u)),intersection(power_class(v),complement(w))))** -> .
% 299.74/300.46 103541[4:Rew:103496.0,97289.0] || equal(union(null_class,intersection(power_class(u),union(v,complement(power_class(w))))),union(complement(power_class(u)),intersection(complement(v),power_class(w))))** -> .
% 299.74/300.46 103706[4:Rew:103496.0,99903.1] single_valued_class(intersection(union(null_class,union(cross_product(universal_class,universal_class),cross_product(universal_class,universal_class))),u)) || -> function(intersection(union(null_class,cross_product(universal_class,universal_class)),u))*.
% 299.74/300.46 103709[4:Rew:103496.0,100857.1] single_valued_class(intersection(u,union(null_class,union(cross_product(universal_class,universal_class),cross_product(universal_class,universal_class))))) || -> function(intersection(u,union(null_class,cross_product(universal_class,universal_class))))*.
% 299.74/300.46 104289[0:Rew:102293.0,103058.0] || member(u,intersection(union(v,w),complement(singleton(complement(union(v,w))))))* member(u,successor(complement(union(v,w)))) -> .
% 299.74/300.46 104290[0:Rew:103948.0,103060.0] || -> equal(union(u,intersection(union(v,w),complement(singleton(complement(union(v,w)))))),union(u,complement(successor(complement(union(v,w))))))**.
% 299.74/300.46 104292[0:Rew:103959.0,103362.0] || -> equal(union(intersection(union(u,v),complement(singleton(complement(union(u,v))))),w),union(w,complement(successor(complement(union(u,v))))))**.
% 299.74/300.46 106318[0:Res:102457.0,7881.0] || subclass(complement(union(u,v)),w) -> subclass(complement(union(v,u)),x) member(not_subclass_element(complement(union(v,u)),x),w)*.
% 299.74/300.46 106496[4:Res:104084.0,3479.0] || subclass(union(u,v),w) -> equal(regular(complement(union(u,v))),null_class) member(regular(regular(complement(union(u,v)))),w)*.
% 299.74/300.46 106907[4:Res:106883.0,9800.1] || member(regular(complement(successor(null_class))),universal_class) -> equal(regular(complement(successor(null_class))),null_class) equal(apply(choice,regular(complement(successor(null_class)))),null_class)**.
% 299.74/300.46 107340[4:Res:106506.0,7729.0] || member(regular(regular(union(null_class,complement(regular(u))))),u)* -> equal(regular(union(null_class,complement(regular(u)))),null_class) equal(u,null_class).
% 299.74/300.46 107339[4:Res:106506.0,3483.0] || -> equal(regular(union(null_class,complement(restrict(u,v,w)))),null_class) member(regular(regular(union(null_class,complement(restrict(u,v,w))))),u)*.
% 299.74/300.46 107452[4:SpR:48874.0,107357.0] || -> subclass(regular(union(null_class,intersection(power_class(u),union(complement(power_class(v)),w)))),union(complement(power_class(u)),intersection(power_class(v),complement(w))))*.
% 299.74/300.46 107451[4:SpR:48870.0,107357.0] || -> subclass(regular(union(null_class,intersection(power_class(u),union(v,complement(power_class(w)))))),union(complement(power_class(u)),intersection(complement(v),power_class(w))))*.
% 299.74/300.46 107450[4:SpR:48872.0,107357.0] || -> subclass(regular(union(null_class,intersection(union(complement(power_class(u)),v),power_class(w)))),union(intersection(power_class(u),complement(v)),complement(power_class(w))))*.
% 299.74/300.46 107449[4:SpR:48871.0,107357.0] || -> subclass(regular(union(null_class,intersection(union(u,complement(power_class(v))),power_class(w)))),union(intersection(complement(u),power_class(v)),complement(power_class(w))))*.
% 299.74/300.46 107646[0:SpL:103871.0,48187.0] || member(u,intersection(power_class(v),power_class(complement(successor(w))))) member(u,union(complement(power_class(v)),image(element_relation,successor(w))))* -> .
% 299.74/300.46 107642[0:SpL:103871.0,47998.0] || member(u,intersection(power_class(complement(successor(v))),power_class(w))) member(u,union(image(element_relation,successor(v)),complement(power_class(w))))* -> .
% 299.74/300.46 107701[0:Rew:103871.0,107638.1] || member(regular(intersection(u,power_class(complement(successor(v))))),image(element_relation,successor(v)))* -> equal(intersection(u,power_class(complement(successor(v)))),null_class).
% 299.74/300.46 107702[0:Rew:103871.0,107620.1] || member(regular(intersection(power_class(complement(successor(u))),v)),image(element_relation,successor(u)))* -> equal(intersection(power_class(complement(successor(u))),v),null_class).
% 299.74/300.46 108360[0:SpL:103948.0,6315.1] || member(u,universal_class) subclass(universal_class,union(v,complement(successor(w)))) member(sum_class(u),intersection(complement(v),successor(w)))* -> .
% 299.74/300.46 108359[0:SpL:103948.0,6374.1] || member(u,universal_class) subclass(universal_class,union(v,complement(successor(w)))) member(power_class(u),intersection(complement(v),successor(w)))* -> .
% 299.74/300.46 108305[0:SpR:102302.0,103948.0] || -> equal(complement(intersection(union(u,complement(union(v,w))),successor(x))),union(intersection(complement(u),union(v,w)),complement(successor(x))))**.
% 299.74/300.46 108298[0:SpR:102312.0,103948.0] || -> equal(complement(intersection(union(complement(union(u,v)),w),successor(x))),union(intersection(union(u,v),complement(w)),complement(successor(x))))**.
% 299.74/300.46 108287[0:SpR:103948.0,102312.0] || -> equal(complement(intersection(union(u,v),union(w,complement(successor(x))))),union(complement(union(u,v)),intersection(complement(w),successor(x))))**.
% 299.74/300.46 108262[0:SpR:103948.0,102302.0] || -> equal(complement(intersection(union(u,complement(successor(v))),union(w,x))),union(intersection(complement(u),successor(v)),complement(union(w,x))))**.
% 299.74/300.46 108449[0:Rew:103948.0,108369.1] || member(not_subclass_element(u,union(v,complement(successor(w)))),symmetric_difference(complement(v),successor(w)))* -> subclass(u,union(v,complement(successor(w)))).
% 299.74/300.46 108450[0:Rew:103948.0,108332.1] || member(not_subclass_element(union(u,complement(successor(v))),w),intersection(complement(u),successor(v)))* -> subclass(union(u,complement(successor(v))),w).
% 299.74/300.46 108535[4:Res:106492.0,3479.0] || subclass(union(u,null_class),v) -> equal(regular(union(null_class,complement(u))),null_class) member(regular(regular(union(null_class,complement(u)))),v)*.
% 299.74/300.46 108592[4:Rew:103496.0,108509.0,80005.0,108509.0] || -> subclass(regular(union(complement(power_class(u)),intersection(power_class(v),complement(w)))),union(null_class,intersection(power_class(u),union(complement(power_class(v)),w))))*.
% 299.74/300.46 108593[4:Rew:103496.0,108508.0,80005.0,108508.0] || -> subclass(regular(union(complement(power_class(u)),intersection(complement(v),power_class(w)))),union(null_class,intersection(power_class(u),union(v,complement(power_class(w))))))*.
% 299.74/300.46 108594[4:Rew:103496.0,108507.0,80005.0,108507.0] || -> subclass(regular(union(intersection(power_class(u),complement(v)),complement(power_class(w)))),union(null_class,intersection(union(complement(power_class(u)),v),power_class(w))))*.
% 299.74/300.46 108595[4:Rew:103496.0,108506.0,80005.0,108506.0] || -> subclass(regular(union(intersection(complement(u),power_class(v)),complement(power_class(w)))),union(null_class,intersection(union(u,complement(power_class(v))),power_class(w))))*.
% 299.74/300.46 108668[4:Res:106493.0,3479.0] || subclass(union(null_class,u),v) -> equal(regular(union(null_class,complement(u))),null_class) member(regular(regular(union(null_class,complement(u)))),v)*.
% 299.74/300.46 108736[4:SpL:48838.0,107302.0] || subclass(union(image(element_relation,power_class(u)),complement(power_class(v))),null_class)* -> subclass(regular(null_class),intersection(power_class(complement(power_class(u))),power_class(v))).
% 299.74/300.46 108735[4:SpL:48835.0,107302.0] || subclass(union(complement(power_class(u)),image(element_relation,power_class(v))),null_class)* -> subclass(regular(null_class),intersection(power_class(u),power_class(complement(power_class(v))))).
% 299.74/300.46 108825[4:Res:107528.0,7881.0] || subclass(union(null_class,complement(u)),v) -> subclass(regular(union(u,null_class)),w) member(not_subclass_element(regular(union(u,null_class)),w),v)*.
% 299.74/300.46 109219[4:Res:107529.0,7881.0] || subclass(union(null_class,complement(u)),v) -> subclass(regular(union(null_class,u)),w) member(not_subclass_element(regular(union(null_class,u)),w),v)*.
% 299.74/300.46 109356[4:Res:106491.0,3479.0] || subclass(union(u,u),v)* -> equal(regular(union(null_class,complement(u))),null_class) member(regular(regular(union(null_class,complement(u)))),v)*.
% 299.74/300.46 109464[9:Res:107477.1,10202.0] function(compose(element_relation,universal_class)) || member(regular(regular(successor(compose(element_relation,universal_class)))),element_relation)* -> equal(regular(successor(compose(element_relation,universal_class))),null_class).
% 299.74/300.46 109531[4:Res:107527.0,7881.0] || subclass(union(null_class,complement(u)),v) -> subclass(regular(union(u,u)),w) member(not_subclass_element(regular(union(u,u)),w),v)*.
% 299.74/300.46 110063[0:SpL:106411.0,6564.0] || member(not_subclass_element(intersection(u,complement(union(v,w))),x),union(w,v))* -> subclass(intersection(u,complement(union(w,v))),x).
% 299.74/300.46 110044[0:SpL:106411.0,7756.0] || member(not_subclass_element(intersection(complement(union(u,v)),w),x),union(v,u))* -> subclass(intersection(complement(union(v,u)),w),x).
% 299.74/300.46 109909[0:SpR:106411.0,569.0] || -> equal(intersection(union(u,union(v,w)),union(complement(u),complement(union(w,v)))),symmetric_difference(complement(u),complement(union(w,v))))**.
% 299.74/300.46 109855[0:SpR:106411.0,569.0] || -> equal(intersection(union(union(u,v),w),union(complement(union(v,u)),complement(w))),symmetric_difference(complement(union(v,u)),complement(w)))**.
% 299.74/300.46 110321[4:Res:107482.0,7881.0] || subclass(complement(union(u,v)),w) -> subclass(regular(union(u,v)),x) member(not_subclass_element(regular(union(u,v)),x),w)*.
% 299.74/300.46 110432[4:Res:109034.0,3479.0] || subclass(symmetric_difference(u,v),w) -> equal(regular(complement(symmetric_difference(v,u))),null_class) member(regular(regular(complement(symmetric_difference(v,u)))),w)*.
% 299.74/300.46 110563[4:Res:109837.0,3479.0] || subclass(union(u,v),w) -> equal(regular(complement(union(v,u))),null_class) member(regular(regular(complement(union(v,u)))),w)*.
% 299.74/300.46 110744[0:Res:431.1,102304.0] || subclass(ordered_pair(u,v),image(element_relation,union(w,x))) member(unordered_pair(u,singleton(v)),power_class(complement(union(w,x))))* -> .
% 299.74/300.46 110716[0:Res:417.2,102304.0] || subclass(u,image(element_relation,union(v,w))) member(not_subclass_element(u,x),power_class(complement(union(v,w))))* -> subclass(u,x).
% 299.74/300.46 111009[4:Res:110094.0,7881.0] || subclass(complement(union(u,v)),w) -> subclass(regular(union(v,u)),x) member(not_subclass_element(regular(union(v,u)),x),w)*.
% 299.74/300.46 111139[4:Res:110385.0,3479.0] || subclass(symmetric_difference(u,v),w) -> equal(regular(complement(symmetric_difference(u,v))),null_class) member(regular(regular(complement(symmetric_difference(u,v)))),w)*.
% 299.74/300.46 111265[0:Res:73202.0,3479.0] || subclass(intersection(u,v),w) -> equal(intersection(intersection(x,u),v),null_class) member(regular(intersection(intersection(x,u),v)),w)*.
% 299.74/300.46 111708[0:Res:73203.0,3479.0] || subclass(intersection(u,v),w) -> equal(intersection(intersection(u,x),v),null_class) member(regular(intersection(intersection(u,x),v)),w)*.
% 299.74/300.46 112897[0:Res:13341.2,102295.0] || subclass(universal_class,symmetric_difference(complement(u),union(v,w))) -> equal(x,null_class) member(regular(x),union(u,complement(union(v,w))))*.
% 299.74/300.46 112882[0:Res:415.2,102295.0] || subclass(u,symmetric_difference(complement(v),union(w,x))) -> equal(u,null_class) member(regular(u),union(v,complement(union(w,x))))*.
% 299.74/300.46 112841[4:SpL:75150.0,102295.0] || member(u,symmetric_difference(complement(apply(null_class,v)),union(w,x)))* -> member(u,union(apply(null_class,y),complement(union(w,x))))*.
% 299.74/300.46 112840[4:SpL:75151.0,102295.0] || member(u,symmetric_difference(complement(sum_class(range_of(null_class))),union(v,w)))* -> member(u,union(apply(null_class,x),complement(union(v,w))))*.
% 299.74/300.46 112833[4:SpL:75151.0,102295.0] || member(u,symmetric_difference(complement(apply(null_class,v)),union(w,x)))* -> member(u,union(sum_class(range_of(null_class)),complement(union(w,x)))).
% 299.74/300.46 112831[0:SpL:80128.0,102295.0] || member(u,symmetric_difference(complement(symmetric_difference(v,w)),union(x,y)))* -> member(u,union(symmetric_difference(w,v),complement(union(x,y)))).
% 299.74/300.46 113188[6:SpL:112707.0,62.0] || member(u,range_of(null_class)) member(ordered_pair(v,u),cross_product(universal_class,universal_class)) -> member(ordered_pair(v,u),compose(successor(null_class),w))*.
% 299.74/300.46 113328[0:Res:13341.2,102309.0] || subclass(universal_class,symmetric_difference(union(u,v),complement(w))) -> equal(x,null_class) member(regular(x),union(complement(union(u,v)),w))*.
% 299.74/300.46 113313[0:Res:415.2,102309.0] || subclass(u,symmetric_difference(union(v,w),complement(x))) -> equal(u,null_class) member(regular(u),union(complement(union(v,w)),x))*.
% 299.74/300.46 113397[4:Rew:103478.0,113234.1] || member(u,symmetric_difference(union(v,w),complement(apply(null_class,x))))* -> member(u,union(sum_class(range_of(null_class)),complement(union(v,w)))).
% 299.74/300.46 113231[0:SpL:106411.0,102309.0] || member(u,symmetric_difference(union(v,w),complement(union(x,y))))* -> member(u,union(complement(union(v,w)),union(y,x))).
% 299.74/300.46 113230[4:SpL:29733.0,102309.0] || member(u,symmetric_difference(union(v,w),union(null_class,complement(x))))* -> member(u,union(complement(union(v,w)),union(null_class,x))).
% 299.74/300.46 113229[4:SpL:74143.0,102309.0] || member(u,symmetric_difference(union(v,w),union(null_class,complement(x))))* -> member(u,union(complement(union(v,w)),union(x,null_class))).
% 299.74/300.46 113228[4:SpL:36664.0,102309.0] || member(u,symmetric_difference(union(v,w),union(null_class,complement(x))))* -> member(u,union(complement(union(v,w)),union(x,x)))*.
% 299.74/300.46 113224[0:SpL:80128.0,102309.0] || member(u,symmetric_difference(union(v,w),complement(symmetric_difference(x,y))))* -> member(u,union(complement(union(v,w)),symmetric_difference(y,x))).
% 299.74/300.46 114193[4:Res:19302.1,102294.0] || equal(intersection(complement(u),union(v,w)),singleton(singleton(null_class))) member(singleton(null_class),union(u,complement(union(v,w))))* -> .
% 299.74/300.46 114668[4:Res:111679.0,3479.0] || subclass(intersection(u,v),w) -> equal(intersection(union(null_class,u),v),null_class) member(regular(intersection(union(null_class,u),v)),w)*.
% 299.74/300.46 114812[4:Res:111680.0,3479.0] || subclass(intersection(u,v),w) -> equal(intersection(union(u,null_class),v),null_class) member(regular(intersection(union(u,null_class),v)),w)*.
% 299.74/300.46 114974[4:Res:114571.0,3479.0] || subclass(intersection(u,v),w) -> equal(intersection(union(null_class,v),u),null_class) member(regular(intersection(union(null_class,v),u)),w)*.
% 299.74/300.46 115165[4:Res:19302.1,102308.0] || equal(intersection(union(u,v),complement(w)),singleton(singleton(null_class))) member(singleton(null_class),union(complement(union(u,v)),w))* -> .
% 299.74/300.46 116020[4:Rew:103496.0,116019.0,28759.0,116019.0] || -> equal(union(u,union(null_class,intersection(union(v,w),union(x,y)))),union(u,intersection(union(v,w),union(x,y))))**.
% 299.74/300.46 116023[4:Rew:103496.0,116022.0,28759.0,116022.0] || -> equal(union(union(null_class,intersection(union(u,v),union(w,x))),y),union(intersection(union(u,v),union(w,x)),y))**.
% 299.74/300.46 116912[4:Res:114646.0,3479.0] || subclass(intersection(u,v),w) -> equal(intersection(v,union(null_class,u)),null_class) member(regular(intersection(v,union(null_class,u))),w)*.
% 299.74/300.46 117262[4:Res:114727.0,3479.0] || subclass(intersection(u,v),w) -> equal(intersection(union(v,null_class),u),null_class) member(regular(intersection(union(v,null_class),u)),w)*.
% 299.74/300.46 117410[4:Res:114791.0,3479.0] || subclass(intersection(u,v),w) -> equal(intersection(v,union(u,null_class)),null_class) member(regular(intersection(v,union(u,null_class))),w)*.
% 299.74/300.46 117760[4:Res:114952.0,3479.0] || subclass(intersection(u,v),w) -> equal(intersection(u,union(null_class,v)),null_class) member(regular(intersection(u,union(null_class,v))),w)*.
% 299.74/300.46 118632[4:Res:117240.0,3479.0] || subclass(intersection(u,v),w) -> equal(intersection(u,union(v,null_class)),null_class) member(regular(intersection(u,union(v,null_class))),w)*.
% 299.74/300.46 118949[4:Rew:80005.0,118749.0] || -> subclass(regular(union(null_class,intersection(power_class(u),power_class(complement(union(v,w)))))),union(complement(power_class(u)),image(element_relation,union(v,w))))*.
% 299.74/300.46 118706[6:SpR:102945.0,32578.1] || -> member(null_class,intersection(power_class(u),power_class(complement(union(v,w))))) member(null_class,union(complement(power_class(u)),image(element_relation,union(v,w))))*.
% 299.74/300.46 118694[4:SpR:102945.0,28759.0] || -> equal(complement(union(complement(power_class(u)),image(element_relation,union(v,w)))),union(null_class,intersection(power_class(u),power_class(complement(union(v,w))))))**.
% 299.74/300.46 118967[4:Rew:103496.0,118869.0,80005.0,118869.0] || equal(union(null_class,intersection(power_class(u),power_class(complement(union(v,w))))),union(complement(power_class(u)),image(element_relation,union(v,w))))** -> .
% 299.74/300.46 118976[4:Rew:103496.0,118721.0] || -> subclass(regular(union(complement(power_class(u)),image(element_relation,union(v,w)))),union(null_class,intersection(power_class(u),power_class(complement(union(v,w))))))*.
% 299.74/300.46 120519[0:Res:73512.0,3479.0] || subclass(intersection(u,v),w) -> equal(intersection(v,intersection(u,x)),null_class) member(regular(intersection(v,intersection(u,x))),w)*.
% 299.74/300.46 120691[0:Res:73515.0,3479.0] || subclass(intersection(u,v),w) -> equal(intersection(v,intersection(x,u)),null_class) member(regular(intersection(v,intersection(x,u))),w)*.
% 299.74/300.46 121078[0:Rew:80566.0,120974.0] || member(u,symmetric_difference(complement(intersection(v,w)),union(v,intersection(v,w))))* -> member(u,complement(symmetric_difference(v,intersection(v,w)))).
% 299.74/300.46 121573[0:Rew:80566.0,121483.0] || member(u,symmetric_difference(complement(intersection(v,w)),union(w,intersection(v,w))))* -> member(u,complement(symmetric_difference(w,intersection(v,w)))).
% 299.74/300.46 121884[0:Res:91863.0,3479.0] || subclass(union(u,v),w) -> equal(intersection(x,symmetric_difference(v,u)),null_class) member(regular(intersection(x,symmetric_difference(v,u))),w)*.
% 299.74/300.46 122001[4:Res:92199.1,7886.0] || subclass(u,restrict(v,w,x))* -> subclass(union(u,u),y) member(not_subclass_element(union(u,u),y),cross_product(w,x))*.
% 299.74/300.46 122122[0:Res:92692.0,3479.0] || subclass(union(u,v),w) -> equal(intersection(symmetric_difference(v,u),x),null_class) member(regular(intersection(symmetric_difference(v,u),x)),w)*.
% 299.74/300.46 122921[4:SpR:92837.1,120348.2] || subclass(u,singleton(u)) member(successor(u),universal_class) -> equal(successor(u),null_class) member(apply(choice,successor(u)),complement(u))*.
% 299.74/300.46 123269[4:Rew:80005.0,123074.0] || -> subclass(regular(union(null_class,intersection(power_class(complement(power_class(u))),union(v,w)))),union(image(element_relation,power_class(u)),complement(union(v,w))))*.
% 299.74/300.46 123031[6:SpR:103074.0,32578.1] || -> member(null_class,intersection(power_class(complement(power_class(u))),union(v,w))) member(null_class,union(image(element_relation,power_class(u)),complement(union(v,w))))*.
% 299.74/300.46 123019[4:SpR:103074.0,28759.0] || -> equal(complement(union(image(element_relation,power_class(u)),complement(union(v,w)))),union(null_class,intersection(power_class(complement(power_class(u))),union(v,w))))**.
% 299.74/300.46 123292[4:Rew:103496.0,123195.0,80005.0,123195.0] || equal(union(null_class,intersection(power_class(complement(power_class(u))),union(v,w))),union(image(element_relation,power_class(u)),complement(union(v,w))))** -> .
% 299.74/300.46 123302[4:Rew:103496.0,123046.0] || -> subclass(regular(union(image(element_relation,power_class(u)),complement(union(v,w)))),union(null_class,intersection(power_class(complement(power_class(u))),union(v,w))))*.
% 299.74/300.46 123822[4:Rew:80005.0,123618.0] || -> subclass(regular(union(null_class,intersection(power_class(complement(union(u,v))),power_class(w)))),union(image(element_relation,union(u,v)),complement(power_class(w))))*.
% 299.74/300.46 123575[6:SpR:103320.0,32578.1] || -> member(null_class,intersection(power_class(complement(union(u,v))),power_class(w))) member(null_class,union(image(element_relation,union(u,v)),complement(power_class(w))))*.
% 299.74/300.46 123563[4:SpR:103320.0,28759.0] || -> equal(complement(union(image(element_relation,union(u,v)),complement(power_class(w)))),union(null_class,intersection(power_class(complement(union(u,v))),power_class(w))))**.
% 299.74/300.46 123843[4:Rew:103496.0,123741.0,80005.0,123741.0] || equal(union(null_class,intersection(power_class(complement(union(u,v))),power_class(w))),union(image(element_relation,union(u,v)),complement(power_class(w))))** -> .
% 299.74/300.46 123852[4:Rew:103496.0,123590.0] || -> subclass(regular(union(image(element_relation,union(u,v)),complement(power_class(w)))),union(null_class,intersection(power_class(complement(union(u,v))),power_class(w))))*.
% 299.74/300.46 124000[4:Res:123487.0,3481.0] || -> equal(complement(successor(complement(intersection(intersection(u,v),w)))),null_class) member(regular(complement(successor(complement(intersection(intersection(u,v),w))))),u)*.
% 299.74/300.46 123999[4:Res:123487.0,3482.0] || -> equal(complement(successor(complement(intersection(intersection(u,v),w)))),null_class) member(regular(complement(successor(complement(intersection(intersection(u,v),w))))),v)*.
% 299.74/300.46 123977[4:Res:123487.0,3479.0] || subclass(u,v) -> equal(complement(successor(complement(intersection(u,w)))),null_class) member(regular(complement(successor(complement(intersection(u,w))))),v)*.
% 299.74/300.46 124160[4:Res:123906.0,3481.0] || -> equal(complement(successor(complement(intersection(u,intersection(v,w))))),null_class) member(regular(complement(successor(complement(intersection(u,intersection(v,w)))))),v)*.
% 299.74/300.46 124159[4:Res:123906.0,3482.0] || -> equal(complement(successor(complement(intersection(u,intersection(v,w))))),null_class) member(regular(complement(successor(complement(intersection(u,intersection(v,w)))))),w)*.
% 299.74/300.46 124137[4:Res:123906.0,3479.0] || subclass(u,v) -> equal(complement(successor(complement(intersection(w,u)))),null_class) member(regular(complement(successor(complement(intersection(w,u))))),v)*.
% 299.74/300.46 124322[4:Res:123484.0,3478.0] || -> equal(regular(union(null_class,complement(intersection(singleton(u),v)))),null_class) equal(regular(regular(union(null_class,complement(intersection(singleton(u),v))))),u)**.
% 299.74/300.46 124502[4:Res:124223.0,3478.0] || -> equal(regular(union(null_class,complement(intersection(u,singleton(v))))),null_class) equal(regular(regular(union(null_class,complement(intersection(u,singleton(v)))))),v)**.
% 299.74/300.46 124830[4:Rew:80005.0,124635.0] || -> subclass(regular(union(null_class,intersection(union(u,v),power_class(complement(power_class(w)))))),union(complement(union(u,v)),image(element_relation,power_class(w))))*.
% 299.74/300.46 124592[6:SpR:103450.0,32578.1] || -> member(null_class,intersection(union(u,v),power_class(complement(power_class(w))))) member(null_class,union(complement(union(u,v)),image(element_relation,power_class(w))))*.
% 299.74/300.46 124580[4:SpR:103450.0,28759.0] || -> equal(complement(union(complement(union(u,v)),image(element_relation,power_class(w)))),union(null_class,intersection(union(u,v),power_class(complement(power_class(w))))))**.
% 299.74/300.46 124855[4:Rew:103496.0,124756.0,80005.0,124756.0] || equal(union(null_class,intersection(union(u,v),power_class(complement(power_class(w))))),union(complement(union(u,v)),image(element_relation,power_class(w))))** -> .
% 299.74/300.46 124868[4:Rew:103496.0,124607.0] || -> subclass(regular(union(complement(union(u,v)),image(element_relation,power_class(w)))),union(null_class,intersection(union(u,v),power_class(complement(power_class(w))))))*.
% 299.74/300.46 124926[4:SpR:48838.0,124374.0] || -> subclass(regular(union(intersection(power_class(complement(power_class(u))),power_class(v)),complement(power_class(w)))),union(image(element_relation,power_class(u)),complement(power_class(v))))*.
% 299.74/300.46 124924[4:SpR:48835.0,124374.0] || -> subclass(regular(union(intersection(power_class(u),power_class(complement(power_class(v)))),complement(power_class(w)))),union(complement(power_class(u)),image(element_relation,power_class(v))))*.
% 299.74/300.46 125021[4:SpR:48838.0,124375.0] || -> subclass(regular(union(intersection(power_class(complement(power_class(u))),power_class(v)),complement(successor(w)))),union(image(element_relation,power_class(u)),complement(power_class(v))))*.
% 299.74/300.46 125019[4:SpR:48835.0,124375.0] || -> subclass(regular(union(intersection(power_class(u),power_class(complement(power_class(v)))),complement(successor(w)))),union(complement(power_class(u)),image(element_relation,power_class(v))))*.
% 299.74/300.46 125186[4:Res:125117.0,7881.0] || subclass(power_class(u),v) -> subclass(regular(successor(complement(power_class(u)))),w) member(not_subclass_element(regular(successor(complement(power_class(u)))),w),v)*.
% 299.74/300.46 125618[4:SpR:48838.0,124551.0] || -> subclass(regular(union(complement(power_class(u)),intersection(power_class(complement(power_class(v))),power_class(w)))),union(image(element_relation,power_class(v)),complement(power_class(w))))*.
% 299.74/300.46 125616[4:SpR:48835.0,124551.0] || -> subclass(regular(union(complement(power_class(u)),intersection(power_class(v),power_class(complement(power_class(w)))))),union(complement(power_class(v)),image(element_relation,power_class(w))))*.
% 299.74/300.46 125728[4:SpR:48838.0,125049.0] || -> subclass(regular(union(complement(successor(u)),intersection(power_class(complement(power_class(v))),power_class(w)))),union(image(element_relation,power_class(v)),complement(power_class(w))))*.
% 299.74/300.46 125726[4:SpR:48835.0,125049.0] || -> subclass(regular(union(complement(successor(u)),intersection(power_class(v),power_class(complement(power_class(w)))))),union(complement(power_class(v)),image(element_relation,power_class(w))))*.
% 299.74/300.46 125874[4:Res:125820.0,7881.0] || subclass(successor(u),v) -> subclass(regular(successor(complement(successor(u)))),w) member(not_subclass_element(regular(successor(complement(successor(u)))),w),v)*.
% 299.74/300.46 126018[4:Rew:90326.0,125921.1] || member(not_subclass_element(union(null_class,intersection(u,v)),w),symmetric_difference(u,intersection(u,v)))* -> subclass(union(null_class,intersection(u,v)),w).
% 299.74/300.46 126019[4:Rew:90468.0,125920.1] || member(not_subclass_element(union(null_class,intersection(u,v)),w),symmetric_difference(v,intersection(u,v)))* -> subclass(union(null_class,intersection(u,v)),w).
% 299.74/300.46 126152[4:Res:123479.0,3478.0] || -> equal(union(null_class,intersection(intersection(singleton(u),v),w)),null_class) equal(regular(union(null_class,intersection(intersection(singleton(u),v),w))),u)**.
% 299.74/300.46 126327[4:Res:123491.0,3478.0] || -> equal(intersection(union(null_class,intersection(singleton(u),v)),w),null_class) equal(regular(intersection(union(null_class,intersection(singleton(u),v)),w)),u)**.
% 299.74/300.46 126494[4:Res:123520.0,3478.0] || -> equal(intersection(u,union(null_class,intersection(singleton(v),w))),null_class) equal(regular(intersection(u,union(null_class,intersection(singleton(v),w)))),v)**.
% 299.74/300.46 126658[4:Res:123529.0,3478.0] || -> equal(union(null_class,intersection(u,intersection(singleton(v),w))),null_class) equal(regular(union(null_class,intersection(u,intersection(singleton(v),w)))),v)**.
% 299.74/300.46 126811[4:Res:123909.0,905.1] single_valued_class(complement(successor(complement(restrict(cross_product(universal_class,universal_class),u,v))))) || -> function(complement(successor(complement(restrict(cross_product(universal_class,universal_class),u,v)))))*.
% 299.74/300.46 126799[4:Res:123909.0,3478.0] || -> equal(complement(successor(complement(restrict(singleton(u),v,w)))),null_class) equal(regular(complement(successor(complement(restrict(singleton(u),v,w))))),u)**.
% 299.74/300.46 126911[4:Res:124367.0,3479.0] || subclass(union(u,v),w) -> equal(regular(complement(symmetric_difference(u,v))),null_class) member(regular(regular(complement(symmetric_difference(u,v)))),w)*.
% 299.74/300.46 127078[4:Res:126047.0,3478.0] || -> equal(union(null_class,intersection(intersection(u,singleton(v)),w)),null_class) equal(regular(union(null_class,intersection(intersection(u,singleton(v)),w))),v)**.
% 299.74/300.46 127253[4:Res:126220.0,3478.0] || -> equal(intersection(union(null_class,intersection(u,singleton(v))),w),null_class) equal(regular(intersection(union(null_class,intersection(u,singleton(v))),w)),v)**.
% 299.74/300.46 127474[4:Res:126395.0,3478.0] || -> equal(intersection(u,union(null_class,intersection(v,singleton(w)))),null_class) equal(regular(intersection(u,union(null_class,intersection(v,singleton(w))))),w)**.
% 299.74/300.46 127641[4:Res:126557.0,3478.0] || -> equal(union(null_class,intersection(u,intersection(v,singleton(w)))),null_class) equal(regular(union(null_class,intersection(u,intersection(v,singleton(w))))),w)**.
% 299.74/300.46 127778[4:Res:126836.0,3479.0] || subclass(union(u,v),w) -> equal(regular(complement(symmetric_difference(v,u))),null_class) member(regular(regular(complement(symmetric_difference(v,u)))),w)*.
% 299.74/300.46 128090[4:Res:93346.1,102790.1] || equal(union(u,v),successor(null_class)) member(w,universal_class) -> member(w,complement(union(u,v)))* member(w,singleton(null_class)).
% 299.74/300.46 128155[4:Rew:28759.0,128050.2,102314.0,128050.2] || member(u,universal_class) subclass(complement(symmetric_difference(v,w)),x)* -> member(u,union(null_class,symmetric_difference(v,w)))* member(u,x)*.
% 299.74/300.46 129661[0:Res:111166.0,3479.0] || subclass(intersection(u,v),w) -> equal(intersection(intersection(x,v),u),null_class) member(regular(intersection(intersection(x,v),u)),w)*.
% 299.74/300.46 130909[4:SpL:20208.0,7879.0] || subclass(u,ordered_pair(universal_class,universal_class))* -> subclass(u,v) equal(not_subclass_element(u,v),unordered_pair(universal_class,null_class))* equal(not_subclass_element(u,v),null_class).
% 299.74/300.46 134961[0:Res:8432.2,628.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,singleton(v))* -> equal(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),v)*.
% 299.74/300.46 135539[0:Res:8431.2,628.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,singleton(v))* -> equal(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),v)*.
% 299.74/300.46 136204[2:SpR:48838.0,130204.0] || -> equal(intersection(intersection(power_class(complement(power_class(u))),power_class(v)),restrict(union(image(element_relation,power_class(u)),complement(power_class(v))),w,x)),null_class)**.
% 299.74/300.46 136202[2:SpR:48835.0,130204.0] || -> equal(intersection(intersection(power_class(u),power_class(complement(power_class(v)))),restrict(union(complement(power_class(u)),image(element_relation,power_class(v))),w,x)),null_class)**.
% 299.74/300.46 136944[4:Rew:136834.0,136934.1] || member(ordered_pair(u,not_subclass_element(v,range_of(null_class))),compose(singleton(cross_product(image(w,singleton(u)),universal_class)),w))* -> subclass(v,range_of(null_class)).
% 299.74/300.46 137870[0:MRR:137863.1,101.0] || member(inverse(u),universal_class) subclass(composition_function,successor_relation) -> equal(ordered_pair(range_of(u),compose(inverse(u),range_of(u))),successor(inverse(u)))**.
% 299.74/300.46 138969[0:Rew:46.0,138895.1] || member(regular(successor(complement(power_class(u)))),intersection(power_class(u),complement(singleton(complement(power_class(u))))))* -> equal(successor(complement(power_class(u))),null_class).
% 299.74/300.46 139426[0:Res:111609.0,3479.0] || subclass(intersection(u,v),w) -> equal(intersection(intersection(v,x),u),null_class) member(regular(intersection(intersection(v,x),u)),w)*.
% 299.74/300.46 139743[0:Rew:25457.1,139642.2] || equal(complement(union(u,v)),universal_class) member(regular(power_class(universal_class)),image(element_relation,union(u,v)))* -> equal(power_class(universal_class),null_class).
% 299.74/300.46 139744[4:Rew:63899.1,139634.2] || equal(successor(union(u,v)),null_class) member(regular(power_class(universal_class)),image(element_relation,union(u,v)))* -> equal(power_class(universal_class),null_class).
% 299.74/300.46 139907[4:Res:111681.0,3479.0] || subclass(intersection(u,v),w) -> equal(intersection(union(u,u),v),null_class) member(regular(intersection(union(u,u),v)),w)*.
% 299.74/300.46 140116[4:Res:114935.0,3479.0] || subclass(intersection(u,v),w) -> equal(intersection(union(v,v),u),null_class) member(regular(intersection(union(v,v),u)),w)*.
% 299.74/300.46 140321[4:Res:116875.0,3479.0] || subclass(intersection(u,v),w) -> equal(intersection(v,union(u,u)),null_class) member(regular(intersection(v,union(u,u))),w)*.
% 299.74/300.46 140516[4:Res:117723.0,3479.0] || subclass(intersection(u,v),w) -> equal(intersection(u,union(v,v)),null_class) member(regular(intersection(u,union(v,v))),w)*.
% 299.74/300.46 140615[0:Res:65.1,48064.1] function(power_class(complement(power_class(u)))) || member(v,universal_class) -> member(v,image(element_relation,power_class(u)))* member(v,cross_product(universal_class,universal_class)).
% 299.74/300.46 140789[0:Res:120407.0,3479.0] || subclass(intersection(u,v),w) -> equal(intersection(u,intersection(v,x)),null_class) member(regular(intersection(u,intersection(v,x))),w)*.
% 299.74/300.46 141022[0:Res:120579.0,3479.0] || subclass(intersection(u,v),w) -> equal(intersection(u,intersection(x,v)),null_class) member(regular(intersection(u,intersection(x,v))),w)*.
% 299.74/300.46 141325[0:Res:123475.0,3478.0] || -> equal(intersection(intersection(intersection(singleton(u),v),w),x),null_class) equal(regular(intersection(intersection(intersection(singleton(u),v),w),x)),u)**.
% 299.74/300.46 141686[0:Res:123485.0,3478.0] || -> equal(intersection(u,intersection(v,intersection(singleton(w),x))),null_class) equal(regular(intersection(u,intersection(v,intersection(singleton(w),x)))),w)**.
% 299.74/300.46 141928[0:Res:123517.0,3478.0] || -> equal(intersection(u,intersection(intersection(singleton(v),w),x)),null_class) equal(regular(intersection(u,intersection(intersection(singleton(v),w),x))),v)**.
% 299.74/300.46 142175[0:Res:123525.0,3478.0] || -> equal(intersection(intersection(u,intersection(singleton(v),w)),x),null_class) equal(regular(intersection(intersection(u,intersection(singleton(v),w)),x)),v)**.
% 299.74/300.46 142493[6:Res:32575.1,9362.0] || equal(symmetric_difference(union(u,v),union(complement(u),complement(v))),singleton(null_class))** -> member(null_class,complement(symmetric_difference(complement(u),complement(v)))).
% 299.74/300.46 142492[6:Res:32644.1,9362.0] || equal(symmetric_difference(union(u,v),union(complement(u),complement(v))),successor(null_class))** -> member(null_class,complement(symmetric_difference(complement(u),complement(v)))).
% 299.74/300.46 142491[6:Res:49515.1,9362.0] || equal(complement(symmetric_difference(union(u,v),union(complement(u),complement(v)))),null_class)** -> member(null_class,complement(symmetric_difference(complement(u),complement(v)))).
% 299.74/300.46 142482[4:Res:61327.1,9362.0] || equal(complement(symmetric_difference(union(u,v),union(complement(u),complement(v)))),null_class)** -> member(omega,complement(symmetric_difference(complement(u),complement(v)))).
% 299.74/300.46 142481[0:Res:406.1,9362.0] || subclass(universal_class,symmetric_difference(union(u,v),union(complement(u),complement(v))))* -> member(singleton(w),complement(symmetric_difference(complement(u),complement(v))))*.
% 299.74/300.46 142480[4:Res:27910.1,9362.0] || equal(symmetric_difference(union(u,v),union(complement(u),complement(v))),universal_class)** -> member(singleton(w),complement(symmetric_difference(complement(u),complement(v))))*.
% 299.74/300.46 142474[4:Res:11057.1,9362.0] || equal(symmetric_difference(union(u,v),union(complement(u),complement(v))),cantor(xf))** -> member(x__dfg,complement(symmetric_difference(complement(u),complement(v)))).
% 299.74/300.46 142473[4:Res:61326.1,9362.0] || equal(complement(symmetric_difference(union(u,v),union(complement(u),complement(v)))),null_class)** -> member(x__dfg,complement(symmetric_difference(complement(u),complement(v)))).
% 299.74/300.46 142823[0:Res:127908.0,3478.0] || -> equal(intersection(intersection(intersection(u,singleton(v)),w),x),null_class) equal(regular(intersection(intersection(intersection(u,singleton(v)),w),x)),v)**.
% 299.74/300.46 143066[0:Res:127918.0,3478.0] || -> equal(intersection(u,intersection(v,intersection(w,singleton(x)))),null_class) equal(regular(intersection(u,intersection(v,intersection(w,singleton(x))))),x)**.
% 299.74/300.46 143308[0:Res:127954.0,3478.0] || -> equal(intersection(u,intersection(intersection(v,singleton(w)),x)),null_class) equal(regular(intersection(u,intersection(intersection(v,singleton(w)),x))),w)**.
% 299.74/300.46 143555[0:Res:127963.0,3478.0] || -> equal(intersection(intersection(u,intersection(v,singleton(w))),x),null_class) equal(regular(intersection(intersection(u,intersection(v,singleton(w))),x)),w)**.
% 299.74/300.46 143694[0:SpR:47963.0,9754.3] function(element_relation) || member(complement(u),universal_class) subclass(universal_class,symmetric_difference(v,w)) -> member(complement(power_class(u)),union(v,w))*.
% 299.74/300.46 143809[0:Res:58786.0,905.1] single_valued_class(restrict(restrict(cross_product(universal_class,universal_class),u,v),w,x)) || -> function(restrict(restrict(cross_product(universal_class,universal_class),u,v),w,x))*.
% 299.74/300.46 143795[0:Res:58786.0,3478.0] || -> equal(restrict(restrict(singleton(u),v,w),x,y),null_class) equal(regular(restrict(restrict(singleton(u),v,w),x,y)),u)**.
% 299.74/300.46 143894[4:Res:35099.1,9739.1] function(u) || member(v,universal_class) subclass(universal_class,w)* subclass(w,x)* -> member(image(u,cantor(v)),x)*.
% 299.74/300.46 143893[0:Res:12502.1,9739.1] function(u) || subclass(universal_class,v)* subclass(v,w)* -> subclass(x,y) member(image(u,not_subclass_element(x,y)),w)*.
% 299.74/300.46 143888[0:Res:6254.1,9739.1] function(u) function(v) || subclass(universal_class,w)* subclass(w,x)* -> member(image(v,apply(u,y)),x)*.
% 299.74/300.46 143884[0:Res:57.1,9739.1] function(u) || member(v,universal_class) subclass(universal_class,w)* subclass(w,x)* -> member(image(u,sum_class(v)),x)*.
% 299.74/300.46 143883[0:Res:59.1,9739.1] function(u) || member(v,universal_class) subclass(universal_class,w)* subclass(w,x)* -> member(image(u,power_class(v)),x)*.
% 299.74/300.46 144558[0:SpL:50817.0,48187.0] || member(u,intersection(power_class(v),image(element_relation,power_class(universal_class)))) member(u,union(complement(power_class(v)),power_class(complement(power_class(universal_class)))))* -> .
% 299.74/300.46 144551[0:SpL:50817.0,47998.0] || member(u,intersection(image(element_relation,power_class(universal_class)),power_class(v))) member(u,union(power_class(complement(power_class(universal_class))),complement(power_class(v))))* -> .
% 299.74/300.46 144845[4:SpL:50818.0,48187.0] || member(u,intersection(power_class(v),image(element_relation,power_class(null_class)))) member(u,union(complement(power_class(v)),power_class(complement(power_class(null_class)))))* -> .
% 299.74/300.46 144838[4:SpL:50818.0,47998.0] || member(u,intersection(image(element_relation,power_class(null_class)),power_class(v))) member(u,union(power_class(complement(power_class(null_class))),complement(power_class(v))))* -> .
% 299.74/300.46 145358[2:SpL:100001.0,617.0] || member(u,regular(domain_relation))* -> equal(u,unordered_pair(first(regular(domain_relation)),singleton(second(regular(domain_relation)))))* equal(u,singleton(first(regular(domain_relation)))).
% 299.74/300.46 146157[0:Rew:80566.0,145800.0] || -> subclass(symmetric_difference(union(u,complement(union(v,w))),union(complement(u),union(v,w))),complement(symmetric_difference(complement(u),union(v,w))))*.
% 299.74/300.46 147076[0:Rew:80566.0,146718.0] || -> subclass(symmetric_difference(union(union(u,v),complement(w)),union(complement(union(u,v)),w)),complement(symmetric_difference(union(u,v),complement(w))))*.
% 299.74/300.46 147009[0:Rew:146698.0,112838.0] || member(u,symmetric_difference(union(v,w),complement(union(x,y))))* -> member(u,union(union(w,v),complement(union(x,y)))).
% 299.74/300.46 147064[4:Rew:147055.0,112835.0] || member(u,symmetric_difference(union(null_class,v),complement(union(w,x))))* -> member(u,union(union(v,v),complement(union(w,x))))*.
% 299.74/300.46 147426[0:Res:65.1,10083.2] function(restrict(u,v,w)) || member(x,cross_product(v,w))* member(x,u)* -> member(x,cross_product(universal_class,universal_class))*.
% 299.74/300.46 147424[4:Res:60062.1,10083.2] || equal(complement(restrict(u,v,w)),universal_class)** member(x,cross_product(v,w))* member(x,u)* -> member(x,y)*.
% 299.74/300.46 147519[0:Obv:147503.1] || subclass(symmetric_difference(u,cross_product(v,w)),x) -> subclass(symmetric_difference(u,cross_product(v,w)),intersection(complement(restrict(u,v,w)),x))*.
% 299.74/300.46 147633[0:Obv:147608.1] || subclass(symmetric_difference(cross_product(u,v),w),x) -> subclass(symmetric_difference(cross_product(u,v),w),intersection(complement(restrict(w,u,v)),x))*.
% 299.74/300.46 147973[4:Res:145289.1,9362.0] || equal(symmetric_difference(union(u,v),union(complement(u),complement(v))),universal_class)** -> member(regular(domain_relation),complement(symmetric_difference(complement(u),complement(v)))).
% 299.74/300.46 148078[2:Res:145290.1,9362.0] || subclass(universal_class,symmetric_difference(union(u,v),union(complement(u),complement(v))))* -> member(regular(domain_relation),complement(symmetric_difference(complement(u),complement(v)))).
% 299.74/300.46 148288[2:Obv:148256.3] || member(intersection(u,v),universal_class) subclass(intersection(u,v),regular(v))* -> equal(intersection(u,v),null_class) equal(v,null_class).
% 299.74/300.46 148292[2:Obv:148231.3] || member(intersection(u,v),universal_class) subclass(intersection(u,v),regular(u))* -> equal(intersection(u,v),null_class) equal(u,null_class).
% 299.74/300.46 148403[4:SpL:100002.0,617.0] || member(u,regular(composition_function))* -> equal(u,unordered_pair(first(regular(composition_function)),singleton(second(regular(composition_function)))))* equal(u,singleton(first(regular(composition_function)))).
% 299.74/300.46 148476[0:SpR:75578.0,13087.2] || member(intersection(u,singleton(v)),universal_class) -> equal(intersection(u,singleton(v)),null_class) equal(apply(choice,intersection(singleton(v),u)),v)**.
% 299.74/300.46 148570[0:SpR:75578.0,13285.2] || member(intersection(singleton(u),v),universal_class) -> equal(intersection(singleton(u),v),null_class) equal(apply(choice,intersection(v,singleton(u))),u)**.
% 299.74/300.46 148666[4:SpR:29043.2,80313.0] || member(u,universal_class) -> member(u,cantor(v)) subclass(union(v,cross_product(singleton(u),universal_class)),union(cross_product(singleton(u),universal_class),v))*.
% 299.74/300.46 148772[4:SpR:29051.2,80313.0] || member(u,universal_class) -> member(u,cantor(v)) subclass(union(cross_product(singleton(u),universal_class),v),union(v,cross_product(singleton(u),universal_class)))*.
% 299.74/300.46 148834[4:Rew:80005.0,148785.2,105001.0,148785.2,80005.0,148785.1] || member(u,universal_class) -> member(u,cantor(union(null_class,cross_product(singleton(u),universal_class))))* equal(union(null_class,cross_product(singleton(u),universal_class)),null_class).
% 299.74/300.46 148981[0:SpR:75578.0,48029.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),complement(w)))* member(u,union(w,image(element_relation,power_class(v)))).
% 299.74/300.46 149194[0:SpR:75578.0,48061.1] || member(u,universal_class) -> member(u,intersection(complement(v),power_class(complement(power_class(w)))))* member(u,union(image(element_relation,power_class(w)),v)).
% 299.74/300.46 149458[0:Res:13323.2,27.1] || member(symmetric_difference(u,v),universal_class) member(apply(choice,symmetric_difference(u,v)),intersection(u,v))* -> equal(symmetric_difference(u,v),null_class).
% 299.74/300.46 149440[0:SpR:80566.0,13323.2] || member(symmetric_difference(u,v),universal_class) -> equal(symmetric_difference(u,v),null_class) member(apply(choice,symmetric_difference(v,u)),complement(intersection(u,v)))*.
% 299.74/300.46 149394[0:SpR:75578.0,13323.2] || member(symmetric_difference(u,v),universal_class) -> equal(symmetric_difference(u,v),null_class) member(apply(choice,symmetric_difference(u,v)),complement(intersection(v,u)))*.
% 299.74/300.46 149522[4:Rew:28759.0,149521.1] || member(symmetric_difference(u,v),universal_class) subclass(symmetric_difference(u,v),union(null_class,intersection(u,v)))* -> equal(symmetric_difference(u,v),null_class).
% 299.74/300.46 149525[4:MRR:149524.3,52731.0] || member(symmetric_difference(u,v),universal_class) subclass(symmetric_difference(u,v),regular(complement(intersection(u,v))))* -> equal(symmetric_difference(u,v),null_class).
% 299.74/300.46 149558[0:SoR:13768.0,74.1] one_to_one(image(u,image(v,singleton(w)))) || member(ordered_pair(w,x),compose(u,v))* -> member(x,cross_product(universal_class,universal_class)).
% 299.74/300.46 149607[0:Res:19.2,14014.0] || member(u,universal_class) member(v,universal_class) subclass(composition_function,cross_product(w,x))* -> member(ordered_pair(u,compose(v,u)),x)*.
% 299.74/300.46 149604[4:SpL:19172.0,14014.0] || member(singleton(singleton(null_class)),cross_product(universal_class,universal_class)) subclass(composition_function,cross_product(u,v))* -> member(ordered_pair(universal_class,compose(null_class,universal_class)),v)*.
% 299.74/300.46 149620[0:MRR:149617.2,21.0] || member(u,universal_class) member(v,u) subclass(composition_function,cross_product(w,x))* -> member(ordered_pair(u,compose(v,u)),x)*.
% 299.74/300.46 149621[0:MRR:149614.1,101.0] || member(inverse(u),universal_class) subclass(composition_function,cross_product(v,w))* -> member(ordered_pair(range_of(u),compose(inverse(u),range_of(u))),w)*.
% 299.74/300.46 149774[0:Res:1052.1,47989.0] || equal(intersection(complement(u),union(v,complement(power_class(w)))),universal_class) member(null_class,union(u,intersection(complement(v),power_class(w))))* -> .
% 299.74/300.46 149763[0:Res:435.1,47989.0] || equal(intersection(complement(u),union(v,complement(power_class(w)))),universal_class) member(omega,union(u,intersection(complement(v),power_class(w))))* -> .
% 299.74/300.46 149755[0:Res:440.1,47989.0] || equal(intersection(complement(u),union(v,complement(power_class(w)))),universal_class) member(x__dfg,union(u,intersection(complement(v),power_class(w))))* -> .
% 299.74/300.46 149748[0:SpL:75578.0,47989.0] || member(u,intersection(union(v,complement(power_class(w))),complement(x)))* member(u,union(x,intersection(complement(v),power_class(w)))) -> .
% 299.74/300.46 149689[0:SpL:80005.0,47989.0] || member(u,intersection(complement(v),union(complement(power_class(w)),x)))* member(u,union(v,intersection(complement(x),power_class(w)))) -> .
% 299.74/300.46 149837[6:Rew:102302.0,149771.0] || equal(union(u,complement(union(v,complement(power_class(w))))),null_class) member(null_class,union(u,intersection(complement(v),power_class(w))))* -> .
% 299.74/300.46 149838[4:Rew:102302.0,149762.0] || equal(union(u,complement(union(v,complement(power_class(w))))),null_class) member(omega,union(u,intersection(complement(v),power_class(w))))* -> .
% 299.74/300.46 149839[4:Rew:102302.0,149753.0] || equal(union(u,complement(union(v,complement(power_class(w))))),null_class) member(x__dfg,union(u,intersection(complement(v),power_class(w))))* -> .
% 299.74/300.46 149937[4:Res:148334.1,9362.0] || equal(symmetric_difference(union(u,v),union(complement(u),complement(v))),universal_class)** -> member(regular(composition_function),complement(symmetric_difference(complement(u),complement(v)))).
% 299.74/300.46 150111[0:Res:1052.1,48009.0] || equal(intersection(union(u,complement(power_class(v))),complement(w)),universal_class) member(null_class,union(intersection(complement(u),power_class(v)),w))* -> .
% 299.74/300.46 150100[0:Res:435.1,48009.0] || equal(intersection(union(u,complement(power_class(v))),complement(w)),universal_class) member(omega,union(intersection(complement(u),power_class(v)),w))* -> .
% 299.74/300.46 150092[0:Res:440.1,48009.0] || equal(intersection(union(u,complement(power_class(v))),complement(w)),universal_class) member(x__dfg,union(intersection(complement(u),power_class(v)),w))* -> .
% 299.74/300.46 150085[0:SpL:75578.0,48009.0] || member(u,intersection(complement(v),union(w,complement(power_class(x)))))* member(u,union(intersection(complement(w),power_class(x)),v)) -> .
% 299.74/300.46 150064[0:SpL:80005.0,48009.0] || member(u,intersection(union(complement(power_class(v)),w),complement(x)))* member(u,union(intersection(complement(w),power_class(v)),x)) -> .
% 299.74/300.46 150174[6:Rew:102312.0,150108.0] || equal(union(complement(union(u,complement(power_class(v)))),w),null_class) member(null_class,union(intersection(complement(u),power_class(v)),w))* -> .
% 299.74/300.46 150175[4:Rew:102312.0,150099.0] || equal(union(complement(union(u,complement(power_class(v)))),w),null_class) member(omega,union(intersection(complement(u),power_class(v)),w))* -> .
% 299.74/300.46 150176[4:Rew:102312.0,150090.0] || equal(union(complement(union(u,complement(power_class(v)))),w),null_class) member(x__dfg,union(intersection(complement(u),power_class(v)),w))* -> .
% 299.74/300.46 150262[4:Res:148335.1,9362.0] || subclass(universal_class,symmetric_difference(union(u,v),union(complement(u),complement(v))))* -> member(regular(composition_function),complement(symmetric_difference(complement(u),complement(v)))).
% 299.74/300.46 150447[0:Res:1052.1,48038.0] || equal(intersection(complement(u),union(complement(power_class(v)),w)),universal_class) member(null_class,union(u,intersection(power_class(v),complement(w))))* -> .
% 299.74/300.46 150436[0:Res:435.1,48038.0] || equal(intersection(complement(u),union(complement(power_class(v)),w)),universal_class) member(omega,union(u,intersection(power_class(v),complement(w))))* -> .
% 299.74/300.46 150428[0:Res:440.1,48038.0] || equal(intersection(complement(u),union(complement(power_class(v)),w)),universal_class) member(x__dfg,union(u,intersection(power_class(v),complement(w))))* -> .
% 299.74/300.46 150421[0:SpL:75578.0,48038.0] || member(u,intersection(union(complement(power_class(v)),w),complement(x)))* member(u,union(x,intersection(power_class(v),complement(w)))) -> .
% 299.74/300.46 150363[0:SpL:80005.0,48038.0] || member(u,intersection(complement(v),union(w,complement(power_class(x)))))* member(u,union(v,intersection(power_class(x),complement(w)))) -> .
% 299.74/300.46 150513[6:Rew:102302.0,150444.0] || equal(union(u,complement(union(complement(power_class(v)),w))),null_class) member(null_class,union(u,intersection(power_class(v),complement(w))))* -> .
% 299.74/300.46 150514[4:Rew:102302.0,150435.0] || equal(union(u,complement(union(complement(power_class(v)),w))),null_class) member(omega,union(u,intersection(power_class(v),complement(w))))* -> .
% 299.74/300.46 150515[4:Rew:102302.0,150426.0] || equal(union(u,complement(union(complement(power_class(v)),w))),null_class) member(x__dfg,union(u,intersection(power_class(v),complement(w))))* -> .
% 299.74/300.46 150688[0:Res:1052.1,48198.0] || equal(intersection(union(complement(power_class(u)),v),complement(w)),universal_class) member(null_class,union(intersection(power_class(u),complement(v)),w))* -> .
% 299.74/300.46 150677[0:Res:435.1,48198.0] || equal(intersection(union(complement(power_class(u)),v),complement(w)),universal_class) member(omega,union(intersection(power_class(u),complement(v)),w))* -> .
% 299.74/300.46 150669[0:Res:440.1,48198.0] || equal(intersection(union(complement(power_class(u)),v),complement(w)),universal_class) member(x__dfg,union(intersection(power_class(u),complement(v)),w))* -> .
% 299.74/300.46 150662[0:SpL:75578.0,48198.0] || member(u,intersection(complement(v),union(complement(power_class(w)),x)))* member(u,union(intersection(power_class(w),complement(x)),v)) -> .
% 299.74/300.46 150642[0:SpL:80005.0,48198.0] || member(u,intersection(union(v,complement(power_class(w))),complement(x)))* member(u,union(intersection(power_class(w),complement(v)),x)) -> .
% 299.74/300.46 150753[6:Rew:102312.0,150685.0] || equal(union(complement(union(complement(power_class(u)),v)),w),null_class) member(null_class,union(intersection(power_class(u),complement(v)),w))* -> .
% 299.74/300.46 150754[4:Rew:102312.0,150676.0] || equal(union(complement(union(complement(power_class(u)),v)),w),null_class) member(omega,union(intersection(power_class(u),complement(v)),w))* -> .
% 299.74/300.46 150755[4:Rew:102312.0,150667.0] || equal(union(complement(union(complement(power_class(u)),v)),w),null_class) member(x__dfg,union(intersection(power_class(u),complement(v)),w))* -> .
% 299.74/300.46 150966[0:SpL:80005.0,48910.0] || member(not_subclass_element(union(complement(power_class(u)),v),w),intersection(complement(v),power_class(u)))* -> subclass(union(v,complement(power_class(u))),w).
% 299.74/300.46 150941[0:SpL:75578.0,48910.0] || member(not_subclass_element(union(u,complement(power_class(v))),w),intersection(power_class(v),complement(u)))* -> subclass(union(u,complement(power_class(v))),w).
% 299.74/300.46 151240[0:SpL:80005.0,48918.0] || member(not_subclass_element(union(u,complement(power_class(v))),w),intersection(power_class(v),complement(u)))* -> subclass(union(complement(power_class(v)),u),w).
% 299.74/300.46 151207[0:SpL:75578.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),v),w),intersection(complement(v),power_class(u)))* -> subclass(union(complement(power_class(u)),v),w).
% 299.74/300.46 151623[4:SpL:102583.0,138256.0] || member(union(complement(power_class(u)),intersection(complement(v),union(w,x))),symmetric_difference(union(v,complement(union(w,x))),power_class(u)))* -> .
% 299.74/300.46 151622[4:SpL:102583.0,137147.0] || member(union(complement(power_class(u)),intersection(complement(v),union(w,x))),symmetric_difference(power_class(u),union(v,complement(union(w,x)))))* -> .
% 299.74/300.46 151593[4:SpL:102583.0,47766.0] || equal(union(complement(power_class(u)),intersection(complement(v),union(w,x))),intersection(power_class(u),union(v,complement(union(w,x)))))** -> .
% 299.74/300.46 151657[0:Rew:103019.0,151537.0] || -> equal(union(complement(power_class(u)),intersection(union(v,w),complement(x))),union(complement(power_class(u)),intersection(complement(x),union(v,w))))*.
% 299.74/300.46 151659[0:Rew:102583.0,151528.0] || -> equal(union(complement(power_class(u)),intersection(complement(v),union(w,x))),union(complement(power_class(u)),intersection(complement(v),union(x,w))))*.
% 299.74/300.46 151683[4:Rew:10128.0,151567.1] || subclass(union(u,complement(union(v,w))),null_class) -> equal(union(complement(power_class(x)),intersection(complement(u),union(v,w))),universal_class)**.
% 299.74/300.46 151697[4:Rew:103496.0,151400.0] || -> subclass(regular(union(complement(power_class(u)),intersection(complement(v),union(w,x)))),intersection(power_class(u),union(v,complement(union(w,x)))))*.
% 299.74/300.46 151949[0:Res:1052.1,102607.0] || equal(intersection(complement(u),power_class(complement(union(v,w)))),universal_class) member(null_class,union(u,image(element_relation,union(v,w))))* -> .
% 299.74/300.46 151938[0:Res:435.1,102607.0] || equal(intersection(complement(u),power_class(complement(union(v,w)))),universal_class) member(omega,union(u,image(element_relation,union(v,w))))* -> .
% 299.74/300.46 151930[0:Res:440.1,102607.0] || equal(intersection(complement(u),power_class(complement(union(v,w)))),universal_class) member(x__dfg,union(u,image(element_relation,union(v,w))))* -> .
% 299.74/300.46 151923[0:SpL:75578.0,102607.0] || member(u,intersection(power_class(complement(union(v,w))),complement(x)))* member(u,union(x,image(element_relation,union(v,w)))) -> .
% 299.74/300.46 151876[0:SpL:106411.0,102607.0] || member(u,intersection(complement(v),power_class(complement(union(w,x)))))* member(u,union(v,image(element_relation,union(x,w)))) -> .
% 299.74/300.46 151873[4:SpL:36664.0,102607.0] || member(u,intersection(complement(v),power_class(union(null_class,complement(w)))))* member(u,union(v,image(element_relation,union(w,w))))* -> .
% 299.74/300.46 152673[4:SpL:102667.0,138256.0] || member(union(intersection(complement(u),power_class(v)),complement(union(w,x))),symmetric_difference(union(w,x),union(u,complement(power_class(v)))))* -> .
% 299.74/300.46 152672[4:SpL:102667.0,137147.0] || member(union(intersection(complement(u),power_class(v)),complement(union(w,x))),symmetric_difference(union(u,complement(power_class(v))),union(w,x)))* -> .
% 299.74/300.46 152642[4:SpL:102667.0,47766.0] || equal(union(intersection(complement(u),power_class(v)),complement(union(w,x))),intersection(union(u,complement(power_class(v))),union(w,x)))** -> .
% 299.74/300.46 152711[0:Rew:102668.0,152586.0] || -> equal(union(intersection(power_class(u),complement(v)),complement(union(w,x))),union(intersection(complement(v),power_class(u)),complement(union(w,x))))*.
% 299.74/300.46 152746[4:Rew:103496.0,152445.0] || -> subclass(regular(union(intersection(complement(u),power_class(v)),complement(union(w,x)))),intersection(union(u,complement(power_class(v))),union(w,x)))*.
% 299.74/300.46 153141[4:SpL:102668.0,138256.0] || member(union(intersection(power_class(u),complement(v)),complement(union(w,x))),symmetric_difference(union(w,x),union(complement(power_class(u)),v)))* -> .
% 299.74/300.46 153140[4:SpL:102668.0,137147.0] || member(union(intersection(power_class(u),complement(v)),complement(union(w,x))),symmetric_difference(union(complement(power_class(u)),v),union(w,x)))* -> .
% 299.74/300.46 153110[4:SpL:102668.0,47766.0] || equal(union(intersection(power_class(u),complement(v)),complement(union(w,x))),intersection(union(complement(power_class(u)),v),union(w,x)))** -> .
% 299.74/300.46 153216[4:Rew:103496.0,152906.0] || -> subclass(regular(union(intersection(power_class(u),complement(v)),complement(union(w,x)))),intersection(union(complement(power_class(u)),v),union(w,x)))*.
% 299.74/300.46 153607[4:SpL:102866.0,138256.0] || member(union(intersection(complement(u),union(v,w)),complement(power_class(x))),symmetric_difference(power_class(x),union(u,complement(union(v,w)))))* -> .
% 299.74/300.46 153606[4:SpL:102866.0,137147.0] || member(union(intersection(complement(u),union(v,w)),complement(power_class(x))),symmetric_difference(union(u,complement(union(v,w))),power_class(x)))* -> .
% 299.74/300.46 153576[4:SpL:102866.0,47766.0] || equal(union(intersection(complement(u),union(v,w)),complement(power_class(x))),intersection(union(u,complement(union(v,w))),power_class(x)))** -> .
% 299.74/300.46 153641[0:Rew:103205.0,153529.0] || -> equal(union(intersection(union(u,v),complement(w)),complement(power_class(x))),union(intersection(complement(w),union(u,v)),complement(power_class(x))))*.
% 299.74/300.46 153643[0:Rew:102866.0,153520.0] || -> equal(union(intersection(complement(u),union(v,w)),complement(power_class(x))),union(intersection(complement(u),union(w,v)),complement(power_class(x))))*.
% 299.74/300.46 153667[4:Rew:10128.0,153545.1] || subclass(union(u,complement(union(v,w))),null_class) -> equal(union(intersection(complement(u),union(v,w)),complement(power_class(x))),universal_class)**.
% 299.74/300.46 153679[4:Rew:103496.0,153383.0] || -> subclass(regular(union(intersection(complement(u),union(v,w)),complement(power_class(x)))),intersection(union(u,complement(union(v,w))),power_class(x)))*.
% 299.74/300.46 153802[4:Res:144482.0,10.0] || subclass(power_class(complement(power_class(universal_class))),regular(image(element_relation,power_class(universal_class))))* -> equal(regular(image(element_relation,power_class(universal_class))),power_class(complement(power_class(universal_class)))).
% 299.74/300.46 153823[4:Res:144770.0,10.0] || subclass(power_class(complement(power_class(null_class))),regular(image(element_relation,power_class(null_class))))* -> equal(regular(image(element_relation,power_class(null_class))),power_class(complement(power_class(null_class)))).
% 299.74/300.46 153969[0:Res:1052.1,102909.0] || equal(intersection(power_class(complement(union(u,v))),complement(w)),universal_class) member(null_class,union(image(element_relation,union(u,v)),w))* -> .
% 299.74/300.46 153958[0:Res:435.1,102909.0] || equal(intersection(power_class(complement(union(u,v))),complement(w)),universal_class) member(omega,union(image(element_relation,union(u,v)),w))* -> .
% 299.74/300.46 153950[0:Res:440.1,102909.0] || equal(intersection(power_class(complement(union(u,v))),complement(w)),universal_class) member(x__dfg,union(image(element_relation,union(u,v)),w))* -> .
% 299.74/300.46 153943[0:SpL:75578.0,102909.0] || member(u,intersection(complement(v),power_class(complement(union(w,x)))))* member(u,union(image(element_relation,union(w,x)),v)) -> .
% 299.74/300.46 153933[0:SpL:106411.0,102909.0] || member(u,intersection(power_class(complement(union(v,w))),complement(x)))* member(u,union(image(element_relation,union(w,v)),x)) -> .
% 299.74/300.46 153930[4:SpL:36664.0,102909.0] || member(u,intersection(power_class(union(null_class,complement(v))),complement(w)))* member(u,union(image(element_relation,union(v,v)),w))* -> .
% 299.74/300.46 154383[4:SpL:103019.0,138256.0] || member(union(complement(power_class(u)),intersection(union(v,w),complement(x))),symmetric_difference(union(complement(union(v,w)),x),power_class(u)))* -> .
% 299.74/300.46 154382[4:SpL:103019.0,137147.0] || member(union(complement(power_class(u)),intersection(union(v,w),complement(x))),symmetric_difference(power_class(u),union(complement(union(v,w)),x)))* -> .
% 299.74/300.46 154352[4:SpL:103019.0,47766.0] || equal(union(complement(power_class(u)),intersection(union(v,w),complement(x))),intersection(power_class(u),union(complement(union(v,w)),x)))** -> .
% 299.74/300.46 154421[0:Rew:103019.0,154282.0] || -> equal(union(complement(power_class(u)),intersection(union(v,w),complement(x))),union(complement(power_class(u)),intersection(union(w,v),complement(x))))*.
% 299.74/300.46 154445[4:Rew:10128.0,154326.1] || subclass(union(complement(union(u,v)),w),null_class) -> equal(union(complement(power_class(x)),intersection(union(u,v),complement(w))),universal_class)**.
% 299.74/300.46 154461[4:Rew:103496.0,154153.0] || -> subclass(regular(union(complement(power_class(u)),intersection(union(v,w),complement(x)))),intersection(power_class(u),union(complement(union(v,w)),x)))*.
% 299.74/300.46 154866[4:SpL:103205.0,138256.0] || member(union(intersection(union(u,v),complement(w)),complement(power_class(x))),symmetric_difference(power_class(x),union(complement(union(u,v)),w)))* -> .
% 299.74/300.46 154865[4:SpL:103205.0,137147.0] || member(union(intersection(union(u,v),complement(w)),complement(power_class(x))),symmetric_difference(union(complement(union(u,v)),w),power_class(x)))* -> .
% 299.74/300.46 154835[4:SpL:103205.0,47766.0] || equal(union(intersection(union(u,v),complement(w)),complement(power_class(x))),intersection(union(complement(union(u,v)),w),power_class(x)))** -> .
% 299.74/300.46 154904[0:Rew:103205.0,154774.0] || -> equal(union(intersection(union(u,v),complement(w)),complement(power_class(x))),union(intersection(union(v,u),complement(w)),complement(power_class(x))))*.
% 299.74/300.46 154928[4:Rew:10128.0,154804.1] || subclass(union(complement(union(u,v)),w),null_class) -> equal(union(intersection(union(u,v),complement(w)),complement(power_class(x))),universal_class)**.
% 299.74/300.46 154942[4:Rew:103496.0,154636.0] || -> subclass(regular(union(intersection(union(u,v),complement(w)),complement(power_class(x)))),intersection(union(complement(union(u,v)),w),power_class(x)))*.
% 299.74/300.46 155306[4:SpL:103451.0,138256.0] || member(union(complement(union(u,v)),intersection(complement(w),power_class(x))),symmetric_difference(union(w,complement(power_class(x))),union(u,v)))* -> .
% 299.74/300.46 155305[4:SpL:103451.0,137147.0] || member(union(complement(union(u,v)),intersection(complement(w),power_class(x))),symmetric_difference(union(u,v),union(w,complement(power_class(x)))))* -> .
% 299.74/300.46 155275[4:SpL:103451.0,47766.0] || equal(union(complement(union(u,v)),intersection(complement(w),power_class(x))),intersection(union(u,v),union(w,complement(power_class(x)))))** -> .
% 299.74/300.46 155361[0:Rew:103452.0,155178.0] || -> equal(union(complement(union(u,v)),intersection(power_class(w),complement(x))),union(complement(union(u,v)),intersection(complement(x),power_class(w))))*.
% 299.74/300.46 155377[4:Rew:103496.0,155082.0] || -> subclass(regular(union(complement(union(u,v)),intersection(complement(w),power_class(x)))),intersection(union(u,v),union(w,complement(power_class(x)))))*.
% 299.74/300.46 155808[4:Rew:150871.0,155696.1] || member(not_subclass_element(intersection(complement(compose(element_relation,universal_class)),u),null_class),union(element_relation,element_relation))* -> subclass(intersection(complement(compose(element_relation,universal_class)),u),null_class).
% 299.74/300.46 155809[4:Rew:150871.0,155695.1] || member(not_subclass_element(intersection(u,complement(compose(element_relation,universal_class))),null_class),union(element_relation,element_relation))* -> subclass(intersection(u,complement(compose(element_relation,universal_class))),null_class).
% 299.74/300.46 156075[4:SpL:103452.0,138256.0] || member(union(complement(union(u,v)),intersection(power_class(w),complement(x))),symmetric_difference(union(complement(power_class(w)),x),union(u,v)))* -> .
% 299.74/300.46 156074[4:SpL:103452.0,137147.0] || member(union(complement(union(u,v)),intersection(power_class(w),complement(x))),symmetric_difference(union(u,v),union(complement(power_class(w)),x)))* -> .
% 299.74/300.46 156044[4:SpL:103452.0,47766.0] || equal(union(complement(union(u,v)),intersection(power_class(w),complement(x))),intersection(union(u,v),union(complement(power_class(w)),x)))** -> .
% 299.74/300.46 156153[4:Rew:103496.0,155842.0] || -> subclass(regular(union(complement(union(u,v)),intersection(power_class(w),complement(x)))),intersection(union(u,v),union(complement(power_class(w)),x)))*.
% 299.74/300.46 156976[4:SpL:104283.0,138256.0] || member(union(complement(union(u,v)),image(element_relation,union(w,x))),symmetric_difference(power_class(complement(union(w,x))),union(u,v)))* -> .
% 299.74/300.46 156975[4:SpL:104283.0,137147.0] || member(union(complement(union(u,v)),image(element_relation,union(w,x))),symmetric_difference(union(u,v),power_class(complement(union(w,x)))))* -> .
% 299.74/300.46 156945[4:SpL:104283.0,47766.0] || equal(union(complement(union(u,v)),image(element_relation,union(w,x))),intersection(union(u,v),power_class(complement(union(w,x)))))** -> .
% 299.74/300.46 157053[0:Rew:104283.0,156860.0] || -> equal(union(complement(union(u,v)),image(element_relation,union(w,x))),union(complement(union(u,v)),image(element_relation,union(x,w))))*.
% 299.74/300.46 157084[4:Rew:103496.0,156729.0] || -> subclass(regular(union(complement(union(u,v)),image(element_relation,union(w,x)))),intersection(union(u,v),power_class(complement(union(w,x)))))*.
% 299.74/300.46 157810[4:SpL:104284.0,138256.0] || member(union(image(element_relation,union(u,v)),complement(union(w,x))),symmetric_difference(union(w,x),power_class(complement(union(u,v)))))* -> .
% 299.74/300.46 157809[4:SpL:104284.0,137147.0] || member(union(image(element_relation,union(u,v)),complement(union(w,x))),symmetric_difference(power_class(complement(union(u,v))),union(w,x)))* -> .
% 299.74/300.46 157779[4:SpL:104284.0,47766.0] || equal(union(image(element_relation,union(u,v)),complement(union(w,x))),intersection(power_class(complement(union(u,v))),union(w,x)))** -> .
% 299.74/300.46 157868[0:Rew:104284.0,157737.0] || -> equal(union(image(element_relation,union(u,v)),complement(union(w,x))),union(image(element_relation,union(v,u)),complement(union(w,x))))*.
% 299.74/300.46 157925[4:Rew:103496.0,157558.0] || -> subclass(regular(union(image(element_relation,union(u,v)),complement(union(w,x)))),intersection(power_class(complement(union(u,v))),union(w,x)))*.
% 299.74/300.46 158148[0:SpL:106411.0,104291.0] || member(not_subclass_element(power_class(complement(union(u,v))),w),image(element_relation,union(v,u)))* -> subclass(power_class(complement(union(v,u))),w).
% 299.74/300.46 158183[4:Rew:36664.0,158145.1] || member(not_subclass_element(power_class(union(null_class,complement(u))),v),image(element_relation,union(u,u)))* -> subclass(power_class(union(null_class,complement(u))),v).
% 299.74/300.46 158119[0:SpL:80005.0,104291.0] || member(not_subclass_element(power_class(complement(union(u,v))),w),image(element_relation,union(u,v)))* -> subclass(power_class(complement(union(v,u))),w).
% 299.74/300.46 158250[0:Rew:25086.1,158143.2] || equal(union(u,v),universal_class) member(not_subclass_element(power_class(null_class),w),image(element_relation,union(u,v)))* -> subclass(power_class(null_class),w).
% 299.74/300.46 158251[4:Rew:47746.1,158142.2] || equal(union(u,v),null_class) member(not_subclass_element(power_class(universal_class),w),image(element_relation,union(u,v)))* -> subclass(power_class(universal_class),w).
% 299.74/300.46 158419[0:SpR:80566.0,9363.2] || member(u,union(complement(v),complement(w))) member(u,union(v,w)) -> member(u,symmetric_difference(complement(w),complement(v)))*.
% 299.74/300.46 158699[0:Res:9.1,9807.1] || equal(restrict(u,v,w),x)* member(x,universal_class) -> equal(x,null_class) member(apply(choice,x),cross_product(v,w))*.
% 299.74/300.46 159143[4:Rew:82644.0,159028.1] || member(not_subclass_element(intersection(complement(sum_class(range_of(null_class))),u),null_class),apply(null_class,v))* -> subclass(intersection(complement(sum_class(range_of(null_class))),u),null_class).
% 299.74/300.46 159144[4:Rew:82644.0,159027.1] || member(not_subclass_element(intersection(u,complement(sum_class(range_of(null_class)))),null_class),apply(null_class,v))* -> subclass(intersection(u,complement(sum_class(range_of(null_class)))),null_class).
% 299.74/300.46 159162[0:Res:9.1,9992.0] || equal(ordered_pair(u,v),w) -> equal(w,null_class) equal(regular(w),unordered_pair(u,singleton(v)))* equal(regular(w),singleton(u)).
% 299.74/300.46 159572[4:Res:82661.0,10.0] || subclass(complement(sum_class(range_of(null_class))),complement(successor(apply(null_class,u))))* -> equal(complement(successor(apply(null_class,u))),complement(sum_class(range_of(null_class)))).
% 299.74/300.46 159874[4:Rew:82711.0,159755.1] || member(not_subclass_element(intersection(complement(apply(null_class,u)),v),null_class),sum_class(range_of(null_class)))* -> subclass(intersection(complement(apply(null_class,u)),v),null_class).
% 299.74/300.46 159875[4:Rew:82711.0,159754.1] || member(not_subclass_element(intersection(u,complement(apply(null_class,v))),null_class),sum_class(range_of(null_class)))* -> subclass(intersection(u,complement(apply(null_class,v))),null_class).
% 299.74/300.46 160162[4:Res:82728.0,10.0] || subclass(complement(apply(null_class,u)),complement(successor(sum_class(range_of(null_class)))))* -> equal(complement(apply(null_class,u)),complement(successor(sum_class(range_of(null_class))))).
% 299.74/300.46 160489[4:Rew:83108.0,160380.1] || member(not_subclass_element(intersection(complement(compose(element_relation,universal_class)),u),null_class),intersection(v,element_relation))* -> subclass(intersection(complement(compose(element_relation,universal_class)),u),null_class).
% 299.74/300.46 160490[4:Rew:83108.0,160378.1] || member(not_subclass_element(intersection(u,complement(compose(element_relation,universal_class))),null_class),intersection(v,element_relation))* -> subclass(intersection(u,complement(compose(element_relation,universal_class))),null_class).
% 299.74/300.46 160846[4:Rew:83110.0,160735.1] || member(not_subclass_element(intersection(complement(compose(element_relation,universal_class)),u),null_class),intersection(element_relation,v))* -> subclass(intersection(complement(compose(element_relation,universal_class)),u),null_class).
% 299.74/300.46 160847[4:Rew:83110.0,160733.1] || member(not_subclass_element(intersection(u,complement(compose(element_relation,universal_class))),null_class),intersection(element_relation,v))* -> subclass(intersection(u,complement(compose(element_relation,universal_class))),null_class).
% 299.74/300.46 161566[4:Res:95417.0,10.0] || subclass(sum_class(range_of(null_class)),complement(successor(complement(apply(null_class,u)))))* -> equal(complement(successor(complement(apply(null_class,u)))),sum_class(range_of(null_class))).
% 299.74/300.46 161701[4:Res:95422.0,10.0] || subclass(apply(null_class,u),complement(successor(complement(sum_class(range_of(null_class))))))* -> equal(apply(null_class,u),complement(successor(complement(sum_class(range_of(null_class)))))).
% 299.74/300.46 162061[0:Res:9.1,13498.0] || equal(u,unordered_pair(v,w))* -> equal(apply(choice,unordered_pair(v,w)),w)** equal(unordered_pair(v,w),null_class) member(v,u)*.
% 299.74/300.46 162109[0:Res:9.1,13500.0] || equal(u,unordered_pair(v,w))* -> equal(apply(choice,unordered_pair(v,w)),v)** equal(unordered_pair(v,w),null_class) member(w,u)*.
% 299.74/300.46 162232[6:SpL:161913.0,617.0] || member(u,regular(element_relation))* -> equal(u,unordered_pair(first(regular(element_relation)),singleton(second(regular(element_relation)))))* equal(u,singleton(first(regular(element_relation)))).
% 299.74/300.46 162266[0:Res:9.1,13572.0] || equal(u,unordered_pair(v,w))* -> equal(not_subclass_element(unordered_pair(v,w),x),w)** subclass(unordered_pair(v,w),x) member(v,u)*.
% 299.74/300.46 162319[0:Res:9.1,13573.0] || equal(u,unordered_pair(v,w))* -> equal(not_subclass_element(unordered_pair(v,w),x),v)** subclass(unordered_pair(v,w),x) member(w,u)*.
% 299.74/300.46 162388[4:Res:7907.1,17392.2] || equal(range_of(null_class),null_class) member(u,universal_class) member(null_class,singleton(u))* -> member(u,cantor(successor_relation))* inductive(singleton(u)).
% 299.74/300.46 163952[0:Obv:163922.2] || subclass(complement(intersection(u,v)),v)* member(regular(complement(intersection(u,v))),u)* -> equal(complement(intersection(u,v)),null_class).
% 299.74/300.46 164201[4:Res:12960.4,50055.1] || member(u,universal_class)* member(v,universal_class)* equal(successor(v),u)* subclass(successor_relation,w)* equal(null_class,w) -> .
% 299.74/300.46 164196[4:Res:12960.4,17301.0] || member(u,universal_class)* member(v,universal_class)* equal(successor(v),u) subclass(successor_relation,domain_relation)* -> equal(cantor(v),u)*.
% 299.74/300.46 164219[4:MRR:164182.0,138.0] || member(u,universal_class) equal(successor(u),singleton(singleton(singleton(v)))) subclass(successor_relation,application_function) -> member(singleton(v),cantor(u))*.
% 299.74/300.46 164350[6:Res:162162.1,9362.0] || equal(symmetric_difference(union(u,v),union(complement(u),complement(v))),universal_class)** -> member(regular(element_relation),complement(symmetric_difference(complement(u),complement(v)))).
% 299.74/300.46 164462[6:Res:162163.1,9362.0] || subclass(universal_class,symmetric_difference(union(u,v),union(complement(u),complement(v))))* -> member(regular(element_relation),complement(symmetric_difference(complement(u),complement(v)))).
% 299.74/300.46 165728[4:Obv:165713.0] || subclass(domain_relation,compose(u,v))* member(w,universal_class) -> member(w,cantor(v))* member(cantor(w),image(u,range_of(null_class)))*.
% 299.74/300.46 166699[4:Rew:50322.0,166676.2] || member(u,universal_class) subclass(power_class(union(null_class,complement(v))),w)* -> member(u,complement(power_class(complement(v))))* member(u,w)*.
% 299.74/300.46 166957[4:Res:13394.2,50055.1] || subclass(universal_class,complement(intersection(u,v))) member(unordered_pair(w,x),union(u,v))* equal(symmetric_difference(u,v),null_class) -> .
% 299.74/300.46 167806[0:Res:50.1,12416.1] inductive(complement(intersection(u,v))) || member(null_class,union(u,v)) subclass(symmetric_difference(u,v),w)* -> member(null_class,w).
% 299.74/300.46 168236[0:Res:50.1,78949.0] inductive(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v)))) || -> member(null_class,complement(symmetric_difference(cross_product(u,v),w)))*.
% 299.74/300.46 168536[0:Res:50.1,79442.0] inductive(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w)))) || -> member(null_class,complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.74/300.46 169431[4:MRR:169430.1,23545.0] || -> equal(regular(ordered_pair(u,universal_class)),unordered_pair(u,null_class)) equal(symmetric_difference(singleton(u),ordered_pair(u,universal_class)),union(singleton(u),ordered_pair(u,universal_class)))**.
% 299.74/300.46 169918[4:Res:124011.0,10.0] || subclass(singleton(null_class),complement(successor(complement(intersection(successor(null_class),u)))))* -> equal(complement(successor(complement(intersection(successor(null_class),u)))),singleton(null_class)).
% 299.74/300.46 170029[4:Res:124171.0,10.0] || subclass(singleton(null_class),complement(successor(complement(intersection(u,successor(null_class))))))* -> equal(complement(successor(complement(intersection(u,successor(null_class))))),singleton(null_class)).
% 299.74/300.46 170520[4:Res:13912.2,64986.1] || member(regular(cross_product(u,v)),element_relation) equal(successor(second(regular(cross_product(u,v)))),null_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.46 170672[0:MRR:170652.0,308.0] || member(u,ordered_pair(v,compose(u,v)))* member(ordered_pair(u,v),cross_product(universal_class,universal_class))* subclass(composition_function,complement(element_relation)) -> .
% 299.74/300.46 170674[0:MRR:170626.0,308.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,complement(unordered_pair(ordered_pair(u,ordered_pair(v,compose(u,v))),w)))* -> .
% 299.74/300.46 170675[0:MRR:170622.0,308.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,complement(unordered_pair(w,ordered_pair(u,ordered_pair(v,compose(u,v))))))* -> .
% 299.74/300.46 171139[0:Res:429.1,13995.0] || subclass(universal_class,cross_product(universal_class,universal_class)) subclass(composition_function,intersection(u,v))* -> member(ordered_pair(w,ordered_pair(x,compose(w,x))),v)*.
% 299.74/300.46 171148[4:MRR:171134.1,101.0] || member(u,universal_class) subclass(composition_function,intersection(v,w))* -> member(ordered_pair(u,ordered_pair(cantor(u),compose(u,cantor(u)))),w)*.
% 299.74/300.46 171355[0:Res:429.1,13994.0] || subclass(universal_class,cross_product(universal_class,universal_class)) subclass(composition_function,intersection(u,v))* -> member(ordered_pair(w,ordered_pair(x,compose(w,x))),u)*.
% 299.74/300.46 171364[4:MRR:171350.1,101.0] || member(u,universal_class) subclass(composition_function,intersection(v,w))* -> member(ordered_pair(u,ordered_pair(cantor(u),compose(u,cantor(u)))),v)*.
% 299.74/300.46 171691[2:MRR:171616.2,6869.0] || subclass(union(u,complement(power_class(v))),null_class) member(w,universal_class) -> member(w,union(x,intersection(complement(u),power_class(v))))*.
% 299.74/300.46 171709[4:MRR:171622.0,138.0] || subclass(intersection(complement(u),union(v,complement(power_class(w)))),null_class)* -> member(singleton(x),union(u,intersection(complement(v),power_class(w))))*.
% 299.74/300.46 171711[4:MRR:171710.0,147.0] || equal(union(u,complement(union(v,complement(power_class(w))))),cantor(xf)) -> member(x__dfg,union(u,intersection(complement(v),power_class(w))))*.
% 299.74/300.46 171720[0:MRR:171719.0,138.0] || equal(union(u,complement(union(v,complement(power_class(w))))),universal_class) -> member(singleton(x),union(u,intersection(complement(v),power_class(w))))*.
% 299.74/300.46 172480[2:MRR:172395.2,6869.0] || subclass(union(u,complement(power_class(v))),null_class) member(w,universal_class) -> member(w,union(intersection(complement(u),power_class(v)),x))*.
% 299.74/300.46 172498[4:MRR:172409.0,138.0] || subclass(intersection(union(u,complement(power_class(v))),complement(w)),null_class)* -> member(singleton(x),union(intersection(complement(u),power_class(v)),w))*.
% 299.74/300.46 172500[4:MRR:172499.0,147.0] || equal(union(complement(union(u,complement(power_class(v)))),w),cantor(xf)) -> member(x__dfg,union(intersection(complement(u),power_class(v)),w))*.
% 299.74/300.46 172509[0:MRR:172508.0,138.0] || equal(union(complement(union(u,complement(power_class(v)))),w),universal_class) -> member(singleton(x),union(intersection(complement(u),power_class(v)),w))*.
% 299.74/300.46 173034[2:MRR:172958.2,6869.0] || subclass(union(complement(power_class(u)),v),null_class) member(w,universal_class) -> member(w,union(x,intersection(power_class(u),complement(v))))*.
% 299.74/300.46 173054[4:MRR:172964.0,138.0] || subclass(intersection(complement(u),union(complement(power_class(v)),w)),null_class)* -> member(singleton(x),union(u,intersection(power_class(v),complement(w))))*.
% 299.74/300.46 173056[4:MRR:173055.0,147.0] || equal(union(u,complement(union(complement(power_class(v)),w))),cantor(xf)) -> member(x__dfg,union(u,intersection(power_class(v),complement(w))))*.
% 299.74/300.46 173065[0:MRR:173064.0,138.0] || equal(union(u,complement(union(complement(power_class(v)),w))),universal_class) -> member(singleton(x),union(u,intersection(power_class(v),complement(w))))*.
% 299.74/300.46 7429[2:SpL:7118.0,62.0] || member(u,image(v,range_of(null_class))) member(ordered_pair(w,u),cross_product(universal_class,universal_class))* -> member(ordered_pair(w,u),compose(v,null_class))*.
% 299.74/300.46 13409[2:Res:7349.1,885.1] || subclass(domain_relation,complement(intersection(u,v))) member(ordered_pair(null_class,null_class),union(u,v)) -> member(ordered_pair(null_class,null_class),symmetric_difference(u,v))*.
% 299.74/300.46 13408[0:Res:429.1,885.1] || subclass(universal_class,complement(intersection(u,v))) member(ordered_pair(w,x),union(u,v)) -> member(ordered_pair(w,x),symmetric_difference(u,v))*.
% 299.74/300.46 13826[0:Res:11931.0,11.0] || -> subclass(u,complement(unordered_pair(v,w))) equal(not_subclass_element(u,complement(unordered_pair(v,w))),w)** equal(not_subclass_element(u,complement(unordered_pair(v,w))),v)**.
% 299.74/300.46 14631[2:Res:882.2,8049.1] || member(ordered_pair(null_class,null_class),cross_product(u,v)) member(ordered_pair(null_class,null_class),w) subclass(domain_relation,complement(restrict(w,u,v)))* -> .
% 299.74/300.46 15129[0:SpL:826.1,1257.0] || equal(u,not_subclass_element(cross_product(v,w),x)) -> subclass(cross_product(v,w),x) member(singleton(first(not_subclass_element(cross_product(v,w),x))),u)*.
% 299.74/300.46 15117[0:SpL:826.1,430.0] || subclass(not_subclass_element(cross_product(u,v),w),x) -> subclass(cross_product(u,v),w) member(singleton(first(not_subclass_element(cross_product(u,v),w))),x)*.
% 299.74/300.46 16795[0:Res:882.2,671.1] || member(unordered_pair(u,v),cross_product(w,x))* member(unordered_pair(u,v),y)* subclass(universal_class,complement(restrict(y,w,x)))* -> .
% 299.74/300.46 16933[0:SpL:829.2,16891.0] || member(cross_product(u,v),universal_class) subclass(universal_class,complement(unordered_pair(w,apply(choice,cross_product(u,v)))))* -> equal(cross_product(u,v),null_class).
% 299.74/300.46 16944[0:SpL:829.2,16900.0] || member(cross_product(u,v),universal_class) subclass(universal_class,complement(unordered_pair(apply(choice,cross_product(u,v)),w)))* -> equal(cross_product(u,v),null_class).
% 299.74/300.46 16972[0:SpL:829.2,16936.0] || member(cross_product(u,v),universal_class) equal(complement(unordered_pair(w,apply(choice,cross_product(u,v)))),universal_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.46 16977[0:SpL:829.2,16947.0] || member(cross_product(u,v),universal_class) equal(complement(unordered_pair(apply(choice,cross_product(u,v)),w)),universal_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.46 17203[0:Res:882.2,725.1] || member(ordered_pair(u,v),cross_product(w,x))* member(ordered_pair(u,v),y)* subclass(universal_class,complement(restrict(y,w,x)))* -> .
% 299.74/300.46 17599[4:Rew:17265.0,1167.1] || subclass(universal_class,cross_product(universal_class,cross_product(universal_class,universal_class))) member(u,cantor(v)) -> member(ordered_pair(v,ordered_pair(u,apply(v,u))),application_function)*.
% 299.74/300.46 20302[4:Res:19302.1,885.1] || equal(complement(intersection(u,v)),singleton(singleton(null_class))) member(singleton(null_class),union(u,v)) -> member(singleton(null_class),symmetric_difference(u,v))*.
% 299.74/300.46 21264[5:Res:21256.1,885.1] || subclass(universal_class,complement(intersection(u,v))) member(sum_class(range_of(null_class)),union(u,v)) -> member(sum_class(range_of(null_class)),symmetric_difference(u,v))*.
% 299.74/300.46 21296[5:Res:21248.1,885.1] || subclass(universal_class,complement(intersection(u,v))) member(apply(null_class,w),union(u,v)) -> member(apply(null_class,w),symmetric_difference(u,v))*.
% 299.74/300.46 21360[5:Res:882.2,21263.1] || member(sum_class(range_of(null_class)),cross_product(u,v)) member(sum_class(range_of(null_class)),w) subclass(universal_class,complement(restrict(w,u,v)))* -> .
% 299.74/300.46 21702[5:Res:882.2,21295.1] || member(apply(null_class,u),cross_product(v,w))* member(apply(null_class,u),x)* subclass(universal_class,complement(restrict(x,v,w)))* -> .
% 299.74/300.46 27228[4:Res:882.2,25885.1] || member(ordered_pair(null_class,null_class),cross_product(u,v))* member(ordered_pair(null_class,null_class),w) equal(complement(restrict(w,u,v)),universal_class)** -> .
% 299.74/300.46 27289[5:Res:882.2,25953.1] || member(sum_class(range_of(null_class)),cross_product(u,v))* member(sum_class(range_of(null_class)),w) equal(complement(restrict(w,u,v)),universal_class)** -> .
% 299.74/300.46 27483[0:Res:530.3,6535.0] function(u) || member(v,universal_class) subclass(universal_class,symmetric_difference(complement(w),complement(x)))* -> member(image(u,v),union(w,x))*.
% 299.74/300.46 27468[0:Res:494.3,6535.0] || member(u,universal_class) subclass(u,symmetric_difference(complement(v),complement(w)))* -> equal(u,null_class) member(apply(choice,u),union(v,w)).
% 299.74/300.46 27462[0:Res:186.1,6535.0] || -> subclass(intersection(u,symmetric_difference(complement(v),complement(w))),x) member(not_subclass_element(intersection(u,symmetric_difference(complement(v),complement(w))),x),union(v,w))*.
% 299.74/300.46 27444[0:Res:194.1,6535.0] || -> subclass(intersection(symmetric_difference(complement(u),complement(v)),w),x) member(not_subclass_element(intersection(symmetric_difference(complement(u),complement(v)),w),x),union(u,v))*.
% 299.74/300.46 27609[5:Res:882.2,26529.1] || member(apply(null_class,u),cross_product(v,w))* member(apply(null_class,u),x)* equal(complement(restrict(x,v,w)),universal_class)** -> .
% 299.74/300.46 28019[0:MRR:27985.0,12507.2] || member(complement(union(u,v)),universal_class) -> member(apply(choice,complement(union(u,v))),complement(u))* equal(complement(union(u,v)),null_class).
% 299.74/300.46 28295[0:MRR:28261.0,12507.2] || member(complement(union(u,v)),universal_class) -> member(apply(choice,complement(union(u,v))),complement(v))* equal(complement(union(u,v)),null_class).
% 299.74/300.46 29404[4:Rew:28759.0,27352.0] || equal(union(null_class,ordered_pair(u,v)),universal_class)** -> equal(unordered_pair(u,singleton(v)),ordered_pair(null_class,null_class)) equal(ordered_pair(null_class,null_class),singleton(u)).
% 299.74/300.46 29405[5:Rew:28759.0,21751.0] || equal(union(null_class,ordered_pair(u,v)),universal_class)** -> equal(apply(null_class,w),unordered_pair(u,singleton(v)))* equal(apply(null_class,w),singleton(u)).
% 299.74/300.46 29406[5:Rew:28759.0,21559.0] || equal(union(null_class,ordered_pair(u,v)),universal_class)** -> equal(unordered_pair(u,singleton(v)),sum_class(range_of(null_class))) equal(sum_class(range_of(null_class)),singleton(u)).
% 299.74/300.46 29408[4:Rew:28759.0,16120.0] || equal(union(null_class,ordered_pair(u,v)),domain_relation)** -> equal(unordered_pair(u,singleton(v)),ordered_pair(null_class,null_class)) equal(ordered_pair(null_class,null_class),singleton(u)).
% 299.74/300.46 31109[4:Rew:28759.0,29455.1] || -> subclass(union(null_class,symmetric_difference(complement(u),complement(v))),w) member(not_subclass_element(union(null_class,symmetric_difference(complement(u),complement(v))),w),union(u,v))*.
% 299.74/300.46 31110[4:Rew:29733.0,29516.0] || equal(union(null_class,complement(intersection(u,v))),universal_class)** member(singleton(w),union(u,v)) -> member(singleton(w),symmetric_difference(u,v))*.
% 299.74/300.46 33277[2:Rew:619.1,33276.2] || member(apply(choice,u),unordered_pair(v,u))* -> equal(regular(unordered_pair(v,u)),v) equal(u,null_class) equal(unordered_pair(v,u),null_class).
% 299.74/300.46 33279[2:Rew:619.2,33278.2] || member(apply(choice,u),unordered_pair(u,v))* -> equal(regular(unordered_pair(u,v)),v) equal(u,null_class) equal(unordered_pair(u,v),null_class).
% 299.74/300.46 33425[4:Rew:28759.0,33390.1,28759.0,33390.0] || member(regular(intersection(u,union(null_class,intersection(v,w)))),symmetric_difference(v,w))* -> equal(intersection(u,union(null_class,intersection(v,w))),null_class).
% 299.74/300.46 33804[4:Rew:28759.0,33764.1,28759.0,33764.0] || member(regular(intersection(union(null_class,intersection(u,v)),w)),symmetric_difference(u,v))* -> equal(intersection(union(null_class,intersection(u,v)),w),null_class).
% 299.74/300.46 35639[2:Rew:619.1,35638.2] || member(not_subclass_element(u,v),unordered_pair(w,u))* -> equal(regular(unordered_pair(w,u)),w) subclass(u,v) equal(unordered_pair(w,u),null_class).
% 299.74/300.46 35641[2:Rew:619.2,35640.2] || member(not_subclass_element(u,v),unordered_pair(u,w))* -> equal(regular(unordered_pair(u,w)),w) subclass(u,v) equal(unordered_pair(u,w),null_class).
% 299.74/300.46 36891[0:Res:26.2,7882.1] || member(not_subclass_element(u,v),w)* member(not_subclass_element(u,v),x)* subclass(u,complement(intersection(x,w)))* -> subclass(u,v).
% 299.74/300.46 37609[2:Res:31230.1,885.1] || equal(complement(intersection(u,v)),domain_relation) member(ordered_pair(null_class,null_class),union(u,v)) -> member(ordered_pair(null_class,null_class),symmetric_difference(u,v))*.
% 299.74/300.46 37712[0:Res:285.1,270.0] || -> subclass(restrict(restrict(u,v,w),x,y),z) member(not_subclass_element(restrict(restrict(u,v,w),x,y),z),cross_product(v,w))*.
% 299.74/300.46 38518[4:Res:417.2,17395.0] || subclass(u,cantor(regular(cross_product(singleton(not_subclass_element(u,v)),universal_class))))* -> subclass(u,v) equal(cross_product(singleton(not_subclass_element(u,v)),universal_class),null_class).
% 299.74/300.46 39787[9:SpL:39510.1,39543.1] function(u) function(v) || subclass(range_of(v),cantor(universal_class))* equal(cantor(cantor(w)),universal_class) -> compatible(v,w,u)*.
% 299.74/300.46 39951[9:SpL:39752.1,1000.1] function(u) || member(ordered_pair(u,v),compose(w,x))* subclass(image(w,image(x,null_class)),y)* -> member(v,y)*.
% 299.74/300.46 40310[9:Rew:40298.2,16257.3] single_valued_class(inverse(u)) || subclass(range_of(inverse(u)),v) equal(cross_product(universal_class,universal_class),inverse(u)) -> maps(inverse(u),universal_class,v)*.
% 299.74/300.46 41316[4:MRR:41268.0,12507.2] || member(complement(cantor(u)),universal_class) -> equal(apply(u,apply(choice,complement(cantor(u)))),sum_class(range_of(null_class)))** equal(complement(cantor(u)),null_class).
% 299.74/300.46 41408[2:Res:36356.0,381.1] function(complement(singleton(cross_product(universal_class,universal_class)))) || -> equal(singleton(cross_product(universal_class,universal_class)),null_class) equal(complement(singleton(cross_product(universal_class,universal_class))),cross_product(universal_class,universal_class))**.
% 299.74/300.46 42517[0:Res:3145.1,6547.1] || member(regular(intersection(u,intersection(intersection(v,w),x))),symmetric_difference(v,w))* -> equal(intersection(u,intersection(intersection(v,w),x)),null_class).
% 299.74/300.46 42516[4:Res:3145.1,10130.1] || member(regular(intersection(u,intersection(complement(compose(element_relation,universal_class)),v))),element_relation)* -> equal(intersection(u,intersection(complement(compose(element_relation,universal_class)),v)),null_class).
% 299.74/300.46 43113[0:Res:3146.1,6547.1] || member(regular(intersection(u,intersection(v,intersection(w,x)))),symmetric_difference(w,x))* -> equal(intersection(u,intersection(v,intersection(w,x))),null_class).
% 299.74/300.46 43112[4:Res:3146.1,10130.1] || member(regular(intersection(u,intersection(v,complement(compose(element_relation,universal_class))))),element_relation)* -> equal(intersection(u,intersection(v,complement(compose(element_relation,universal_class)))),null_class).
% 299.74/300.46 43945[0:Res:3317.1,6547.1] || member(regular(intersection(intersection(intersection(u,v),w),x)),symmetric_difference(u,v))* -> equal(intersection(intersection(intersection(u,v),w),x),null_class).
% 299.74/300.46 43944[4:Res:3317.1,10130.1] || member(regular(intersection(intersection(complement(compose(element_relation,universal_class)),u),v)),element_relation)* -> equal(intersection(intersection(complement(compose(element_relation,universal_class)),u),v),null_class).
% 299.74/300.46 44480[0:Res:3318.1,6547.1] || member(regular(intersection(intersection(u,intersection(v,w)),x)),symmetric_difference(v,w))* -> equal(intersection(intersection(u,intersection(v,w)),x),null_class).
% 299.74/300.46 44479[4:Res:3318.1,10130.1] || member(regular(intersection(intersection(u,complement(compose(element_relation,universal_class))),v)),element_relation)* -> equal(intersection(intersection(u,complement(compose(element_relation,universal_class))),v),null_class).
% 299.74/300.46 45106[0:Res:8283.0,3479.0] || subclass(successor(u),v) -> equal(symmetric_difference(complement(u),complement(singleton(u))),null_class) member(regular(symmetric_difference(complement(u),complement(singleton(u)))),v)*.
% 299.74/300.46 46831[0:Obv:46793.2] || equal(u,v) subclass(unordered_pair(v,u),symmetric_difference(w,x))* -> equal(unordered_pair(v,u),null_class) member(v,union(w,x)).
% 299.74/300.46 46926[4:Res:17312.2,6525.0] || member(u,universal_class) subclass(domain_relation,symmetric_difference(v,cross_product(w,x))) -> member(ordered_pair(u,cantor(u)),complement(restrict(v,w,x)))*.
% 299.74/300.46 46916[0:Res:11931.0,6525.0] || -> subclass(u,complement(symmetric_difference(v,cross_product(w,x)))) member(not_subclass_element(u,complement(symmetric_difference(v,cross_product(w,x)))),complement(restrict(v,w,x)))*.
% 299.74/300.46 47108[4:Res:17312.2,6526.0] || member(u,universal_class) subclass(domain_relation,symmetric_difference(cross_product(v,w),x)) -> member(ordered_pair(u,cantor(u)),complement(restrict(x,v,w)))*.
% 299.74/300.46 47098[0:Res:11931.0,6526.0] || -> subclass(u,complement(symmetric_difference(cross_product(v,w),x))) member(not_subclass_element(u,complement(symmetric_difference(cross_product(v,w),x))),complement(restrict(x,v,w)))*.
% 299.74/300.46 47862[0:Res:5957.2,6535.0] || member(inverse(u),universal_class) subclass(domain_relation,symmetric_difference(complement(v),complement(w))) -> member(ordered_pair(inverse(u),range_of(u)),union(v,w))*.
% 299.74/300.46 48024[0:Rew:47963.0,46764.0] || equal(u,union(v,complement(power_class(w))))* member(x,universal_class) -> member(x,intersection(complement(v),power_class(w)))* member(x,u)*.
% 299.74/300.46 48066[0:Rew:47963.0,43462.0] || subclass(u,power_class(complement(power_class(v)))) member(regular(intersection(u,w)),image(element_relation,power_class(v)))* -> equal(intersection(u,w),null_class).
% 299.74/300.46 48067[0:Rew:47963.0,42002.0] || subclass(u,power_class(complement(power_class(v)))) member(regular(intersection(w,u)),image(element_relation,power_class(v)))* -> equal(intersection(w,u),null_class).
% 299.74/300.46 48073[0:Rew:47963.0,35916.0] || -> equal(union(intersection(u,image(element_relation,power_class(v))),intersection(complement(u),power_class(complement(power_class(v))))),complement(symmetric_difference(u,image(element_relation,power_class(v)))))**.
% 299.74/300.46 48213[0:Rew:47963.0,46766.0] || equal(u,union(complement(power_class(v)),w))* member(x,universal_class) -> member(x,intersection(power_class(v),complement(w)))* member(x,u)*.
% 299.74/300.46 48310[0:Rew:47963.0,35933.0] || -> equal(union(intersection(image(element_relation,power_class(u)),v),intersection(power_class(complement(power_class(u))),complement(v))),complement(symmetric_difference(image(element_relation,power_class(u)),v)))**.
% 299.74/300.46 48351[4:Rew:47963.0,41756.0] || subclass(domain_relation,rotate(power_class(complement(power_class(u))))) member(ordered_pair(ordered_pair(v,cantor(ordered_pair(w,v))),w),image(element_relation,power_class(u)))* -> .
% 299.74/300.46 48352[4:Rew:47963.0,41874.0] || subclass(domain_relation,flip(power_class(complement(power_class(u))))) member(ordered_pair(ordered_pair(v,w),cantor(ordered_pair(w,v))),image(element_relation,power_class(u)))* -> .
% 299.74/300.46 48924[0:Rew:47963.0,48079.1] || member(not_subclass_element(intersection(u,power_class(complement(power_class(v)))),w),image(element_relation,power_class(v)))* -> subclass(intersection(u,power_class(complement(power_class(v)))),w).
% 299.74/300.46 48927[0:Rew:47963.0,48327.1] || member(not_subclass_element(intersection(power_class(complement(power_class(u))),v),w),image(element_relation,power_class(u)))* -> subclass(intersection(power_class(complement(power_class(u))),v),w).
% 299.74/300.46 48937[0:Rew:47963.0,48383.2,47963.0,48383.1] || member(complement(power_class(u)),universal_class) -> subclass(singleton(singleton(complement(power_class(u)))),power_class(u))* member(singleton(singleton(singleton(complement(power_class(u))))),element_relation).
% 299.74/300.46 50257[0:Res:3143.2,47968.0] || subclass(u,image(element_relation,power_class(v))) member(regular(intersection(w,u)),power_class(complement(power_class(v))))* -> equal(intersection(w,u),null_class).
% 299.74/300.46 50256[0:Res:3315.2,47968.0] || subclass(u,image(element_relation,power_class(v))) member(regular(intersection(u,w)),power_class(complement(power_class(v))))* -> equal(intersection(u,w),null_class).
% 299.74/300.46 50243[4:Res:17399.1,47968.0] || subclass(domain_relation,flip(image(element_relation,power_class(u)))) member(ordered_pair(ordered_pair(v,w),cantor(ordered_pair(w,v))),power_class(complement(power_class(u))))* -> .
% 299.74/300.46 50242[4:Res:17398.1,47968.0] || subclass(domain_relation,rotate(image(element_relation,power_class(u)))) member(ordered_pair(ordered_pair(v,cantor(ordered_pair(w,v))),w),power_class(complement(power_class(u))))* -> .
% 299.74/300.46 50232[0:Res:186.1,47968.0] || member(not_subclass_element(intersection(u,image(element_relation,power_class(v))),w),power_class(complement(power_class(v))))* -> subclass(intersection(u,image(element_relation,power_class(v))),w).
% 299.74/300.46 50212[0:Res:194.1,47968.0] || member(not_subclass_element(intersection(image(element_relation,power_class(u)),v),w),power_class(complement(power_class(u))))* -> subclass(intersection(image(element_relation,power_class(u)),v),w).
% 299.74/300.46 51471[0:SpR:49204.0,3543.2] || subclass(u,symmetric_difference(complement(power_class(complement(power_class(v)))),w))* -> equal(u,null_class) member(regular(u),union(image(element_relation,power_class(v)),w)).
% 299.74/300.46 51643[0:SpR:49205.0,3543.2] || subclass(u,symmetric_difference(v,complement(power_class(complement(power_class(w))))))* -> equal(u,null_class) member(regular(u),union(v,image(element_relation,power_class(w)))).
% 299.74/300.46 51891[4:Res:17312.2,47999.0] || member(u,universal_class) subclass(domain_relation,symmetric_difference(complement(v),power_class(w))) -> member(ordered_pair(u,cantor(u)),union(v,complement(power_class(w))))*.
% 299.74/300.46 51881[0:Res:11931.0,47999.0] || -> subclass(u,complement(symmetric_difference(complement(v),power_class(w)))) member(not_subclass_element(u,complement(symmetric_difference(complement(v),power_class(w)))),union(v,complement(power_class(w))))*.
% 299.74/300.46 51846[0:SpL:47973.0,47999.0] || member(u,symmetric_difference(union(complement(power_class(v)),w),power_class(x))) -> member(u,union(intersection(power_class(v),complement(w)),complement(power_class(x))))*.
% 299.74/300.46 51845[0:SpL:47967.0,47999.0] || member(u,symmetric_difference(union(v,complement(power_class(w))),power_class(x))) -> member(u,union(intersection(complement(v),power_class(w)),complement(power_class(x))))*.
% 299.74/300.46 52006[4:Res:17312.2,48188.0] || member(u,universal_class) subclass(domain_relation,symmetric_difference(power_class(v),complement(w))) -> member(ordered_pair(u,cantor(u)),union(complement(power_class(v)),w))*.
% 299.74/300.46 51996[0:Res:11931.0,48188.0] || -> subclass(u,complement(symmetric_difference(power_class(v),complement(w)))) member(not_subclass_element(u,complement(symmetric_difference(power_class(v),complement(w)))),union(complement(power_class(v)),w))*.
% 299.74/300.46 51956[0:SpL:47973.0,48188.0] || member(u,symmetric_difference(power_class(v),union(complement(power_class(w)),x))) -> member(u,union(complement(power_class(v)),intersection(power_class(w),complement(x))))*.
% 299.74/300.46 51955[0:SpL:47967.0,48188.0] || member(u,symmetric_difference(power_class(v),union(w,complement(power_class(x))))) -> member(u,union(complement(power_class(v)),intersection(complement(w),power_class(x))))*.
% 299.74/300.46 52091[0:SpR:9395.0,26.2] || member(u,union(complement(v),complement(singleton(v)))) member(u,successor(v)) -> member(u,symmetric_difference(complement(v),complement(singleton(v))))*.
% 299.74/300.46 52173[0:Rew:9395.0,52088.0] || -> equal(intersection(u,symmetric_difference(complement(v),complement(singleton(v)))),null_class) member(regular(intersection(u,symmetric_difference(complement(v),complement(singleton(v))))),successor(v))*.
% 299.74/300.46 52174[0:Rew:9395.0,52083.0] || -> equal(intersection(symmetric_difference(complement(u),complement(singleton(u))),v),null_class) member(regular(intersection(symmetric_difference(complement(u),complement(singleton(u))),v)),successor(u))*.
% 299.74/300.46 52518[4:SpL:18099.0,17825.2] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,complement(v)) member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),v)* -> .
% 299.74/300.46 52517[4:SpL:18051.0,17825.2] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,complement(v)) member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),v)* -> .
% 299.74/300.46 52926[4:SpL:29733.0,259.0] || member(regular(union(union(null_class,u),v)),intersection(union(null_class,complement(u)),complement(v)))* -> equal(union(union(null_class,u),v),null_class).
% 299.74/300.46 52925[4:SpL:36664.0,259.0] || member(regular(union(union(u,u),v)),intersection(union(null_class,complement(u)),complement(v)))* -> equal(union(union(u,u),v),null_class).
% 299.74/300.46 52911[4:SpL:29733.0,259.0] || member(regular(union(u,union(null_class,v))),intersection(complement(u),union(null_class,complement(v))))* -> equal(union(u,union(null_class,v)),null_class).
% 299.74/300.46 52910[4:SpL:36664.0,259.0] || member(regular(union(u,union(v,v))),intersection(complement(u),union(null_class,complement(v))))* -> equal(union(u,union(v,v)),null_class).
% 299.74/300.46 54329[4:SpL:17283.2,6311.0] || member(u,universal_class) member(range_of(null_class),universal_class) subclass(universal_class,v) -> member(u,cantor(w)) member(apply(w,u),v)*.
% 299.74/300.46 55946[0:Res:6382.2,8686.2] || member(u,universal_class) subclass(universal_class,symmetric_difference(v,w))* member(power_class(u),complement(w))* member(power_class(u),complement(v))* -> .
% 299.74/300.46 55945[0:Res:6323.2,8686.2] || member(u,universal_class) subclass(universal_class,symmetric_difference(v,w))* member(sum_class(u),complement(w))* member(sum_class(u),complement(v))* -> .
% 299.74/300.46 55912[0:Res:407.2,8686.2] || member(u,universal_class) subclass(universal_class,union(v,w))* member(power_class(u),complement(w))* member(power_class(u),complement(v))* -> .
% 299.74/300.46 55911[0:Res:408.2,8686.2] || member(u,universal_class) subclass(universal_class,union(v,w))* member(sum_class(u),complement(w))* member(sum_class(u),complement(v))* -> .
% 299.74/300.46 56052[4:SpL:829.2,52606.0] || member(cross_product(u,v),universal_class) equal(union(null_class,singleton(apply(choice,cross_product(u,v)))),universal_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.46 56243[4:MRR:56242.1,56171.0] || -> equal(regular(ordered_pair(u,v)),singleton(u)) equal(regular(regular(ordered_pair(u,v))),singleton(v))** equal(regular(regular(ordered_pair(u,v))),u)**.
% 299.74/300.46 57130[0:Res:6563.2,6535.0] || subclass(u,symmetric_difference(complement(v),complement(w))) -> subclass(intersection(x,u),y) member(not_subclass_element(intersection(x,u),y),union(v,w))*.
% 299.74/300.46 57688[4:Res:6565.1,12473.0] || -> subclass(intersection(u,intersection(apply(null_class,v),w)),x) member(not_subclass_element(intersection(u,intersection(apply(null_class,v),w)),x),sum_class(range_of(null_class)))*.
% 299.74/300.46 57687[4:Res:6565.1,12472.0] || -> subclass(intersection(u,intersection(apply(null_class,v),w)),x) member(not_subclass_element(intersection(u,intersection(apply(null_class,v),w)),x),apply(null_class,y))*.
% 299.74/300.46 57686[4:Res:6565.1,12471.0] || -> subclass(intersection(u,intersection(sum_class(range_of(null_class)),v)),w) member(not_subclass_element(intersection(u,intersection(sum_class(range_of(null_class)),v)),w),apply(null_class,x))*.
% 299.74/300.46 57683[2:Res:6565.1,6873.0] || member(not_subclass_element(intersection(u,intersection(regular(v),w)),x),v)* -> subclass(intersection(u,intersection(regular(v),w)),x) equal(v,null_class).
% 299.74/300.46 57674[0:Res:6565.1,574.0] || -> subclass(intersection(u,intersection(symmetric_difference(v,w),x)),y) member(not_subclass_element(intersection(u,intersection(symmetric_difference(v,w),x)),y),union(v,w))*.
% 299.74/300.46 57670[0:Res:6565.1,271.0] || -> subclass(intersection(u,intersection(restrict(v,w,x),y)),z) member(not_subclass_element(intersection(u,intersection(restrict(v,w,x),y)),z),v)*.
% 299.74/300.46 58000[4:Res:57812.0,7887.0] || -> subclass(intersection(u,union(null_class,restrict(v,w,x))),y) member(not_subclass_element(intersection(u,union(null_class,restrict(v,w,x))),y),v)*.
% 299.74/300.46 57992[4:Res:57812.0,10202.0] || member(regular(intersection(u,union(null_class,complement(compose(element_relation,universal_class))))),element_relation)* -> equal(intersection(u,union(null_class,complement(compose(element_relation,universal_class)))),null_class).
% 299.74/300.46 58223[4:Res:6566.1,12473.0] || -> subclass(intersection(u,intersection(v,apply(null_class,w))),x) member(not_subclass_element(intersection(u,intersection(v,apply(null_class,w))),x),sum_class(range_of(null_class)))*.
% 299.74/300.46 58222[4:Res:6566.1,12472.0] || -> subclass(intersection(u,intersection(v,apply(null_class,w))),x) member(not_subclass_element(intersection(u,intersection(v,apply(null_class,w))),x),apply(null_class,y))*.
% 299.74/300.46 58221[4:Res:6566.1,12471.0] || -> subclass(intersection(u,intersection(v,sum_class(range_of(null_class)))),w) member(not_subclass_element(intersection(u,intersection(v,sum_class(range_of(null_class)))),w),apply(null_class,x))*.
% 299.74/300.46 58218[2:Res:6566.1,6873.0] || member(not_subclass_element(intersection(u,intersection(v,regular(w))),x),w)* -> subclass(intersection(u,intersection(v,regular(w))),x) equal(w,null_class).
% 299.74/300.46 58209[0:Res:6566.1,574.0] || -> subclass(intersection(u,intersection(v,symmetric_difference(w,x))),y) member(not_subclass_element(intersection(u,intersection(v,symmetric_difference(w,x))),y),union(w,x))*.
% 299.74/300.46 58205[0:Res:6566.1,271.0] || -> subclass(intersection(u,intersection(v,restrict(w,x,y))),z) member(not_subclass_element(intersection(u,intersection(v,restrict(w,x,y))),z),w)*.
% 299.74/300.46 58555[0:Res:7755.2,6535.0] || subclass(u,symmetric_difference(complement(v),complement(w))) -> subclass(intersection(u,x),y) member(not_subclass_element(intersection(u,x),y),union(v,w))*.
% 299.74/300.46 58646[0:Rew:569.0,58503.1] || subclass(union(u,v),w) -> subclass(symmetric_difference(complement(u),complement(v)),x) member(not_subclass_element(symmetric_difference(complement(u),complement(v)),x),w)*.
% 299.74/300.46 58755[4:Res:57960.0,7884.0] || -> subclass(restrict(union(null_class,intersection(u,v)),w,x),y) member(not_subclass_element(restrict(union(null_class,intersection(u,v)),w,x),y),u)*.
% 299.74/300.46 58754[4:Res:57960.0,7885.0] || -> subclass(restrict(union(null_class,intersection(u,v)),w,x),y) member(not_subclass_element(restrict(union(null_class,intersection(u,v)),w,x),y),v)*.
% 299.74/300.46 58812[0:Res:57780.0,7884.0] || -> subclass(intersection(u,restrict(intersection(v,w),x,y)),z) member(not_subclass_element(intersection(u,restrict(intersection(v,w),x,y)),z),v)*.
% 299.74/300.46 58811[0:Res:57780.0,7885.0] || -> subclass(intersection(u,restrict(intersection(v,w),x,y)),z) member(not_subclass_element(intersection(u,restrict(intersection(v,w),x,y)),z),w)*.
% 299.74/300.46 58906[0:Res:57833.0,7884.0] || -> subclass(restrict(intersection(intersection(u,v),w),x,y),z) member(not_subclass_element(restrict(intersection(intersection(u,v),w),x,y),z),u)*.
% 299.74/300.46 58905[0:Res:57833.0,7885.0] || -> subclass(restrict(intersection(intersection(u,v),w),x,y),z) member(not_subclass_element(restrict(intersection(intersection(u,v),w),x,y),z),v)*.
% 299.74/300.46 59056[4:Res:7758.1,12473.0] || -> subclass(intersection(intersection(apply(null_class,u),v),w),x) member(not_subclass_element(intersection(intersection(apply(null_class,u),v),w),x),sum_class(range_of(null_class)))*.
% 299.74/300.46 59055[4:Res:7758.1,12472.0] || -> subclass(intersection(intersection(apply(null_class,u),v),w),x) member(not_subclass_element(intersection(intersection(apply(null_class,u),v),w),x),apply(null_class,y))*.
% 299.74/300.46 59054[4:Res:7758.1,12471.0] || -> subclass(intersection(intersection(sum_class(range_of(null_class)),u),v),w) member(not_subclass_element(intersection(intersection(sum_class(range_of(null_class)),u),v),w),apply(null_class,x))*.
% 299.74/300.46 59051[2:Res:7758.1,6873.0] || member(not_subclass_element(intersection(intersection(regular(u),v),w),x),u)* -> subclass(intersection(intersection(regular(u),v),w),x) equal(u,null_class).
% 299.74/300.46 59042[0:Res:7758.1,574.0] || -> subclass(intersection(intersection(symmetric_difference(u,v),w),x),y) member(not_subclass_element(intersection(intersection(symmetric_difference(u,v),w),x),y),union(u,v))*.
% 299.74/300.46 59038[0:Res:7758.1,271.0] || -> subclass(intersection(intersection(restrict(u,v,w),x),y),z) member(not_subclass_element(intersection(intersection(restrict(u,v,w),x),y),z),u)*.
% 299.74/300.46 59425[4:Res:7759.1,12473.0] || -> subclass(intersection(intersection(u,apply(null_class,v)),w),x) member(not_subclass_element(intersection(intersection(u,apply(null_class,v)),w),x),sum_class(range_of(null_class)))*.
% 299.74/300.47 59424[4:Res:7759.1,12472.0] || -> subclass(intersection(intersection(u,apply(null_class,v)),w),x) member(not_subclass_element(intersection(intersection(u,apply(null_class,v)),w),x),apply(null_class,y))*.
% 299.74/300.47 59423[4:Res:7759.1,12471.0] || -> subclass(intersection(intersection(u,sum_class(range_of(null_class))),v),w) member(not_subclass_element(intersection(intersection(u,sum_class(range_of(null_class))),v),w),apply(null_class,x))*.
% 299.74/300.47 59420[2:Res:7759.1,6873.0] || member(not_subclass_element(intersection(intersection(u,regular(v)),w),x),v)* -> subclass(intersection(intersection(u,regular(v)),w),x) equal(v,null_class).
% 299.74/300.47 59411[0:Res:7759.1,574.0] || -> subclass(intersection(intersection(u,symmetric_difference(v,w)),x),y) member(not_subclass_element(intersection(intersection(u,symmetric_difference(v,w)),x),y),union(v,w))*.
% 299.74/300.47 59407[0:Res:7759.1,271.0] || -> subclass(intersection(intersection(u,restrict(v,w,x)),y),z) member(not_subclass_element(intersection(intersection(u,restrict(v,w,x)),y),z),v)*.
% 299.74/300.47 59596[4:Res:59182.0,7887.0] || -> subclass(intersection(union(null_class,restrict(u,v,w)),x),y) member(not_subclass_element(intersection(union(null_class,restrict(u,v,w)),x),y),u)*.
% 299.74/300.47 59588[4:Res:59182.0,10202.0] || member(regular(intersection(union(null_class,complement(compose(element_relation,universal_class))),u)),element_relation)* -> equal(intersection(union(null_class,complement(compose(element_relation,universal_class))),u),null_class).
% 299.74/300.47 59797[0:Res:57780.0,7881.0] || subclass(u,v) -> subclass(intersection(w,restrict(u,x,y)),z) member(not_subclass_element(intersection(w,restrict(u,x,y)),z),v)*.
% 299.74/300.47 59762[0:Res:57833.0,7881.0] || subclass(u,v) -> subclass(restrict(intersection(u,w),x,y),z) member(not_subclass_element(restrict(intersection(u,w),x,y),z),v)*.
% 299.74/300.47 59761[4:Res:57960.0,7881.0] || subclass(u,v) -> subclass(restrict(union(null_class,u),w,x),y) member(not_subclass_element(restrict(union(null_class,u),w,x),y),v)*.
% 299.74/300.47 59904[4:Res:59213.0,7887.0] || -> subclass(union(null_class,intersection(restrict(u,v,w),x)),y) member(not_subclass_element(union(null_class,intersection(restrict(u,v,w),x)),y),u)*.
% 299.74/300.47 59896[4:Res:59213.0,10202.0] || member(regular(union(null_class,intersection(complement(compose(element_relation,universal_class)),u))),element_relation)* -> equal(union(null_class,intersection(complement(compose(element_relation,universal_class)),u)),null_class).
% 299.74/300.47 60959[4:Res:60803.0,7887.0] || -> subclass(union(null_class,intersection(u,restrict(v,w,x))),y) member(not_subclass_element(union(null_class,intersection(u,restrict(v,w,x))),y),v)*.
% 299.74/300.47 60951[4:Res:60803.0,10202.0] || member(regular(union(null_class,intersection(u,complement(compose(element_relation,universal_class))))),element_relation)* -> equal(union(null_class,intersection(u,complement(compose(element_relation,universal_class)))),null_class).
% 299.74/300.47 61040[0:Obv:61021.2] || equal(u,v) member(ordered_pair(w,v),compose(x,y)) -> subclass(unordered_pair(v,u),image(x,image(y,singleton(w))))*.
% 299.74/300.47 61283[0:Obv:61249.2] || member(u,v) subclass(unordered_pair(u,w),symmetric_difference(x,y))* -> subclass(unordered_pair(u,w),v)* member(w,union(x,y)).
% 299.74/300.47 61486[0:Obv:61452.2] || member(u,v) subclass(unordered_pair(w,u),symmetric_difference(x,y))* -> subclass(unordered_pair(w,u),v)* member(w,union(x,y)).
% 299.74/300.47 62601[4:Res:59822.0,7884.0] || -> subclass(union(null_class,restrict(intersection(u,v),w,x)),y) member(not_subclass_element(union(null_class,restrict(intersection(u,v),w,x)),y),u)*.
% 299.74/300.47 62600[4:Res:59822.0,7885.0] || -> subclass(union(null_class,restrict(intersection(u,v),w,x)),y) member(not_subclass_element(union(null_class,restrict(intersection(u,v),w,x)),y),v)*.
% 299.74/300.47 62582[4:Res:59822.0,7881.0] || subclass(u,v) -> subclass(union(null_class,restrict(u,w,x)),y) member(not_subclass_element(union(null_class,restrict(u,w,x)),y),v)*.
% 299.74/300.47 62720[0:SpL:48835.0,469.0] || subclass(universal_class,union(complement(power_class(u)),image(element_relation,power_class(v))))* member(singleton(w),intersection(power_class(u),power_class(complement(power_class(v)))))* -> .
% 299.74/300.47 62679[0:SpR:48835.0,23432.0] || -> subclass(complement(union(u,intersection(power_class(v),power_class(complement(power_class(w)))))),intersection(complement(u),union(complement(power_class(v)),image(element_relation,power_class(w)))))*.
% 299.74/300.47 62643[0:SpR:48835.0,28414.1] || equal(complement(successor(intersection(power_class(u),power_class(complement(power_class(v)))))),universal_class) -> member(null_class,union(complement(power_class(u)),image(element_relation,power_class(v))))*.
% 299.74/300.47 62641[0:SpR:48835.0,28303.1] || equal(complement(successor(intersection(power_class(u),power_class(complement(power_class(v)))))),universal_class) -> member(omega,union(complement(power_class(u)),image(element_relation,power_class(v))))*.
% 299.74/300.47 62640[0:SpR:48835.0,28182.1] || equal(complement(successor(intersection(power_class(u),power_class(complement(power_class(v)))))),universal_class) -> member(x__dfg,union(complement(power_class(u)),image(element_relation,power_class(v))))*.
% 299.74/300.47 62623[0:SpR:48835.0,23432.0] || -> subclass(complement(union(intersection(power_class(u),power_class(complement(power_class(v)))),w)),intersection(union(complement(power_class(u)),image(element_relation,power_class(v))),complement(w)))*.
% 299.74/300.47 62819[4:Res:58040.0,7881.0] || subclass(u,v) -> subclass(restrict(union(u,u),w,x),y) member(not_subclass_element(restrict(union(u,u),w,x),y),v)*.
% 299.74/300.47 62954[0:Res:58368.0,7884.0] || -> subclass(restrict(intersection(u,intersection(v,w)),x,y),z) member(not_subclass_element(restrict(intersection(u,intersection(v,w)),x,y),z),v)*.
% 299.74/300.47 62953[0:Res:58368.0,7885.0] || -> subclass(restrict(intersection(u,intersection(v,w)),x,y),z) member(not_subclass_element(restrict(intersection(u,intersection(v,w)),x,y),z),w)*.
% 299.74/300.47 62935[0:Res:58368.0,7881.0] || subclass(u,v) -> subclass(restrict(intersection(w,u),x,y),z) member(not_subclass_element(restrict(intersection(w,u),x,y),z),v)*.
% 299.74/300.47 63039[0:Res:59150.0,7884.0] || -> subclass(intersection(restrict(intersection(u,v),w,x),y),z) member(not_subclass_element(intersection(restrict(intersection(u,v),w,x),y),z),u)*.
% 299.74/300.47 63038[0:Res:59150.0,7885.0] || -> subclass(intersection(restrict(intersection(u,v),w,x),y),z) member(not_subclass_element(intersection(restrict(intersection(u,v),w,x),y),z),v)*.
% 299.74/300.47 63020[0:Res:59150.0,7881.0] || subclass(u,v) -> subclass(intersection(restrict(u,w,x),y),z) member(not_subclass_element(intersection(restrict(u,w,x),y),z),v)*.
% 299.74/300.47 63179[0:SpL:48838.0,469.0] || subclass(universal_class,union(image(element_relation,power_class(u)),complement(power_class(v))))* member(singleton(w),intersection(power_class(complement(power_class(u))),power_class(v)))* -> .
% 299.74/300.47 63137[0:SpR:48838.0,23432.0] || -> subclass(complement(union(u,intersection(power_class(complement(power_class(v))),power_class(w)))),intersection(complement(u),union(image(element_relation,power_class(v)),complement(power_class(w)))))*.
% 299.74/300.47 63101[0:SpR:48838.0,28414.1] || equal(complement(successor(intersection(power_class(complement(power_class(u))),power_class(v)))),universal_class) -> member(null_class,union(image(element_relation,power_class(u)),complement(power_class(v))))*.
% 299.74/300.47 63099[0:SpR:48838.0,28303.1] || equal(complement(successor(intersection(power_class(complement(power_class(u))),power_class(v)))),universal_class) -> member(omega,union(image(element_relation,power_class(u)),complement(power_class(v))))*.
% 299.74/300.47 63098[0:SpR:48838.0,28182.1] || equal(complement(successor(intersection(power_class(complement(power_class(u))),power_class(v)))),universal_class) -> member(x__dfg,union(image(element_relation,power_class(u)),complement(power_class(v))))*.
% 299.74/300.47 63081[0:SpR:48838.0,23432.0] || -> subclass(complement(union(intersection(power_class(complement(power_class(u))),power_class(v)),w)),intersection(union(image(element_relation,power_class(u)),complement(power_class(v))),complement(w)))*.
% 299.74/300.47 63324[4:Res:57956.0,7881.0] || subclass(complement(singleton(null_class)),u) -> subclass(intersection(v,complement(successor(null_class))),w) member(not_subclass_element(intersection(v,complement(successor(null_class))),w),u)*.
% 299.74/300.47 63370[4:Res:59550.0,7881.0] || subclass(complement(singleton(null_class)),u) -> subclass(intersection(complement(successor(null_class)),v),w) member(not_subclass_element(intersection(complement(successor(null_class)),v),w),u)*.
% 299.74/300.47 63702[0:Res:12502.1,14306.0] || -> subclass(u,v) equal(ordered_pair(first(ordered_pair(not_subclass_element(u,v),x__dfg)),second(ordered_pair(not_subclass_element(u,v),x__dfg))),ordered_pair(not_subclass_element(u,v),x__dfg))**.
% 299.74/300.47 63698[0:Res:6254.1,14306.0] function(u) || -> equal(ordered_pair(first(ordered_pair(apply(u,v),x__dfg)),second(ordered_pair(apply(u,v),x__dfg))),ordered_pair(apply(u,v),x__dfg))**.
% 299.74/300.47 64072[0:Res:12502.1,14382.0] || -> subclass(u,v) equal(ordered_pair(first(ordered_pair(not_subclass_element(u,v),omega)),second(ordered_pair(not_subclass_element(u,v),omega))),ordered_pair(not_subclass_element(u,v),omega))**.
% 299.74/300.47 64068[0:Res:6254.1,14382.0] function(u) || -> equal(ordered_pair(first(ordered_pair(apply(u,v),omega)),second(ordered_pair(apply(u,v),omega))),ordered_pair(apply(u,v),omega))**.
% 299.74/300.47 64250[0:SpL:47972.0,6171.1] || member(u,image(element_relation,union(image(element_relation,power_class(v)),w)))* member(u,power_class(intersection(power_class(complement(power_class(v))),complement(w)))) -> .
% 299.74/300.47 64233[0:SpL:47972.0,6171.1] || member(u,image(element_relation,union(v,image(element_relation,power_class(w)))))* member(u,power_class(intersection(complement(v),power_class(complement(power_class(w)))))) -> .
% 299.74/300.47 64389[4:SpL:829.2,61404.0] || member(cross_product(u,v),universal_class) equal(union(null_class,singleton(apply(choice,cross_product(u,v)))),null_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.47 65708[4:SpL:829.2,65388.0] || member(cross_product(u,v),universal_class) equal(successor(complement(singleton(apply(choice,cross_product(u,v))))),null_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.47 66859[0:SpR:47972.0,48025.0] || -> equal(union(intersection(power_class(complement(power_class(u))),complement(v)),complement(power_class(w))),complement(intersection(union(image(element_relation,power_class(u)),v),power_class(w))))**.
% 299.74/300.47 66841[0:SpR:47972.0,48025.0] || -> equal(union(intersection(complement(u),power_class(complement(power_class(v)))),complement(power_class(w))),complement(intersection(union(u,image(element_relation,power_class(v))),power_class(w))))**.
% 299.74/300.47 67129[0:SpL:48104.0,6547.1] || member(u,symmetric_difference(union(v,complement(power_class(w))),union(complement(v),power_class(w))))* member(u,symmetric_difference(complement(v),power_class(w))) -> .
% 299.74/300.47 67036[0:SpR:48104.0,573.1] || member(u,symmetric_difference(union(v,complement(power_class(w))),union(complement(v),power_class(w))))* -> member(u,complement(symmetric_difference(complement(v),power_class(w)))).
% 299.74/300.47 67337[0:SpR:46.0,48392.0] || -> equal(intersection(successor(complement(power_class(u))),union(power_class(u),complement(singleton(complement(power_class(u)))))),symmetric_difference(power_class(u),complement(singleton(complement(power_class(u))))))**.
% 299.74/300.47 67461[4:SpL:829.2,67004.0] || member(cross_product(u,v),universal_class) equal(complement(regular(singleton(apply(choice,cross_product(u,v))))),null_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.47 67575[0:SpR:47972.0,48473.0] || -> equal(union(complement(power_class(u)),intersection(power_class(complement(power_class(v))),complement(w))),complement(intersection(power_class(u),union(image(element_relation,power_class(v)),w))))**.
% 299.74/300.47 67557[0:SpR:47972.0,48473.0] || -> equal(union(complement(power_class(u)),intersection(complement(v),power_class(complement(power_class(w))))),complement(intersection(power_class(u),union(v,image(element_relation,power_class(w))))))**.
% 299.74/300.47 68122[4:SpL:829.2,63912.0] || member(cross_product(u,v),universal_class) equal(successor(unordered_pair(w,apply(choice,cross_product(u,v)))),null_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.47 68139[4:SpL:829.2,63917.0] || member(cross_product(u,v),universal_class) equal(successor(unordered_pair(apply(choice,cross_product(u,v)),w)),null_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.47 68390[0:Res:12468.3,36.0] || member(u,universal_class) member(ordered_pair(v,w),u) subclass(element_relation,rotate(x)) -> member(ordered_pair(ordered_pair(w,u),v),x)*.
% 299.74/300.47 68389[0:Res:12468.3,39.0] || member(u,universal_class) member(ordered_pair(v,w),u) subclass(element_relation,flip(x)) -> member(ordered_pair(ordered_pair(w,v),u),x)*.
% 299.74/300.47 68358[2:Res:12468.3,6873.0] || member(u,universal_class) member(v,u) subclass(element_relation,regular(w)) member(ordered_pair(v,u),w)* -> equal(w,null_class).
% 299.74/300.47 68343[0:Res:12468.3,270.0] || member(u,universal_class) member(v,u) subclass(element_relation,restrict(w,x,y))* -> member(ordered_pair(v,u),cross_product(x,y))*.
% 299.74/300.47 68337[0:Res:12468.3,6547.1] || member(u,universal_class) member(v,u) subclass(element_relation,intersection(w,x)) member(ordered_pair(v,u),symmetric_difference(w,x))* -> .
% 299.74/300.47 68911[4:SpL:829.2,66665.0] || member(cross_product(u,v),universal_class) subclass(universal_class,regular(unordered_pair(w,apply(choice,cross_product(u,v)))))* -> equal(cross_product(u,v),null_class).
% 299.74/300.47 68997[4:SpL:829.2,67472.0] || member(cross_product(u,v),universal_class) subclass(universal_class,regular(unordered_pair(apply(choice,cross_product(u,v)),w)))* -> equal(cross_product(u,v),null_class).
% 299.74/300.47 69135[4:SpL:829.2,68921.0] || member(cross_product(u,v),universal_class) equal(regular(unordered_pair(w,apply(choice,cross_product(u,v)))),universal_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.47 69147[4:SpL:829.2,69008.0] || member(cross_product(u,v),universal_class) equal(regular(unordered_pair(apply(choice,cross_product(u,v)),w)),universal_class)** -> equal(cross_product(u,v),null_class).
% 299.74/300.47 69371[0:SpL:69304.0,1000.1] || member(ordered_pair(u,v),compose(complement(cross_product(image(w,singleton(u)),universal_class)),w))* subclass(range_of(null_class),x)* -> member(v,x)*.
% 299.74/300.47 69365[0:SpL:69304.0,1000.1] || member(ordered_pair(u,v),compose(w,complement(cross_product(singleton(u),universal_class))))* subclass(image(w,range_of(null_class)),x)* -> member(v,x)*.
% 299.74/300.47 71028[4:Res:60885.0,7881.0] || subclass(union(u,v),w) -> subclass(union(null_class,symmetric_difference(u,v)),x) member(not_subclass_element(union(null_class,symmetric_difference(u,v)),x),w)*.
% 299.74/300.47 71408[4:MRR:71348.4,52648.2] || member(not_subclass_element(u,v),w)* member(not_subclass_element(u,v),x)* subclass(u,regular(intersection(x,w)))* -> subclass(u,v).
% 299.74/300.47 71411[4:MRR:71355.0,12502.1] || subclass(u,regular(cantor(v))) -> equal(apply(v,not_subclass_element(u,w)),sum_class(range_of(null_class)))** subclass(u,w) equal(cantor(v),null_class).
% 299.74/300.47 72205[4:MRR:72204.2,56171.0] || -> equal(regular(ordered_pair(u,v)),singleton(u)) equal(apply(choice,regular(ordered_pair(u,v))),singleton(v))** member(u,regular(ordered_pair(u,v)))*.
% 299.74/300.47 72646[0:SpL:116.0,12444.0] || equal(u,symmetric_difference(v,w))* member(x,union(v,w)) member(x,complement(intersection(v,w)))* -> member(x,u)*.
% 299.74/300.47 72996[0:Rew:116.0,72830.2] || subclass(u,union(v,w)) member(not_subclass_element(u,symmetric_difference(v,w)),complement(intersection(v,w)))* -> subclass(u,symmetric_difference(v,w)).
% 299.74/300.47 73001[4:MRR:72901.0,12502.1] || subclass(u,v) -> equal(apply(w,not_subclass_element(u,intersection(cantor(w),v))),sum_class(range_of(null_class)))** subclass(u,intersection(cantor(w),v)).
% 299.74/300.47 73303[4:MRR:73158.0,12502.1] || -> equal(apply(u,not_subclass_element(intersection(v,w),intersection(cantor(u),w))),sum_class(range_of(null_class)))** subclass(intersection(v,w),intersection(cantor(u),w)).
% 299.74/300.47 73624[4:MRR:73476.0,12502.1] || -> equal(apply(u,not_subclass_element(intersection(v,w),intersection(cantor(u),v))),sum_class(range_of(null_class)))** subclass(intersection(v,w),intersection(cantor(u),v)).
% 299.74/300.47 77666[0:Rew:75599.0,77545.2] || subclass(u,complement(intersection(v,w))) member(not_subclass_element(u,symmetric_difference(v,w)),union(v,w))* -> subclass(u,symmetric_difference(v,w)).
% 299.74/300.47 77668[0:Rew:77420.0,77667.1] || member(not_subclass_element(u,complement(symmetric_difference(v,w))),symmetric_difference(union(v,w),complement(intersection(v,w))))* -> subclass(u,complement(symmetric_difference(v,w))).
% 299.74/300.47 79019[0:SpL:75586.0,6547.1] || member(u,symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))))* member(u,symmetric_difference(cross_product(v,w),x)) -> .
% 299.74/300.47 79339[9:Res:77998.1,7887.0] function(restrict(u,v,w)) || -> subclass(successor(restrict(u,v,w)),x) member(not_subclass_element(successor(restrict(u,v,w)),x),u)*.
% 299.74/300.47 79330[9:Res:77998.1,10202.0] function(complement(compose(element_relation,universal_class))) || member(regular(successor(complement(compose(element_relation,universal_class)))),element_relation)* -> equal(successor(complement(compose(element_relation,universal_class))),null_class).
% 299.74/300.47 79511[0:SpL:75587.0,6547.1] || member(u,symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))))* member(u,symmetric_difference(v,cross_product(w,x))) -> .
% 299.74/300.47 80148[0:Rew:80146.0,70297.0] || subclass(ordered_pair(u,v),symmetric_difference(union(w,x),complement(intersection(w,x))))* -> member(unordered_pair(u,singleton(v)),complement(symmetric_difference(w,x))).
% 299.74/300.47 80161[0:Rew:80146.0,37402.0] || subclass(u,symmetric_difference(union(v,w),complement(intersection(v,w))))* -> subclass(u,x) member(not_subclass_element(u,x),complement(symmetric_difference(v,w)))*.
% 299.74/300.47 80163[0:Rew:80146.0,34527.1] || member(u,universal_class) subclass(universal_class,symmetric_difference(union(v,w),complement(intersection(v,w))))* -> member(power_class(u),complement(symmetric_difference(v,w)))*.
% 299.74/300.47 80164[0:Rew:80146.0,34120.1] || member(u,universal_class) subclass(universal_class,symmetric_difference(union(v,w),complement(intersection(v,w))))* -> member(sum_class(u),complement(symmetric_difference(v,w)))*.
% 299.74/300.47 80592[0:Rew:80566.0,67285.0] || member(u,symmetric_difference(union(power_class(v),complement(w)),union(complement(power_class(v)),w)))* -> member(u,complement(symmetric_difference(power_class(v),complement(w)))).
% 299.74/300.47 80593[0:Rew:80566.0,67377.0] || member(u,symmetric_difference(union(power_class(v),complement(w)),union(complement(power_class(v)),w)))* member(u,symmetric_difference(power_class(v),complement(w))) -> .
% 299.74/300.47 80629[0:Rew:80566.0,80144.0] || -> equal(intersection(complement(symmetric_difference(u,v)),union(union(u,v),complement(intersection(v,u)))),symmetric_difference(union(u,v),complement(intersection(v,u))))**.
% 299.74/300.47 80886[0:SpR:80005.0,77631.0] || -> equal(intersection(complement(symmetric_difference(u,v)),union(union(v,u),complement(intersection(u,v)))),symmetric_difference(union(v,u),complement(intersection(u,v))))**.
% 299.74/300.47 81151[0:SpR:80566.0,77631.0] || -> equal(intersection(complement(symmetric_difference(u,v)),union(union(v,u),complement(intersection(v,u)))),symmetric_difference(union(v,u),complement(intersection(v,u))))**.
% 299.74/300.47 82233[4:Res:77755.0,7881.0] || subclass(u,v) -> subclass(restrict(union(u,null_class),w,x),y) member(not_subclass_element(restrict(union(u,null_class),w,x),y),v)*.
% 299.74/300.47 82596[0:Obv:82550.2] || subclass(unordered_pair(u,v),w) member(v,x) -> member(u,unordered_pair(u,v))* subclass(unordered_pair(u,v),intersection(x,w))*.
% 299.74/300.47 83029[0:Obv:82981.2] || subclass(unordered_pair(u,v),w) member(u,x) -> member(v,unordered_pair(u,v))* subclass(unordered_pair(u,v),intersection(x,w))*.
% 299.74/300.47 83404[4:Res:30965.1,27.1] || member(union(null_class,complement(u)),universal_class) member(apply(choice,union(null_class,complement(u))),u)* -> equal(union(null_class,complement(u)),null_class).
% 299.74/300.47 83403[4:Res:30965.1,4.0] || member(union(null_class,u),universal_class) subclass(u,v) -> equal(union(null_class,u),null_class) member(apply(choice,union(null_class,u)),v)*.
% 299.74/300.47 83517[0:SpL:25457.1,48485.1] || equal(u,universal_class) member(power_class(universal_class),universal_class) member(apply(choice,power_class(u)),complement(power_class(u)))* -> equal(power_class(universal_class),null_class).
% 299.74/300.47 83516[0:SpL:25457.1,48485.1] || equal(u,universal_class) member(power_class(u),universal_class)* member(apply(choice,power_class(universal_class)),complement(power_class(universal_class)))* -> equal(power_class(u),null_class).
% 299.74/300.47 83823[4:SpL:74143.0,259.0] || member(regular(union(u,union(v,null_class))),intersection(complement(u),union(null_class,complement(v))))* -> equal(union(u,union(v,null_class)),null_class).
% 299.74/300.47 83797[4:SpL:74143.0,259.0] || member(regular(union(union(u,null_class),v)),intersection(union(null_class,complement(u)),complement(v)))* -> equal(union(union(u,null_class),v),null_class).
% 299.74/300.47 84469[0:SpL:25457.1,48856.0] || equal(u,universal_class) member(not_subclass_element(power_class(complement(power_class(u))),v),image(element_relation,power_class(u)))* -> subclass(power_class(complement(power_class(universal_class))),v).
% 299.74/300.47 84468[0:SpL:25457.1,48856.0] || equal(u,universal_class) member(not_subclass_element(power_class(complement(power_class(universal_class))),v),image(element_relation,power_class(universal_class)))* -> subclass(power_class(complement(power_class(u))),v)*.
% 299.74/300.47 85031[4:MRR:85008.1,68.2] function(u) || member(v,universal_class) subclass(universal_class,complement(cantor(w))) -> equal(apply(w,image(u,v)),sum_class(range_of(null_class)))**.
% 299.74/300.47 85111[4:MRR:85084.0,12507.2] || member(u,universal_class) subclass(u,complement(cantor(v))) -> equal(apply(v,apply(choice,u)),sum_class(range_of(null_class)))** equal(u,null_class).
% 299.74/300.47 85210[0:Res:13677.2,4.0] || member(u,universal_class) equal(compose(v,singleton(u)),u)** subclass(compose_class(v),w)* -> member(singleton(singleton(singleton(u))),w)*.
% 299.74/300.47 85339[4:Rew:32.0,85264.1] || member(regular(union(null_class,restrict(u,v,w))),symmetric_difference(cross_product(v,w),u))* -> equal(union(null_class,restrict(u,v,w)),null_class).
% 299.74/300.47 85340[4:Rew:31.0,85260.1] || member(regular(union(null_class,restrict(u,v,w))),symmetric_difference(u,cross_product(v,w)))* -> equal(union(null_class,restrict(u,v,w)),null_class).
% 299.74/300.47 85565[4:SpL:29733.0,8690.0] || subclass(u,intersection(union(null_class,complement(v)),complement(w)))* member(regular(u),union(union(null_class,v),w)) -> equal(u,null_class).
% 299.74/300.47 85564[4:SpL:74143.0,8690.0] || subclass(u,intersection(union(null_class,complement(v)),complement(w)))* member(regular(u),union(union(v,null_class),w)) -> equal(u,null_class).
% 299.74/300.47 85563[4:SpL:36664.0,8690.0] || subclass(u,intersection(union(null_class,complement(v)),complement(w)))* member(regular(u),union(union(v,v),w))* -> equal(u,null_class).
% 299.74/300.47 85543[4:SpL:29733.0,8690.0] || subclass(u,intersection(complement(v),union(null_class,complement(w))))* member(regular(u),union(v,union(null_class,w))) -> equal(u,null_class).
% 299.74/300.47 85542[4:SpL:74143.0,8690.0] || subclass(u,intersection(complement(v),union(null_class,complement(w))))* member(regular(u),union(v,union(w,null_class))) -> equal(u,null_class).
% 299.74/300.47 85541[4:SpL:36664.0,8690.0] || subclass(u,intersection(complement(v),union(null_class,complement(w))))* member(regular(u),union(v,union(w,w)))* -> equal(u,null_class).
% 299.74/300.47 85734[0:SpL:9395.0,9742.2] function(u) || member(v,universal_class) subclass(universal_class,symmetric_difference(complement(w),complement(singleton(w))))* -> member(image(u,v),successor(w))*.
% 299.74/300.47 85916[4:Res:75044.0,7881.0] || subclass(union(u,null_class),v) -> subclass(intersection(w,union(null_class,u)),x) member(not_subclass_element(intersection(w,union(null_class,u)),x),v)*.
% 299.74/300.47 86014[4:Res:75087.0,7881.0] || subclass(union(u,null_class),v) -> subclass(intersection(union(null_class,u),w),x) member(not_subclass_element(intersection(union(null_class,u),w),x),v)*.
% 299.74/300.47 86377[0:SpL:9395.0,9804.1] || member(u,universal_class) subclass(u,symmetric_difference(complement(v),complement(singleton(v))))* -> equal(u,null_class) member(apply(choice,u),successor(v)).
% 299.74/300.47 87306[4:Res:17768.2,4.0] || member(u,universal_class) member(v,cantor(u)) subclass(application_function,w) -> member(ordered_pair(u,ordered_pair(v,apply(u,v))),w)*.
% 299.74/300.47 87315[4:Rew:314.0,87296.3] || member(choice,universal_class) member(singleton(u),cantor(choice)) -> equal(singleton(u),null_class) member(ordered_pair(choice,singleton(singleton(singleton(u)))),application_function)*.
% 299.74/300.47 87452[5:Res:75461.0,17826.0] || subclass(domain_relation,u)* subclass(u,v)* -> member(ordered_pair(regular(complement(apply(null_class,w))),cantor(regular(complement(apply(null_class,w))))),v)*.
% 299.74/300.47 87451[5:Res:75463.0,17826.0] || subclass(domain_relation,u)* subclass(u,v)* -> member(ordered_pair(regular(complement(sum_class(range_of(null_class)))),cantor(regular(complement(sum_class(range_of(null_class)))))),v)*.
% 299.74/300.47 87702[4:Res:17832.2,4.0] || member(u,universal_class) subclass(domain_relation,symmetric_difference(v,w)) subclass(union(v,w),x)* -> member(ordered_pair(u,cantor(u)),x)*.
% 299.74/300.47 87974[4:Res:18386.2,4.0] || member(u,universal_class) equal(compose(v,u),cantor(u))** subclass(compose_class(v),w)* -> member(ordered_pair(u,cantor(u)),w)*.
% 299.74/300.47 88028[9:Res:79114.1,3481.0] function(intersection(u,v)) || -> equal(intersection(successor(intersection(u,v)),w),null_class) member(regular(intersection(successor(intersection(u,v)),w)),u)*.
% 299.74/300.47 88027[9:Res:79114.1,3482.0] function(intersection(u,v)) || -> equal(intersection(successor(intersection(u,v)),w),null_class) member(regular(intersection(successor(intersection(u,v)),w)),v)*.
% 299.74/300.47 88083[9:Res:79218.1,3481.0] function(intersection(u,v)) || -> equal(intersection(w,successor(intersection(u,v))),null_class) member(regular(intersection(w,successor(intersection(u,v)))),u)*.
% 299.74/300.47 88082[9:Res:79218.1,3482.0] function(intersection(u,v)) || -> equal(intersection(w,successor(intersection(u,v))),null_class) member(regular(intersection(w,successor(intersection(u,v)))),v)*.
% 299.74/300.47 88521[0:Res:80315.0,7881.0] || subclass(union(u,v),w) -> subclass(symmetric_difference(complement(v),complement(u)),x) member(not_subclass_element(symmetric_difference(complement(v),complement(u)),x),w)*.
% 299.74/300.47 88627[4:Res:80327.0,7881.0] || subclass(union(u,v),w) -> subclass(union(null_class,symmetric_difference(v,u)),x) member(not_subclass_element(union(null_class,symmetric_difference(v,u)),x),w)*.
% 299.74/300.47 88737[4:Res:85860.0,7881.0] || subclass(union(u,u),v)* -> subclass(intersection(w,union(null_class,u)),x) member(not_subclass_element(intersection(w,union(null_class,u)),x),v)*.
% 299.74/300.47 88842[4:Res:85889.0,7881.0] || subclass(union(u,null_class),v) -> subclass(intersection(w,union(u,u)),x) member(not_subclass_element(intersection(w,union(u,u)),x),v)*.
% 299.74/300.47 88941[0:Res:47997.1,4.0] || member(u,universal_class) subclass(intersection(complement(v),power_class(w)),x)* -> member(u,union(v,complement(power_class(w))))* member(u,x)*.
% 299.74/300.47 88914[4:SpR:75150.0,47997.1] || member(u,universal_class) -> member(u,intersection(complement(apply(null_class,v)),power_class(w)))* member(u,union(apply(null_class,x),complement(power_class(w))))*.
% 299.74/300.47 88913[4:SpR:75151.0,47997.1] || member(u,universal_class) -> member(u,intersection(complement(sum_class(range_of(null_class))),power_class(v)))* member(u,union(apply(null_class,w),complement(power_class(v))))*.
% 299.74/300.47 88911[4:SpR:29733.0,47997.1] || member(u,universal_class) -> member(u,intersection(union(null_class,complement(v)),power_class(w)))* member(u,union(union(null_class,v),complement(power_class(w)))).
% 299.74/300.47 88910[4:SpR:74143.0,47997.1] || member(u,universal_class) -> member(u,intersection(union(null_class,complement(v)),power_class(w)))* member(u,union(union(v,null_class),complement(power_class(w)))).
% 299.74/300.47 88909[4:SpR:36664.0,47997.1] || member(u,universal_class) -> member(u,intersection(union(null_class,complement(v)),power_class(w)))* member(u,union(union(v,v),complement(power_class(w))))*.
% 299.74/300.47 88908[4:SpR:75151.0,47997.1] || member(u,universal_class) -> member(u,intersection(complement(apply(null_class,v)),power_class(w)))* member(u,union(sum_class(range_of(null_class)),complement(power_class(w)))).
% 299.74/300.47 88906[0:SpR:80128.0,47997.1] || member(u,universal_class) -> member(u,intersection(complement(symmetric_difference(v,w)),power_class(x)))* member(u,union(symmetric_difference(w,v),complement(power_class(x)))).
% 299.74/300.47 88890[4:SpR:78724.0,47997.1] || member(u,universal_class) -> member(u,intersection(complement(v),power_class(union(null_class,w))))* member(u,union(v,complement(power_class(union(w,null_class))))).
% 299.74/300.47 88889[4:SpR:77754.0,47997.1] || member(u,universal_class) -> member(u,intersection(complement(v),power_class(union(w,w))))* member(u,union(v,complement(power_class(union(w,null_class))))).
% 299.74/300.47 88888[4:SpR:41644.0,47997.1] || member(u,universal_class) -> member(u,intersection(complement(v),power_class(union(w,w))))* member(u,union(v,complement(power_class(union(null_class,w))))).
% 299.74/300.47 88887[4:SpR:78724.0,47997.1] || member(u,universal_class) -> member(u,intersection(complement(v),power_class(union(w,null_class))))* member(u,union(v,complement(power_class(union(null_class,w))))).
% 299.74/300.47 88886[4:SpR:41644.0,47997.1] || member(u,universal_class) -> member(u,intersection(complement(v),power_class(union(null_class,w))))* member(u,union(v,complement(power_class(union(w,w)))))*.
% 299.74/300.47 88885[4:SpR:77754.0,47997.1] || member(u,universal_class) -> member(u,intersection(complement(v),power_class(union(w,null_class))))* member(u,union(v,complement(power_class(union(w,w)))))*.
% 299.74/300.47 88883[0:SpR:25457.1,47997.1] || equal(u,universal_class) member(v,universal_class) -> member(v,intersection(complement(w),power_class(u)))* member(v,union(w,complement(power_class(universal_class)))).
% 299.74/300.47 88987[0:Rew:75578.0,88882.2] || equal(u,universal_class) member(v,universal_class) -> member(v,intersection(power_class(universal_class),complement(w)))* member(v,union(w,complement(power_class(u))))*.
% 299.74/300.47 89092[4:Res:85955.0,7881.0] || subclass(union(u,u),v)* -> subclass(intersection(union(null_class,u),w),x) member(not_subclass_element(intersection(union(null_class,u),w),x),v)*.
% 299.74/300.47 89204[4:Res:85984.0,7881.0] || subclass(union(u,null_class),v) -> subclass(intersection(union(u,u),w),x) member(not_subclass_element(intersection(union(u,u),w),x),v)*.
% 299.74/300.47 89359[0:Res:48186.1,4.0] || member(u,universal_class) subclass(intersection(power_class(v),complement(w)),x)* -> member(u,union(complement(power_class(v)),w))* member(u,x)*.
% 299.74/300.47 89331[4:SpR:78724.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(union(null_class,v)),complement(w)))* member(u,union(complement(power_class(union(v,null_class))),w)).
% 299.74/300.47 89330[4:SpR:77754.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(union(v,v)),complement(w)))* member(u,union(complement(power_class(union(v,null_class))),w)).
% 299.74/300.47 89329[4:SpR:41644.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(union(v,v)),complement(w)))* member(u,union(complement(power_class(union(null_class,v))),w)).
% 299.74/300.47 89328[4:SpR:78724.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(union(v,null_class)),complement(w)))* member(u,union(complement(power_class(union(null_class,v))),w)).
% 299.74/300.47 89327[4:SpR:41644.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(union(null_class,v)),complement(w)))* member(u,union(complement(power_class(union(v,v))),w))*.
% 299.74/300.47 89326[4:SpR:77754.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(union(v,null_class)),complement(w)))* member(u,union(complement(power_class(union(v,v))),w))*.
% 299.74/300.47 89324[0:SpR:25457.1,48186.1] || equal(u,universal_class) member(v,universal_class) -> member(v,intersection(power_class(u),complement(w)))* member(v,union(complement(power_class(universal_class)),w)).
% 299.74/300.47 89323[0:SpR:25457.1,48186.1] || equal(u,universal_class) member(v,universal_class) -> member(v,intersection(power_class(universal_class),complement(w)))* member(v,union(complement(power_class(u)),w))*.
% 299.74/300.47 89405[4:Rew:82909.0,89322.2] || member(u,universal_class) -> member(u,intersection(power_class(v),complement(apply(null_class,w))))* member(u,union(sum_class(range_of(null_class)),complement(power_class(v)))).
% 299.74/300.47 89319[4:SpR:29733.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(v),union(null_class,complement(w))))* member(u,union(complement(power_class(v)),union(null_class,w))).
% 299.74/300.47 89318[4:SpR:74143.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(v),union(null_class,complement(w))))* member(u,union(complement(power_class(v)),union(w,null_class))).
% 299.74/300.47 89317[4:SpR:36664.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(v),union(null_class,complement(w))))* member(u,union(complement(power_class(v)),union(w,w)))*.
% 299.74/300.47 89314[0:SpR:80128.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(v),complement(symmetric_difference(w,x))))* member(u,union(complement(power_class(v)),symmetric_difference(x,w))).
% 299.74/300.47 89507[4:Res:88696.0,7881.0] || subclass(union(u,u),v)* -> subclass(intersection(w,union(u,null_class)),x) member(not_subclass_element(intersection(w,union(u,null_class)),x),v)*.
% 299.74/300.47 89608[4:Res:89465.0,7881.0] || subclass(union(null_class,u),v) -> subclass(intersection(w,union(u,null_class)),x) member(not_subclass_element(intersection(w,union(u,null_class)),x),v)*.
% 299.74/300.47 89708[4:Res:89591.0,7881.0] || subclass(union(null_class,u),v) -> subclass(intersection(union(u,null_class),w),x) member(not_subclass_element(intersection(union(u,null_class),w),x),v)*.
% 299.74/300.47 89813[4:Res:88778.0,7881.0] || subclass(union(null_class,u),v) -> subclass(intersection(w,union(u,u)),x) member(not_subclass_element(intersection(w,union(u,u)),x),v)*.
% 299.74/300.47 90046[4:Res:89048.0,7881.0] || subclass(union(u,u),v)* -> subclass(intersection(union(u,null_class),w),x) member(not_subclass_element(intersection(union(u,null_class),w),x),v)*.
% 299.74/300.47 90157[4:Res:89138.0,7881.0] || subclass(union(null_class,u),v) -> subclass(intersection(union(u,u),w),x) member(not_subclass_element(intersection(union(u,u),w),x),v)*.
% 299.74/300.47 90577[2:Rew:3314.1,90576.1] || member(not_subclass_element(intersection(u,v),w),intersection(singleton(v),x))* -> subclass(intersection(u,v),w) equal(intersection(singleton(v),x),null_class).
% 299.74/300.47 90579[2:Rew:3142.1,90578.1] || member(not_subclass_element(intersection(u,v),w),intersection(x,singleton(v)))* -> subclass(intersection(u,v),w) equal(intersection(x,singleton(v)),null_class).
% 299.74/300.47 90905[0:Res:57163.1,391.1] inductive(intersection(u,v)) || subclass(v,image(successor_relation,intersection(u,v)))* -> equal(image(successor_relation,intersection(u,v)),intersection(u,v)).
% 299.74/300.47 91354[2:Rew:3314.1,91353.1] || member(not_subclass_element(intersection(u,v),w),intersection(singleton(u),x))* -> subclass(intersection(u,v),w) equal(intersection(singleton(u),x),null_class).
% 299.74/300.47 91356[2:Rew:3142.1,91355.1] || member(not_subclass_element(intersection(u,v),w),intersection(x,singleton(u)))* -> subclass(intersection(u,v),w) equal(intersection(x,singleton(u)),null_class).
% 299.74/300.47 91500[4:SpR:29733.0,9215.1] || member(u,symmetric_difference(union(union(null_class,v),w),complement(x))) -> member(u,union(intersection(union(null_class,complement(v)),complement(w)),x))*.
% 299.74/300.47 91499[4:SpR:74143.0,9215.1] || member(u,symmetric_difference(union(union(v,null_class),w),complement(x))) -> member(u,union(intersection(union(null_class,complement(v)),complement(w)),x))*.
% 299.74/300.47 91498[4:SpR:36664.0,9215.1] || member(u,symmetric_difference(union(union(v,v),w),complement(x)))* -> member(u,union(intersection(union(null_class,complement(v)),complement(w)),x))*.
% 299.74/300.47 91476[4:SpR:29733.0,9215.1] || member(u,symmetric_difference(union(v,union(null_class,w)),complement(x))) -> member(u,union(intersection(complement(v),union(null_class,complement(w))),x))*.
% 299.74/300.47 91475[4:SpR:74143.0,9215.1] || member(u,symmetric_difference(union(v,union(w,null_class)),complement(x))) -> member(u,union(intersection(complement(v),union(null_class,complement(w))),x))*.
% 299.74/300.47 91474[4:SpR:36664.0,9215.1] || member(u,symmetric_difference(union(v,union(w,w)),complement(x)))* -> member(u,union(intersection(complement(v),union(null_class,complement(w))),x))*.
% 299.74/300.47 91930[0:Res:58323.0,7881.0] || subclass(union(u,v),w) -> subclass(intersection(x,symmetric_difference(u,v)),y) member(not_subclass_element(intersection(x,symmetric_difference(u,v)),y),w)*.
% 299.74/300.47 92016[4:SpR:29733.0,9290.1] || member(u,symmetric_difference(complement(v),union(union(null_class,w),x))) -> member(u,union(v,intersection(union(null_class,complement(w)),complement(x))))*.
% 299.74/300.47 92015[4:SpR:74143.0,9290.1] || member(u,symmetric_difference(complement(v),union(union(w,null_class),x))) -> member(u,union(v,intersection(union(null_class,complement(w)),complement(x))))*.
% 299.74/300.47 92014[4:SpR:36664.0,9290.1] || member(u,symmetric_difference(complement(v),union(union(w,w),x)))* -> member(u,union(v,intersection(union(null_class,complement(w)),complement(x))))*.
% 299.74/300.47 91992[4:SpR:29733.0,9290.1] || member(u,symmetric_difference(complement(v),union(w,union(null_class,x)))) -> member(u,union(v,intersection(complement(w),union(null_class,complement(x)))))*.
% 299.74/300.47 91991[4:SpR:74143.0,9290.1] || member(u,symmetric_difference(complement(v),union(w,union(x,null_class)))) -> member(u,union(v,intersection(complement(w),union(null_class,complement(x)))))*.
% 299.74/300.47 91990[4:SpR:36664.0,9290.1] || member(u,symmetric_difference(complement(v),union(w,union(x,x))))* -> member(u,union(v,intersection(complement(w),union(null_class,complement(x)))))*.
% 299.74/300.47 92222[0:Res:58588.1,391.1] inductive(intersection(u,v)) || subclass(u,image(successor_relation,intersection(u,v)))* -> equal(image(successor_relation,intersection(u,v)),intersection(u,v)).
% 299.74/300.47 92587[4:Res:92197.1,391.1] inductive(union(null_class,u)) || subclass(u,image(successor_relation,union(null_class,u)))* -> equal(image(successor_relation,union(null_class,u)),union(null_class,u)).
% 299.74/300.47 92657[4:Res:92198.1,391.1] inductive(union(u,null_class)) || subclass(u,image(successor_relation,union(u,null_class)))* -> equal(image(successor_relation,union(u,null_class)),union(u,null_class)).
% 299.74/300.47 92764[0:Res:60748.0,7881.0] || subclass(union(u,v),w) -> subclass(intersection(symmetric_difference(u,v),x),y) member(not_subclass_element(intersection(symmetric_difference(u,v),x),y),w)*.
% 299.74/300.47 92960[0:SpR:71286.1,48835.0] || subclass(power_class(complement(power_class(u))),power_class(v)) -> equal(union(complement(power_class(v)),image(element_relation,power_class(u))),complement(power_class(complement(power_class(u)))))**.
% 299.74/300.47 93116[0:Rew:80005.0,92813.1,80566.0,92813.1] || subclass(u,v) -> equal(intersection(complement(symmetric_difference(v,u)),union(complement(u),union(v,u))),symmetric_difference(complement(u),union(v,u)))**.
% 299.74/300.47 94087[4:Res:93346.1,1000.1] || equal(image(u,image(v,singleton(w))),successor(null_class)) member(ordered_pair(w,x),compose(u,v))* -> member(x,singleton(null_class)).
% 299.74/300.47 94223[4:Res:6567.1,58102.0] || -> subclass(intersection(u,restrict(union(v,v),w,x)),y) member(not_subclass_element(intersection(u,restrict(union(v,v),w,x)),y),v)*.
% 299.74/300.47 94222[4:Res:6567.1,42116.0] || -> subclass(intersection(u,restrict(union(null_class,v),w,x)),y) member(not_subclass_element(intersection(u,restrict(union(null_class,v),w,x)),y),v)*.
% 299.74/300.47 94220[4:Res:6567.1,77882.0] || -> subclass(intersection(u,restrict(union(v,null_class),w,x)),y) member(not_subclass_element(intersection(u,restrict(union(v,null_class),w,x)),y),v)*.
% 299.74/300.47 94602[4:Res:7760.1,58102.0] || -> subclass(intersection(restrict(union(u,u),v,w),x),y) member(not_subclass_element(intersection(restrict(union(u,u),v,w),x),y),u)*.
% 299.74/300.47 94601[4:Res:7760.1,42116.0] || -> subclass(intersection(restrict(union(null_class,u),v,w),x),y) member(not_subclass_element(intersection(restrict(union(null_class,u),v,w),x),y),u)*.
% 299.74/300.47 94599[4:Res:7760.1,77882.0] || -> subclass(intersection(restrict(union(u,null_class),v,w),x),y) member(not_subclass_element(intersection(restrict(union(u,null_class),v,w),x),y),u)*.
% 299.74/300.47 94895[4:Res:94803.0,3479.0] || subclass(complement(element_relation),u) -> equal(intersection(v,complement(compose(element_relation,universal_class))),null_class) member(regular(intersection(v,complement(compose(element_relation,universal_class)))),u)*.
% 299.74/300.47 94940[4:Res:94880.0,3479.0] || subclass(complement(element_relation),u) -> equal(intersection(complement(compose(element_relation,universal_class)),v),null_class) member(regular(intersection(complement(compose(element_relation,universal_class)),v)),u)*.
% 299.74/300.47 95044[4:Res:94932.0,3479.0] || subclass(complement(element_relation),u) -> equal(union(null_class,complement(compose(element_relation,universal_class))),null_class) member(regular(union(null_class,complement(compose(element_relation,universal_class)))),u)*.
% 299.74/300.47 95456[4:Res:95322.0,7886.0] || -> subclass(complement(successor(complement(restrict(u,v,w)))),x) member(not_subclass_element(complement(successor(complement(restrict(u,v,w)))),x),cross_product(v,w))*.
% 299.74/300.47 95493[3:SpR:5623.1,9134.2] single_valued_class(u) || member(single_valued1(xf),universal_class) -> member(single_valued1(xf),range_of(xf)) equal(domain__dfg(xf,range_of(null_class),single_valued2(u)),single_valued3(xf))**.
% 299.74/300.47 95492[3:SpR:5653.1,9134.2] function(u) || member(single_valued1(xf),universal_class) -> member(single_valued1(xf),range_of(xf)) equal(domain__dfg(xf,range_of(null_class),single_valued2(u)),single_valued3(xf))**.
% 299.74/300.47 95491[3:SpR:5623.1,9134.2] single_valued_class(u) || member(single_valued1(u),universal_class) -> member(single_valued1(u),range_of(u))* equal(domain__dfg(u,range_of(null_class),single_valued2(xf)),single_valued3(u))**.
% 299.74/300.47 95490[3:SpR:5653.1,9134.2] function(u) || member(single_valued1(u),universal_class) -> member(single_valued1(u),range_of(u))* equal(domain__dfg(u,range_of(null_class),single_valued2(xf)),single_valued3(u))**.
% 299.74/300.47 95731[4:Obv:95715.0] || subclass(domain_relation,symmetric_difference(u,v)) member(w,universal_class)* subclass(domain_relation,regular(union(u,v)))* -> equal(union(u,v),null_class).
% 299.74/300.47 95817[4:Res:95477.0,7884.0] || -> subclass(complement(successor(union(null_class,complement(intersection(u,v))))),w) member(not_subclass_element(complement(successor(union(null_class,complement(intersection(u,v))))),w),u)*.
% 299.74/300.47 95816[4:Res:95477.0,7885.0] || -> subclass(complement(successor(union(null_class,complement(intersection(u,v))))),w) member(not_subclass_element(complement(successor(union(null_class,complement(intersection(u,v))))),w),v)*.
% 299.74/300.47 95796[4:Res:95477.0,7881.0] || subclass(u,v) -> subclass(complement(successor(union(null_class,complement(u)))),w) member(not_subclass_element(complement(successor(union(null_class,complement(u)))),w),v)*.
% 299.74/300.47 96245[4:Res:19302.1,48030.0] || equal(intersection(complement(u),power_class(complement(power_class(v)))),singleton(singleton(null_class))) member(singleton(null_class),union(u,image(element_relation,power_class(v))))* -> .
% 299.74/300.47 96564[4:Res:19302.1,48062.0] || equal(intersection(power_class(complement(power_class(u))),complement(v)),singleton(singleton(null_class))) member(singleton(null_class),union(image(element_relation,power_class(u)),v))* -> .
% 299.74/300.47 96511[0:SpL:71286.1,48062.0] || subclass(complement(u),power_class(complement(power_class(v)))) member(w,complement(u)) member(w,union(image(element_relation,power_class(v)),u))* -> .
% 299.74/300.47 96694[4:Res:95315.0,7880.0] || -> subclass(union(null_class,intersection(union(null_class,singleton(u)),v)),w) equal(not_subclass_element(union(null_class,intersection(union(null_class,singleton(u)),v)),w),u)**.
% 299.74/300.47 96683[4:Res:95315.0,3480.0] || member(regular(union(null_class,intersection(union(null_class,complement(u)),v))),u)* -> equal(union(null_class,intersection(union(null_class,complement(u)),v)),null_class).
% 299.74/300.47 97026[4:Res:95358.0,7880.0] || -> subclass(union(null_class,intersection(u,union(null_class,singleton(v)))),w) equal(not_subclass_element(union(null_class,intersection(u,union(null_class,singleton(v)))),w),v)**.
% 299.74/300.47 97015[4:Res:95358.0,3480.0] || member(regular(union(null_class,intersection(u,union(null_class,complement(v))))),v)* -> equal(union(null_class,intersection(u,union(null_class,complement(v)))),null_class).
% 299.74/300.47 97213[0:SpL:48870.0,1075.1] inductive(intersection(power_class(u),union(v,complement(power_class(w))))) || equal(union(complement(power_class(u)),intersection(complement(v),power_class(w))),universal_class)** -> .
% 299.74/300.47 97210[4:SpL:48870.0,62126.0] || equal(union(complement(power_class(u)),intersection(complement(v),power_class(w))),universal_class)** -> equal(intersection(power_class(u),union(v,complement(power_class(w)))),null_class).
% 299.74/300.47 97201[4:SpL:48870.0,61328.0] || equal(union(complement(power_class(u)),intersection(complement(v),power_class(w))),null_class)** -> equal(intersection(power_class(u),union(v,complement(power_class(w)))),universal_class).
% 299.74/300.47 97129[0:SpR:48870.0,13856.1] || -> member(u,intersection(power_class(v),union(w,complement(power_class(x))))) subclass(singleton(u),union(complement(power_class(v)),intersection(complement(w),power_class(x))))*.
% 299.74/300.47 97282[4:Rew:80005.0,97112.0] || -> subclass(complement(successor(union(null_class,intersection(power_class(u),union(v,complement(power_class(w))))))),union(complement(power_class(u)),intersection(complement(v),power_class(w))))*.
% 299.74/300.47 97283[4:Rew:80005.0,97109.0] || -> equal(symmetric_difference(union(complement(power_class(u)),intersection(complement(v),power_class(w))),union(null_class,intersection(power_class(u),union(v,complement(power_class(w)))))),universal_class)**.
% 299.74/300.47 97285[4:Rew:80005.0,97107.0] || -> equal(intersection(union(complement(power_class(u)),intersection(complement(v),power_class(w))),union(null_class,intersection(power_class(u),union(v,complement(power_class(w)))))),null_class)**.
% 299.74/300.47 97286[4:Rew:80005.0,97102.0] || -> subclass(complement(successor(union(complement(power_class(u)),intersection(complement(v),power_class(w))))),union(null_class,intersection(power_class(u),union(v,complement(power_class(w))))))*.
% 299.74/300.47 97097[0:SpR:48870.0,43164.0] || -> equal(intersection(union(complement(power_class(u)),intersection(complement(v),power_class(w))),intersection(x,intersection(power_class(u),union(v,complement(power_class(w)))))),null_class)**.
% 299.74/300.47 97096[0:SpR:48870.0,42566.0] || -> equal(intersection(union(complement(power_class(u)),intersection(complement(v),power_class(w))),intersection(intersection(power_class(u),union(v,complement(power_class(w)))),x)),null_class)**.
% 299.74/300.47 97069[4:SpR:48870.0,47746.1] || equal(intersection(power_class(u),union(v,complement(power_class(w)))),null_class) -> equal(union(complement(power_class(u)),intersection(complement(v),power_class(w))),universal_class)**.
% 299.74/300.47 97915[0:SpL:48871.0,1075.1] inductive(intersection(union(u,complement(power_class(v))),power_class(w))) || equal(union(intersection(complement(u),power_class(v)),complement(power_class(w))),universal_class)** -> .
% 299.74/300.47 97912[4:SpL:48871.0,62126.0] || equal(union(intersection(complement(u),power_class(v)),complement(power_class(w))),universal_class)** -> equal(intersection(union(u,complement(power_class(v))),power_class(w)),null_class).
% 299.74/300.47 97903[4:SpL:48871.0,61328.0] || equal(union(intersection(complement(u),power_class(v)),complement(power_class(w))),null_class)** -> equal(intersection(union(u,complement(power_class(v))),power_class(w)),universal_class).
% 299.74/300.47 97896[0:SpR:71286.1,48871.0] || subclass(power_class(u),union(v,complement(power_class(w)))) -> equal(union(intersection(complement(v),power_class(w)),complement(power_class(u))),complement(power_class(u)))**.
% 299.74/300.47 97831[0:SpR:48871.0,13856.1] || -> member(u,intersection(union(v,complement(power_class(w))),power_class(x))) subclass(singleton(u),union(intersection(complement(v),power_class(w)),complement(power_class(x))))*.
% 299.74/300.47 97984[4:Rew:80005.0,97814.0] || -> subclass(complement(successor(union(null_class,intersection(union(u,complement(power_class(v))),power_class(w))))),union(intersection(complement(u),power_class(v)),complement(power_class(w))))*.
% 299.74/300.47 97985[4:Rew:80005.0,97811.0] || -> equal(symmetric_difference(union(intersection(complement(u),power_class(v)),complement(power_class(w))),union(null_class,intersection(union(u,complement(power_class(v))),power_class(w)))),universal_class)**.
% 299.74/300.47 97987[4:Rew:80005.0,97809.0] || -> equal(intersection(union(intersection(complement(u),power_class(v)),complement(power_class(w))),union(null_class,intersection(union(u,complement(power_class(v))),power_class(w)))),null_class)**.
% 299.74/300.47 97988[4:Rew:80005.0,97804.0] || -> subclass(complement(successor(union(intersection(complement(u),power_class(v)),complement(power_class(w))))),union(null_class,intersection(union(u,complement(power_class(v))),power_class(w))))*.
% 299.74/300.47 97799[0:SpR:48871.0,43164.0] || -> equal(intersection(union(intersection(complement(u),power_class(v)),complement(power_class(w))),intersection(x,intersection(union(u,complement(power_class(v))),power_class(w)))),null_class)**.
% 299.74/300.47 97798[0:SpR:48871.0,42566.0] || -> equal(intersection(union(intersection(complement(u),power_class(v)),complement(power_class(w))),intersection(intersection(union(u,complement(power_class(v))),power_class(w)),x)),null_class)**.
% 299.74/300.47 97771[4:SpR:48871.0,47746.1] || equal(intersection(union(u,complement(power_class(v))),power_class(w)),null_class) -> equal(union(intersection(complement(u),power_class(v)),complement(power_class(w))),universal_class)**.
% 299.74/300.47 98606[0:SpL:48872.0,1075.1] inductive(intersection(union(complement(power_class(u)),v),power_class(w))) || equal(union(intersection(power_class(u),complement(v)),complement(power_class(w))),universal_class)** -> .
% 299.74/300.47 98603[4:SpL:48872.0,62126.0] || equal(union(intersection(power_class(u),complement(v)),complement(power_class(w))),universal_class)** -> equal(intersection(union(complement(power_class(u)),v),power_class(w)),null_class).
% 299.74/300.47 98594[4:SpL:48872.0,61328.0] || equal(union(intersection(power_class(u),complement(v)),complement(power_class(w))),null_class)** -> equal(intersection(union(complement(power_class(u)),v),power_class(w)),universal_class).
% 299.74/300.47 98587[0:SpR:71286.1,48872.0] || subclass(power_class(u),union(complement(power_class(v)),w)) -> equal(union(intersection(power_class(v),complement(w)),complement(power_class(u))),complement(power_class(u)))**.
% 299.74/300.47 98518[0:SpR:48872.0,13856.1] || -> member(u,intersection(union(complement(power_class(v)),w),power_class(x))) subclass(singleton(u),union(intersection(power_class(v),complement(w)),complement(power_class(x))))*.
% 299.74/300.47 98679[4:Rew:80005.0,98501.0] || -> subclass(complement(successor(union(null_class,intersection(union(complement(power_class(u)),v),power_class(w))))),union(intersection(power_class(u),complement(v)),complement(power_class(w))))*.
% 299.74/300.47 98680[4:Rew:80005.0,98498.0] || -> equal(symmetric_difference(union(intersection(power_class(u),complement(v)),complement(power_class(w))),union(null_class,intersection(union(complement(power_class(u)),v),power_class(w)))),universal_class)**.
% 299.74/300.47 98682[4:Rew:80005.0,98496.0] || -> equal(intersection(union(intersection(power_class(u),complement(v)),complement(power_class(w))),union(null_class,intersection(union(complement(power_class(u)),v),power_class(w)))),null_class)**.
% 299.74/300.47 98683[4:Rew:80005.0,98491.0] || -> subclass(complement(successor(union(intersection(power_class(u),complement(v)),complement(power_class(w))))),union(null_class,intersection(union(complement(power_class(u)),v),power_class(w))))*.
% 299.74/300.47 98486[0:SpR:48872.0,43164.0] || -> equal(intersection(union(intersection(power_class(u),complement(v)),complement(power_class(w))),intersection(x,intersection(union(complement(power_class(u)),v),power_class(w)))),null_class)**.
% 299.74/300.47 98485[0:SpR:48872.0,42566.0] || -> equal(intersection(union(intersection(power_class(u),complement(v)),complement(power_class(w))),intersection(intersection(union(complement(power_class(u)),v),power_class(w)),x)),null_class)**.
% 299.74/300.47 98458[4:SpR:48872.0,47746.1] || equal(intersection(union(complement(power_class(u)),v),power_class(w)),null_class) -> equal(union(intersection(power_class(u),complement(v)),complement(power_class(w))),universal_class)**.
% 299.74/300.47 98865[4:Res:95309.0,7880.0] || -> subclass(intersection(intersection(union(null_class,singleton(u)),v),w),x) equal(not_subclass_element(intersection(intersection(union(null_class,singleton(u)),v),w),x),u)**.
% 299.74/300.47 98854[4:Res:95309.0,3480.0] || member(regular(intersection(intersection(union(null_class,complement(u)),v),w)),u)* -> equal(intersection(intersection(union(null_class,complement(u)),v),w),null_class).
% 299.74/300.47 98997[4:Res:95320.0,7880.0] || -> subclass(intersection(u,intersection(v,union(null_class,singleton(w)))),x) equal(not_subclass_element(intersection(u,intersection(v,union(null_class,singleton(w)))),x),w)**.
% 299.74/300.47 98986[4:Res:95320.0,3480.0] || member(regular(intersection(u,intersection(v,union(null_class,complement(w))))),w)* -> equal(intersection(u,intersection(v,union(null_class,complement(w)))),null_class).
% 299.74/300.47 99123[4:Res:95350.0,7880.0] || -> subclass(intersection(u,intersection(union(null_class,singleton(v)),w)),x) equal(not_subclass_element(intersection(u,intersection(union(null_class,singleton(v)),w)),x),v)**.
% 299.74/300.47 99112[4:Res:95350.0,3480.0] || member(regular(intersection(u,intersection(union(null_class,complement(v)),w))),v)* -> equal(intersection(u,intersection(union(null_class,complement(v)),w)),null_class).
% 299.74/300.47 99325[0:SpL:48874.0,1075.1] inductive(intersection(power_class(u),union(complement(power_class(v)),w))) || equal(union(complement(power_class(u)),intersection(power_class(v),complement(w))),universal_class)** -> .
% 299.74/300.47 99322[4:SpL:48874.0,62126.0] || equal(union(complement(power_class(u)),intersection(power_class(v),complement(w))),universal_class)** -> equal(intersection(power_class(u),union(complement(power_class(v)),w)),null_class).
% 299.74/300.47 99313[4:SpL:48874.0,61328.0] || equal(union(complement(power_class(u)),intersection(power_class(v),complement(w))),null_class)** -> equal(intersection(power_class(u),union(complement(power_class(v)),w)),universal_class).
% 299.74/300.47 99237[0:SpR:48874.0,13856.1] || -> member(u,intersection(power_class(v),union(complement(power_class(w)),x))) subclass(singleton(u),union(complement(power_class(v)),intersection(power_class(w),complement(x))))*.
% 299.74/300.47 99398[4:Rew:80005.0,99220.0] || -> subclass(complement(successor(union(null_class,intersection(power_class(u),union(complement(power_class(v)),w))))),union(complement(power_class(u)),intersection(power_class(v),complement(w))))*.
% 299.74/300.47 99399[4:Rew:80005.0,99217.0] || -> equal(symmetric_difference(union(complement(power_class(u)),intersection(power_class(v),complement(w))),union(null_class,intersection(power_class(u),union(complement(power_class(v)),w)))),universal_class)**.
% 299.74/300.47 99401[4:Rew:80005.0,99215.0] || -> equal(intersection(union(complement(power_class(u)),intersection(power_class(v),complement(w))),union(null_class,intersection(power_class(u),union(complement(power_class(v)),w)))),null_class)**.
% 299.74/300.47 99402[4:Rew:80005.0,99210.0] || -> subclass(complement(successor(union(complement(power_class(u)),intersection(power_class(v),complement(w))))),union(null_class,intersection(power_class(u),union(complement(power_class(v)),w))))*.
% 299.74/300.47 99205[0:SpR:48874.0,43164.0] || -> equal(intersection(union(complement(power_class(u)),intersection(power_class(v),complement(w))),intersection(x,intersection(power_class(u),union(complement(power_class(v)),w)))),null_class)**.
% 299.74/300.47 99204[0:SpR:48874.0,42566.0] || -> equal(intersection(union(complement(power_class(u)),intersection(power_class(v),complement(w))),intersection(intersection(power_class(u),union(complement(power_class(v)),w)),x)),null_class)**.
% 299.74/300.47 99177[4:SpR:48874.0,47746.1] || equal(intersection(power_class(u),union(complement(power_class(v)),w)),null_class) -> equal(union(complement(power_class(u)),intersection(power_class(v),complement(w))),universal_class)**.
% 299.74/300.47 99550[4:Res:95356.0,7880.0] || -> subclass(intersection(intersection(u,union(null_class,singleton(v))),w),x) equal(not_subclass_element(intersection(intersection(u,union(null_class,singleton(v))),w),x),v)**.
% 299.74/300.47 99539[4:Res:95356.0,3480.0] || member(regular(intersection(intersection(u,union(null_class,complement(v))),w)),v)* -> equal(intersection(intersection(u,union(null_class,complement(v))),w),null_class).
% 299.74/300.47 100182[0:SpR:71286.1,7971.2] || subclass(complement(u),complement(v)) member(w,universal_class) -> member(w,image(element_relation,union(v,u)))* member(w,power_class(complement(u))).
% 299.74/300.47 100451[4:Res:19302.1,17679.1] || equal(cross_product(singleton(u),universal_class),singleton(singleton(null_class)))** member(u,universal_class) member(singleton(null_class),v)* -> member(u,cantor(v))*.
% 299.74/300.47 100403[4:Res:69.1,17679.1] || member(u,universal_class) member(regular(cross_product(singleton(u),universal_class)),v)* -> equal(cross_product(singleton(u),universal_class),null_class) member(u,cantor(v)).
% 299.74/300.47 100937[0:SpL:71286.1,8658.1] || subclass(complement(u),complement(v)) member(w,intersection(complement(x),union(v,u)))* member(w,union(x,complement(u))) -> .
% 299.74/300.47 101646[0:SpL:71286.1,8668.1] || subclass(complement(u),complement(v)) member(w,intersection(union(v,u),complement(x)))* member(w,union(complement(u),x)) -> .
% 299.74/300.47 104275[4:Rew:28759.0,102250.1] || member(not_subclass_element(intersection(union(null_class,u),complement(v)),w),union(complement(u),v))* -> subclass(intersection(union(null_class,u),complement(v)),w).
% 299.74/300.47 104278[4:Rew:28759.0,102222.1] || member(not_subclass_element(intersection(complement(u),union(null_class,v)),w),union(u,complement(v)))* -> subclass(intersection(complement(u),union(null_class,v)),w).
% 299.74/300.47 102320[4:Rew:102293.0,100903.1] || member(u,intersection(complement(v),union(w,apply(null_class,x))))* member(u,union(v,complement(union(w,apply(null_class,y)))))* -> .
% 299.74/300.47 102322[4:Rew:102293.0,101612.1] || member(u,intersection(union(v,apply(null_class,w)),complement(x)))* member(u,union(complement(union(v,apply(null_class,y))),x))* -> .
% 299.74/300.47 102324[4:Rew:102293.0,100897.1] || member(u,intersection(complement(v),union(w,sum_class(range_of(null_class)))))* member(u,union(v,complement(union(w,apply(null_class,x)))))* -> .
% 299.74/300.47 102326[4:Rew:102293.0,84251.0] || member(not_subclass_element(union(u,apply(null_class,v)),w),complement(union(u,apply(null_class,x))))* -> subclass(union(u,apply(null_class,v)),w).
% 299.74/300.47 102327[4:Rew:102293.0,100148.2] || member(u,universal_class) -> member(u,image(element_relation,union(v,apply(null_class,w))))* member(u,power_class(complement(union(v,apply(null_class,x)))))*.
% 299.74/300.47 102329[4:Rew:102293.0,101606.1] || member(u,intersection(union(v,sum_class(range_of(null_class))),complement(w)))* member(u,union(complement(union(v,apply(null_class,x))),w))* -> .
% 299.74/300.47 102359[4:Rew:102293.0,100930.1] || member(u,intersection(complement(v),union(apply(null_class,w),x)))* member(u,union(v,complement(union(sum_class(range_of(null_class)),x)))) -> .
% 299.74/300.47 102361[4:Rew:102293.0,100931.1] || member(u,intersection(complement(v),union(apply(null_class,w),x)))* member(u,union(v,complement(union(apply(null_class,y),x))))* -> .
% 299.74/300.47 102363[0:Rew:102293.0,100168.2] || member(u,universal_class) -> member(u,image(element_relation,union(symmetric_difference(v,w),x)))* member(u,power_class(complement(union(symmetric_difference(w,v),x)))).
% 299.74/300.47 102365[0:Rew:102293.0,101632.1] || member(u,intersection(union(symmetric_difference(v,w),x),complement(y)))* member(u,union(complement(union(symmetric_difference(w,v),x)),y)) -> .
% 299.74/300.47 102379[0:Rew:102293.0,88304.0] || member(not_subclass_element(union(symmetric_difference(u,v),w),x),complement(union(symmetric_difference(v,u),w)))* -> subclass(union(symmetric_difference(u,v),w),x).
% 299.74/300.47 102382[4:Rew:102293.0,84225.0] || member(not_subclass_element(union(apply(null_class,u),v),w),complement(union(apply(null_class,x),v)))* -> subclass(union(apply(null_class,u),v),w).
% 299.74/300.47 102383[4:Rew:102293.0,101634.1] || member(u,intersection(union(sum_class(range_of(null_class)),v),complement(w)))* member(u,union(complement(union(apply(null_class,x),v)),w))* -> .
% 299.74/300.47 102385[4:Rew:102293.0,82813.0] || member(not_subclass_element(union(sum_class(range_of(null_class)),u),v),complement(union(apply(null_class,w),u)))* -> subclass(union(sum_class(range_of(null_class)),u),v).
% 299.74/300.47 102386[4:Rew:102293.0,100170.2] || member(u,universal_class) -> member(u,image(element_relation,union(sum_class(range_of(null_class)),v)))* member(u,power_class(complement(union(apply(null_class,w),v))))*.
% 299.74/300.47 102392[4:Rew:102293.0,101640.1] || member(u,intersection(union(apply(null_class,v),w),complement(x)))* member(u,union(complement(union(apply(null_class,y),w)),x))* -> .
% 299.74/300.47 102394[4:Rew:102293.0,100176.2] || member(u,universal_class) -> member(u,image(element_relation,union(apply(null_class,v),w)))* member(u,power_class(complement(union(apply(null_class,x),w))))*.
% 299.74/300.47 102396[4:Rew:102293.0,100925.1] || member(u,intersection(complement(v),union(sum_class(range_of(null_class)),w)))* member(u,union(v,complement(union(apply(null_class,x),w))))* -> .
% 299.74/300.47 102406[0:Rew:102293.0,100140.2] || member(u,universal_class) -> member(u,image(element_relation,union(v,symmetric_difference(w,x))))* member(u,power_class(complement(union(v,symmetric_difference(x,w))))).
% 299.74/300.47 102408[0:Rew:102293.0,101604.1] || member(u,intersection(union(v,symmetric_difference(w,x)),complement(y)))* member(u,union(complement(union(v,symmetric_difference(x,w))),y)) -> .
% 299.74/300.47 102418[4:Rew:102293.0,100142.2] || member(u,universal_class) -> member(u,image(element_relation,union(v,sum_class(range_of(null_class)))))* member(u,power_class(complement(union(v,apply(null_class,w)))))*.
% 299.74/300.47 102426[4:Rew:102293.0,100147.2] || member(u,universal_class) -> member(u,image(element_relation,union(v,apply(null_class,w))))* member(u,power_class(complement(union(v,sum_class(range_of(null_class)))))).
% 299.74/300.47 102429[4:Rew:102293.0,101611.1] || member(u,intersection(union(v,apply(null_class,w)),complement(x)))* member(u,union(complement(union(v,sum_class(range_of(null_class)))),x)) -> .
% 299.74/300.47 102432[4:Rew:102293.0,100175.2] || member(u,universal_class) -> member(u,image(element_relation,union(apply(null_class,v),w)))* member(u,power_class(complement(union(sum_class(range_of(null_class)),w)))).
% 299.74/300.47 102434[4:Rew:102293.0,101639.1] || member(u,intersection(union(apply(null_class,v),w),complement(x)))* member(u,union(complement(union(sum_class(range_of(null_class)),w)),x)) -> .
% 299.74/300.47 102441[4:Rew:102293.0,82764.0] || member(not_subclass_element(union(apply(null_class,u),v),w),complement(union(sum_class(range_of(null_class)),v)))* -> subclass(union(apply(null_class,u),v),w).
% 299.74/300.47 102474[0:Rew:102293.0,88333.0] || member(not_subclass_element(union(u,symmetric_difference(v,w)),x),complement(union(u,symmetric_difference(w,v))))* -> subclass(union(u,symmetric_difference(v,w)),x).
% 299.74/300.47 102475[4:Rew:102293.0,82839.0] || member(not_subclass_element(union(u,sum_class(range_of(null_class))),v),complement(union(u,apply(null_class,w))))* -> subclass(union(u,sum_class(range_of(null_class))),v).
% 299.74/300.47 102488[4:Rew:102293.0,82790.0] || member(not_subclass_element(union(u,apply(null_class,v)),w),complement(union(u,sum_class(range_of(null_class)))))* -> subclass(union(u,apply(null_class,v)),w).
% 299.74/300.47 102490[0:Rew:102293.0,100923.1] || member(u,intersection(complement(v),union(symmetric_difference(w,x),y)))* member(u,union(v,complement(union(symmetric_difference(x,w),y)))) -> .
% 299.74/300.47 102502[0:Rew:102293.0,27399.0] || member(u,symmetric_difference(complement(v),union(w,complement(union(x,y)))))* -> member(u,union(v,intersection(complement(w),union(x,y)))).
% 299.74/300.47 102529[0:Rew:102293.0,100895.1] || member(u,intersection(complement(v),union(w,symmetric_difference(x,y))))* member(u,union(v,complement(union(w,symmetric_difference(y,x))))) -> .
% 299.74/300.47 102531[4:Rew:102293.0,100902.1] || member(u,intersection(complement(v),union(w,apply(null_class,x))))* member(u,union(v,complement(union(w,sum_class(range_of(null_class)))))) -> .
% 299.74/300.47 102565[0:Rew:102293.0,25825.0] || subclass(u,union(v,complement(union(w,x)))) member(regular(u),intersection(complement(v),union(w,x)))* -> equal(u,null_class).
% 299.74/300.47 102573[0:Rew:102293.0,27422.0] || member(u,symmetric_difference(union(v,complement(union(w,x))),complement(y)))* -> member(u,union(intersection(complement(v),union(w,x)),y)).
% 299.74/300.47 102589[0:Rew:102293.0,85530.1] || subclass(u,intersection(complement(v),union(w,x))) member(regular(u),union(v,complement(union(w,x))))* -> equal(u,null_class).
% 299.74/300.47 102617[0:Rew:102293.0,51951.0] || member(u,symmetric_difference(power_class(v),power_class(complement(union(w,x))))) -> member(u,union(complement(power_class(v)),image(element_relation,union(w,x))))*.
% 299.74/300.47 102644[0:Rew:102293.0,27402.0] || member(u,symmetric_difference(complement(v),union(complement(union(w,x)),y)))* -> member(u,union(v,intersection(union(w,x),complement(y)))).
% 299.74/300.47 102692[0:Rew:102293.0,101012.0] || subclass(u,symmetric_difference(v,complement(union(w,x)))) member(regular(u),intersection(complement(v),union(w,x)))* -> equal(u,null_class).
% 299.74/300.47 102800[0:Rew:102293.0,101013.0] || subclass(universal_class,union(u,complement(union(v,w)))) member(regular(x),intersection(complement(u),union(v,w)))* -> equal(x,null_class).
% 299.74/300.47 102859[0:Rew:102293.0,35323.1] || -> equal(symmetric_difference(complement(u),union(v,w)),null_class) member(regular(symmetric_difference(complement(u),union(v,w))),union(u,complement(union(v,w))))*.
% 299.74/300.47 102860[2:Rew:102293.0,36331.0] || -> subclass(regular(intersection(complement(u),union(v,w))),union(u,complement(union(v,w))))* equal(intersection(complement(u),union(v,w)),null_class).
% 299.74/300.47 102944[0:Rew:102293.0,46761.0] || equal(u,power_class(complement(union(v,w))))* member(x,universal_class) -> member(x,image(element_relation,union(v,w)))* member(x,u)*.
% 299.74/300.47 102946[0:Rew:102293.0,51841.0] || member(u,symmetric_difference(power_class(complement(union(v,w))),power_class(x))) -> member(u,union(image(element_relation,union(v,w)),complement(power_class(x))))*.
% 299.74/300.47 103001[0:Rew:102293.0,25828.0] || subclass(u,union(complement(union(v,w)),x)) member(regular(u),intersection(union(v,w),complement(x)))* -> equal(u,null_class).
% 299.74/300.47 103009[0:Rew:102293.0,27425.0] || member(u,symmetric_difference(union(complement(union(v,w)),x),complement(y)))* -> member(u,union(intersection(union(v,w),complement(x)),y)).
% 299.74/300.47 103025[0:Rew:102293.0,85552.1] || subclass(u,intersection(union(v,w),complement(x))) member(regular(u),union(complement(union(v,w)),x))* -> equal(u,null_class).
% 299.74/300.47 103063[0:Rew:102293.0,60287.0] || subclass(u,symmetric_difference(intersection(v,w),complement(union(v,w))))* -> subclass(u,x) member(not_subclass_element(u,x),complement(symmetric_difference(v,w)))*.
% 299.74/300.47 103065[0:Rew:102293.0,54927.1] || member(u,universal_class) subclass(universal_class,symmetric_difference(intersection(v,w),complement(union(v,w))))* -> member(power_class(u),complement(symmetric_difference(v,w)))*.
% 299.74/300.47 103066[0:Rew:102293.0,54465.1] || member(u,universal_class) subclass(universal_class,symmetric_difference(intersection(v,w),complement(union(v,w))))* -> member(sum_class(u),complement(symmetric_difference(v,w)))*.
% 299.74/300.47 103123[0:Rew:102293.0,101723.0] || subclass(u,symmetric_difference(complement(union(v,w)),x)) member(regular(u),intersection(union(v,w),complement(x)))* -> equal(u,null_class).
% 299.74/300.47 103139[0:Rew:102293.0,101724.0] || subclass(universal_class,union(complement(union(u,v)),w)) member(regular(x),intersection(union(u,v),complement(w)))* -> equal(x,null_class).
% 299.74/300.47 103198[0:Rew:102293.0,35325.1] || -> equal(symmetric_difference(union(u,v),complement(w)),null_class) member(regular(symmetric_difference(union(u,v),complement(w))),union(complement(union(u,v)),w))*.
% 299.74/300.47 103199[2:Rew:102293.0,36333.0] || -> subclass(regular(intersection(union(u,v),complement(w))),union(complement(union(u,v)),w))* equal(intersection(union(u,v),complement(w)),null_class).
% 299.74/300.47 103974[0:Rew:103948.0,48083.0] || -> equal(union(u,intersection(power_class(complement(power_class(v))),complement(singleton(image(element_relation,power_class(v)))))),union(u,complement(successor(image(element_relation,power_class(v))))))**.
% 299.74/300.47 103992[0:Rew:103959.0,48313.0] || -> equal(union(intersection(power_class(complement(power_class(u))),complement(singleton(image(element_relation,power_class(u))))),v),union(v,complement(successor(image(element_relation,power_class(u))))))**.
% 299.74/300.47 104321[4:Rew:102293.0,102331.0] || -> member(not_subclass_element(u,complement(union(v,apply(null_class,w)))),union(v,apply(null_class,x)))* subclass(u,complement(union(v,apply(null_class,x)))).
% 299.74/300.47 104328[0:Rew:102293.0,102367.0] || -> member(not_subclass_element(u,complement(union(symmetric_difference(v,w),x))),union(symmetric_difference(w,v),x))* subclass(u,complement(union(symmetric_difference(w,v),x))).
% 299.74/300.47 104329[0:Rew:102293.0,102375.1] || member(regular(complement(union(symmetric_difference(u,v),w))),union(symmetric_difference(v,u),w))* -> equal(complement(union(symmetric_difference(v,u),w)),null_class).
% 299.74/300.47 104330[4:Rew:102293.0,102380.1] || member(regular(complement(union(apply(null_class,u),v))),union(apply(null_class,w),v))* -> equal(complement(union(apply(null_class,w),v)),null_class).
% 299.74/300.47 104331[4:Rew:102293.0,102381.1] || member(regular(complement(union(apply(null_class,u),v))),union(sum_class(range_of(null_class)),v))* -> equal(complement(union(sum_class(range_of(null_class)),v)),null_class).
% 299.74/300.47 104332[4:Rew:102293.0,102391.0] || -> member(not_subclass_element(u,complement(union(sum_class(range_of(null_class)),v))),union(apply(null_class,w),v))* subclass(u,complement(union(apply(null_class,w),v))).
% 299.74/300.47 104333[4:Rew:102293.0,102398.0] || -> member(not_subclass_element(u,complement(union(apply(null_class,v),w))),union(apply(null_class,x),w))* subclass(u,complement(union(apply(null_class,x),w))).
% 299.74/300.47 104334[4:Rew:102293.0,102405.1] || -> member(not_subclass_element(u,complement(union(apply(null_class,v),w))),union(sum_class(range_of(null_class)),w))* subclass(u,complement(union(sum_class(range_of(null_class)),w))).
% 299.74/300.47 104335[0:Rew:102293.0,102410.0] || -> member(not_subclass_element(u,complement(union(v,symmetric_difference(w,x)))),union(v,symmetric_difference(x,w)))* subclass(u,complement(union(v,symmetric_difference(x,w)))).
% 299.74/300.47 104336[4:Rew:102293.0,102420.0] || -> member(not_subclass_element(u,complement(union(v,sum_class(range_of(null_class))))),union(v,apply(null_class,w)))* subclass(u,complement(union(v,apply(null_class,w)))).
% 299.74/300.47 104337[4:Rew:102293.0,102423.1] || -> member(not_subclass_element(u,complement(union(v,apply(null_class,w)))),union(v,sum_class(range_of(null_class))))* subclass(u,complement(union(v,sum_class(range_of(null_class))))).
% 299.74/300.47 104338[4:Rew:102293.0,102431.1] || member(regular(complement(union(sum_class(range_of(null_class)),u))),union(apply(null_class,v),u))* -> equal(complement(union(apply(null_class,v),u)),null_class).
% 299.74/300.47 104339[0:Rew:102293.0,102470.1] || member(regular(complement(union(u,symmetric_difference(v,w)))),union(u,symmetric_difference(w,v)))* -> equal(complement(union(u,symmetric_difference(w,v))),null_class).
% 299.74/300.47 104340[4:Rew:102293.0,102479.0] || member(regular(complement(union(u,apply(null_class,v)))),union(u,apply(null_class,w)))* -> equal(complement(union(u,apply(null_class,w))),null_class).
% 299.74/300.47 104341[4:Rew:102293.0,102483.1] || member(regular(complement(union(u,apply(null_class,v)))),union(u,sum_class(range_of(null_class))))* -> equal(complement(union(u,sum_class(range_of(null_class)))),null_class).
% 299.74/300.47 104342[4:Rew:102293.0,102484.0] || member(regular(complement(union(u,sum_class(range_of(null_class))))),union(u,apply(null_class,v)))* -> equal(complement(union(u,apply(null_class,v))),null_class).
% 299.74/300.47 104351[0:Rew:102293.0,102814.0] || subclass(union(u,complement(union(v,w))),intersection(complement(u),union(v,w)))* -> equal(union(u,complement(union(v,w))),null_class).
% 299.74/300.47 104352[2:Rew:102293.0,102891.1] || -> member(union(u,complement(union(v,w))),intersection(complement(u),union(v,w)))* equal(singleton(union(u,complement(union(v,w)))),null_class).
% 299.74/300.47 104353[0:Rew:102293.0,103153.0] || subclass(union(complement(union(u,v)),w),intersection(union(u,v),complement(w)))* -> equal(union(complement(union(u,v)),w),null_class).
% 299.74/300.47 104354[2:Rew:102293.0,103228.1] || -> member(union(complement(union(u,v)),w),intersection(union(u,v),complement(w)))* equal(singleton(union(complement(union(u,v)),w)),null_class).
% 299.74/300.47 104649[4:Rew:48542.0,102200.1,28759.0,102200.1,48542.0,102200.1,28759.0,102200.1,48542.0,102200.0,28759.0,102200.0,48542.0,102200.0,28759.0,102200.0] || member(not_subclass_element(intersection(power_class(u),power_class(v)),w),complement(intersection(power_class(u),power_class(v))))* -> subclass(intersection(power_class(u),power_class(v)),w).
% 299.74/300.47 106495[4:Res:104084.0,7881.0] || subclass(union(u,v),w) -> subclass(regular(complement(union(u,v))),x) member(not_subclass_element(regular(complement(union(u,v))),x),w)*.
% 299.74/300.47 107338[4:Res:106506.0,7887.0] || -> subclass(regular(union(null_class,complement(restrict(u,v,w)))),x) member(not_subclass_element(regular(union(null_class,complement(restrict(u,v,w)))),x),u)*.
% 299.74/300.47 107592[0:SpR:103871.0,569.0] || -> equal(intersection(union(u,image(element_relation,successor(v))),union(complement(u),power_class(complement(successor(v))))),symmetric_difference(complement(u),power_class(complement(successor(v)))))**.
% 299.74/300.47 107548[0:SpR:103871.0,569.0] || -> equal(intersection(union(image(element_relation,successor(u)),v),union(power_class(complement(successor(u))),complement(v))),symmetric_difference(power_class(complement(successor(u))),complement(v)))**.
% 299.74/300.47 107703[0:Rew:103871.0,107639.1] || member(not_subclass_element(intersection(u,power_class(complement(successor(v)))),w),image(element_relation,successor(v)))* -> subclass(intersection(u,power_class(complement(successor(v)))),w).
% 299.74/300.47 107704[0:Rew:103871.0,107621.1] || member(not_subclass_element(intersection(power_class(complement(successor(u))),v),w),image(element_relation,successor(u)))* -> subclass(intersection(power_class(complement(successor(u))),v),w).
% 299.74/300.47 108372[0:SpL:103948.0,48188.0] || member(u,symmetric_difference(power_class(v),union(w,complement(successor(x))))) -> member(u,union(complement(power_class(v)),intersection(complement(w),successor(x))))*.
% 299.74/300.47 108448[0:Rew:80566.0,108370.0] || member(u,symmetric_difference(union(v,complement(successor(w))),union(complement(v),successor(w))))* -> member(u,complement(symmetric_difference(complement(v),successor(w)))).
% 299.74/300.47 108364[0:SpL:103948.0,47999.0] || member(u,symmetric_difference(union(v,complement(successor(w))),power_class(x))) -> member(u,union(intersection(complement(v),successor(w)),complement(power_class(x))))*.
% 299.74/300.47 108363[0:SpL:103948.0,9516.0] || equal(u,union(v,complement(successor(w))))* member(x,universal_class) -> member(x,intersection(complement(v),successor(w)))* member(x,u)*.
% 299.74/300.47 108356[0:SpL:103948.0,421.1] || member(u,universal_class) subclass(union(v,complement(successor(w))),x)* -> member(u,intersection(complement(v),successor(w)))* member(u,x)*.
% 299.74/300.47 108534[4:Res:106492.0,7881.0] || subclass(union(u,null_class),v) -> subclass(regular(union(null_class,complement(u))),w) member(not_subclass_element(regular(union(null_class,complement(u))),w),v)*.
% 299.74/300.47 108667[4:Res:106493.0,7881.0] || subclass(union(null_class,u),v) -> subclass(regular(union(null_class,complement(u))),w) member(not_subclass_element(regular(union(null_class,complement(u))),w),v)*.
% 299.74/300.47 109141[4:Rew:109090.0,109140.0] || -> equal(union(symmetric_difference(u,v),intersection(intersection(u,v),complement(union(u,v)))),complement(symmetric_difference(intersection(u,v),complement(union(u,v)))))**.
% 299.74/300.47 109355[4:Res:106491.0,7881.0] || subclass(union(u,u),v)* -> subclass(regular(union(null_class,complement(u))),w) member(not_subclass_element(regular(union(null_class,complement(u))),w),v)*.
% 299.74/300.47 109463[9:Res:107477.1,10201.0] function(compose(element_relation,universal_class)) || member(not_subclass_element(regular(successor(compose(element_relation,universal_class))),u),element_relation)* -> subclass(regular(successor(compose(element_relation,universal_class))),u).
% 299.74/300.47 109915[0:SpR:106411.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(v),complement(union(w,x))))* member(u,union(complement(power_class(v)),union(x,w))).
% 299.74/300.47 109913[0:SpR:106411.0,47997.1] || member(u,universal_class) -> member(u,intersection(complement(union(v,w)),power_class(x)))* member(u,union(union(w,v),complement(power_class(x)))).
% 299.74/300.47 110431[4:Res:109034.0,7881.0] || subclass(symmetric_difference(u,v),w) -> subclass(regular(complement(symmetric_difference(v,u))),x) member(not_subclass_element(regular(complement(symmetric_difference(v,u))),x),w)*.
% 299.74/300.47 110562[4:Res:109837.0,7881.0] || subclass(union(u,v),w) -> subclass(regular(complement(union(v,u))),x) member(not_subclass_element(regular(complement(union(v,u))),x),w)*.
% 299.74/300.47 111138[4:Res:110385.0,7881.0] || subclass(symmetric_difference(u,v),w) -> subclass(regular(complement(symmetric_difference(u,v))),x) member(not_subclass_element(regular(complement(symmetric_difference(u,v))),x),w)*.
% 299.74/300.47 111264[0:Res:73202.0,7881.0] || subclass(intersection(u,v),w) -> subclass(intersection(intersection(x,u),v),y) member(not_subclass_element(intersection(intersection(x,u),v),y),w)*.
% 299.74/300.47 111707[0:Res:73203.0,7881.0] || subclass(intersection(u,v),w) -> subclass(intersection(intersection(u,x),v),y) member(not_subclass_element(intersection(intersection(u,x),v),y),w)*.
% 299.74/300.47 112908[0:Res:431.1,102295.0] || subclass(ordered_pair(u,v),symmetric_difference(complement(w),union(x,y))) -> member(unordered_pair(u,singleton(v)),union(w,complement(union(x,y))))*.
% 299.74/300.47 112884[0:Res:407.2,102295.0] || member(u,universal_class) subclass(universal_class,symmetric_difference(complement(v),union(w,x))) -> member(power_class(u),union(v,complement(union(w,x))))*.
% 299.74/300.47 112883[0:Res:408.2,102295.0] || member(u,universal_class) subclass(universal_class,symmetric_difference(complement(v),union(w,x))) -> member(sum_class(u),union(v,complement(union(w,x))))*.
% 299.74/300.47 112880[0:Res:417.2,102295.0] || subclass(u,symmetric_difference(complement(v),union(w,x))) -> subclass(u,y) member(not_subclass_element(u,y),union(v,complement(union(w,x))))*.
% 299.74/300.47 112816[0:SpL:103871.0,102295.0] || member(u,symmetric_difference(power_class(complement(successor(v))),union(w,x))) -> member(u,union(image(element_relation,successor(v)),complement(union(w,x))))*.
% 299.74/300.47 112814[0:SpL:47972.0,102295.0] || member(u,symmetric_difference(power_class(complement(power_class(v))),union(w,x))) -> member(u,union(image(element_relation,power_class(v)),complement(union(w,x))))*.
% 299.74/300.47 113339[0:Res:431.1,102309.0] || subclass(ordered_pair(u,v),symmetric_difference(union(w,x),complement(y))) -> member(unordered_pair(u,singleton(v)),union(complement(union(w,x)),y))*.
% 299.74/300.47 113315[0:Res:407.2,102309.0] || member(u,universal_class) subclass(universal_class,symmetric_difference(union(v,w),complement(x))) -> member(power_class(u),union(complement(union(v,w)),x))*.
% 299.74/300.47 113314[0:Res:408.2,102309.0] || member(u,universal_class) subclass(universal_class,symmetric_difference(union(v,w),complement(x))) -> member(sum_class(u),union(complement(union(v,w)),x))*.
% 299.74/300.47 113311[0:Res:417.2,102309.0] || subclass(u,symmetric_difference(union(v,w),complement(x))) -> subclass(u,y) member(not_subclass_element(u,y),union(complement(union(v,w)),x))*.
% 299.74/300.47 113209[0:SpL:103871.0,102309.0] || member(u,symmetric_difference(union(v,w),power_class(complement(successor(x))))) -> member(u,union(complement(union(v,w)),image(element_relation,successor(x))))*.
% 299.74/300.47 113207[0:SpL:47972.0,102309.0] || member(u,symmetric_difference(union(v,w),power_class(complement(power_class(x))))) -> member(u,union(complement(union(v,w)),image(element_relation,power_class(x))))*.
% 299.74/300.47 113493[0:Res:102303.1,4.0] || member(u,universal_class) subclass(image(element_relation,union(v,w)),x)* -> member(u,power_class(complement(union(v,w))))* member(u,x)*.
% 299.74/300.47 114194[0:Res:13341.2,102294.0] || subclass(universal_class,intersection(complement(u),union(v,w))) member(regular(x),union(u,complement(union(v,w))))* -> equal(x,null_class).
% 299.74/300.47 114130[4:SpL:75150.0,102294.0] || member(u,intersection(complement(apply(null_class,v)),union(w,x)))* member(u,union(apply(null_class,y),complement(union(w,x))))* -> .
% 299.74/300.47 114129[4:SpL:75151.0,102294.0] || member(u,intersection(complement(sum_class(range_of(null_class))),union(v,w)))* member(u,union(apply(null_class,x),complement(union(v,w))))* -> .
% 299.74/300.47 114127[0:SpL:106411.0,102294.0] || member(u,intersection(complement(union(v,w)),union(x,y)))* member(u,union(union(w,v),complement(union(x,y)))) -> .
% 299.74/300.47 114126[4:SpL:29733.0,102294.0] || member(u,intersection(union(null_class,complement(v)),union(w,x)))* member(u,union(union(null_class,v),complement(union(w,x)))) -> .
% 299.74/300.47 114125[4:SpL:74143.0,102294.0] || member(u,intersection(union(null_class,complement(v)),union(w,x)))* member(u,union(union(v,null_class),complement(union(w,x)))) -> .
% 299.74/300.47 114124[4:SpL:36664.0,102294.0] || member(u,intersection(union(null_class,complement(v)),union(w,x)))* member(u,union(union(v,v),complement(union(w,x))))* -> .
% 299.74/300.47 114122[4:SpL:75151.0,102294.0] || member(u,intersection(complement(apply(null_class,v)),union(w,x)))* member(u,union(sum_class(range_of(null_class)),complement(union(w,x)))) -> .
% 299.74/300.47 114120[0:SpL:80128.0,102294.0] || member(u,intersection(complement(symmetric_difference(v,w)),union(x,y)))* member(u,union(symmetric_difference(w,v),complement(union(x,y)))) -> .
% 299.74/300.47 114667[4:Res:111679.0,7881.0] || subclass(intersection(u,v),w) -> subclass(intersection(union(null_class,u),v),x) member(not_subclass_element(intersection(union(null_class,u),v),x),w)*.
% 299.74/300.47 114811[4:Res:111680.0,7881.0] || subclass(intersection(u,v),w) -> subclass(intersection(union(u,null_class),v),x) member(not_subclass_element(intersection(union(u,null_class),v),x),w)*.
% 299.74/300.47 114973[4:Res:114571.0,7881.0] || subclass(intersection(u,v),w) -> subclass(intersection(union(null_class,v),u),x) member(not_subclass_element(intersection(union(null_class,v),u),x),w)*.
% 299.74/300.47 115166[0:Res:13341.2,102308.0] || subclass(universal_class,intersection(union(u,v),complement(w))) member(regular(x),union(complement(union(u,v)),w))* -> equal(x,null_class).
% 299.74/300.47 115255[4:Rew:103478.0,115062.1] || member(u,intersection(union(v,w),complement(apply(null_class,x))))* member(u,union(sum_class(range_of(null_class)),complement(union(v,w)))) -> .
% 299.74/300.47 115059[0:SpL:106411.0,102308.0] || member(u,intersection(union(v,w),complement(union(x,y))))* member(u,union(complement(union(v,w)),union(y,x))) -> .
% 299.74/300.47 115058[4:SpL:29733.0,102308.0] || member(u,intersection(union(v,w),union(null_class,complement(x))))* member(u,union(complement(union(v,w)),union(null_class,x))) -> .
% 299.74/300.47 115057[4:SpL:74143.0,102308.0] || member(u,intersection(union(v,w),union(null_class,complement(x))))* member(u,union(complement(union(v,w)),union(x,null_class))) -> .
% 299.74/300.47 115056[4:SpL:36664.0,102308.0] || member(u,intersection(union(v,w),union(null_class,complement(x))))* member(u,union(complement(union(v,w)),union(x,x)))* -> .
% 299.74/300.47 115052[0:SpL:80128.0,102308.0] || member(u,intersection(union(v,w),complement(symmetric_difference(x,y))))* member(u,union(complement(union(v,w)),symmetric_difference(y,x))) -> .
% 299.74/300.47 116617[0:SpR:102469.0,611.1] || equal(symmetric_difference(restrict(u,v,w),complement(union(cross_product(v,w),u))),universal_class)** -> member(x__dfg,complement(symmetric_difference(cross_product(v,w),u))).
% 299.74/300.47 116616[0:SpR:102469.0,585.1] || equal(symmetric_difference(restrict(u,v,w),complement(union(cross_product(v,w),u))),universal_class)** -> member(omega,complement(symmetric_difference(cross_product(v,w),u))).
% 299.74/300.47 116612[0:SpR:102469.0,1160.1] || equal(symmetric_difference(restrict(u,v,w),complement(union(cross_product(v,w),u))),universal_class)** -> member(null_class,complement(symmetric_difference(cross_product(v,w),u))).
% 299.74/300.47 116911[4:Res:114646.0,7881.0] || subclass(intersection(u,v),w) -> subclass(intersection(v,union(null_class,u)),x) member(not_subclass_element(intersection(v,union(null_class,u)),x),w)*.
% 299.74/300.47 117261[4:Res:114727.0,7881.0] || subclass(intersection(u,v),w) -> subclass(intersection(union(v,null_class),u),x) member(not_subclass_element(intersection(union(v,null_class),u),x),w)*.
% 299.74/300.47 117409[4:Res:114791.0,7881.0] || subclass(intersection(u,v),w) -> subclass(intersection(v,union(u,null_class)),x) member(not_subclass_element(intersection(v,union(u,null_class)),x),w)*.
% 299.74/300.47 117479[0:SpR:102489.0,611.1] || equal(symmetric_difference(restrict(u,v,w),complement(union(u,cross_product(v,w)))),universal_class)** -> member(x__dfg,complement(symmetric_difference(u,cross_product(v,w)))).
% 299.74/300.47 117478[0:SpR:102489.0,585.1] || equal(symmetric_difference(restrict(u,v,w),complement(union(u,cross_product(v,w)))),universal_class)** -> member(omega,complement(symmetric_difference(u,cross_product(v,w)))).
% 299.74/300.47 117474[0:SpR:102489.0,1160.1] || equal(symmetric_difference(restrict(u,v,w),complement(union(u,cross_product(v,w)))),universal_class)** -> member(null_class,complement(symmetric_difference(u,cross_product(v,w)))).
% 299.74/300.47 117759[4:Res:114952.0,7881.0] || subclass(intersection(u,v),w) -> subclass(intersection(u,union(null_class,v)),x) member(not_subclass_element(intersection(u,union(null_class,v)),x),w)*.
% 299.74/300.47 118631[4:Res:117240.0,7881.0] || subclass(intersection(u,v),w) -> subclass(intersection(u,union(v,null_class)),x) member(not_subclass_element(intersection(u,union(v,null_class)),x),w)*.
% 299.74/300.47 118860[0:SpL:102945.0,1075.1] inductive(intersection(power_class(u),power_class(complement(union(v,w))))) || equal(union(complement(power_class(u)),image(element_relation,union(v,w))),universal_class)** -> .
% 299.74/300.47 118857[4:SpL:102945.0,62126.0] || equal(union(complement(power_class(u)),image(element_relation,union(v,w))),universal_class)** -> equal(intersection(power_class(u),power_class(complement(union(v,w)))),null_class).
% 299.74/300.47 118851[4:SpL:102945.0,61328.0] || equal(union(complement(power_class(u)),image(element_relation,union(v,w))),null_class)** -> equal(intersection(power_class(u),power_class(complement(union(v,w)))),universal_class).
% 299.74/300.47 118823[0:SpR:25086.1,102945.0] || equal(union(u,v),universal_class) -> equal(union(complement(power_class(w)),image(element_relation,union(u,v))),complement(intersection(power_class(w),power_class(null_class))))**.
% 299.74/300.47 118822[4:SpR:47746.1,102945.0] || equal(union(u,v),null_class) -> equal(union(complement(power_class(w)),image(element_relation,union(u,v))),complement(intersection(power_class(w),power_class(universal_class))))**.
% 299.74/300.47 118760[0:SpR:102945.0,13856.1] || -> member(u,intersection(power_class(v),power_class(complement(union(w,x))))) subclass(singleton(u),union(complement(power_class(v)),image(element_relation,union(w,x))))*.
% 299.74/300.47 118952[4:Rew:80005.0,118745.0] || -> subclass(complement(successor(union(null_class,intersection(power_class(u),power_class(complement(union(v,w))))))),union(complement(power_class(u)),image(element_relation,union(v,w))))*.
% 299.74/300.47 118953[4:Rew:80005.0,118742.0] || -> equal(symmetric_difference(union(complement(power_class(u)),image(element_relation,union(v,w))),union(null_class,intersection(power_class(u),power_class(complement(union(v,w)))))),universal_class)**.
% 299.74/300.47 118957[4:Rew:80005.0,118740.0] || -> equal(intersection(union(complement(power_class(u)),image(element_relation,union(v,w))),union(null_class,intersection(power_class(u),power_class(complement(union(v,w)))))),null_class)**.
% 299.74/300.47 118958[4:Rew:80005.0,118735.0] || -> subclass(complement(successor(union(complement(power_class(u)),image(element_relation,union(v,w))))),union(null_class,intersection(power_class(u),power_class(complement(union(v,w))))))*.
% 299.74/300.47 118730[0:SpR:102945.0,43164.0] || -> equal(intersection(union(complement(power_class(u)),image(element_relation,union(v,w))),intersection(x,intersection(power_class(u),power_class(complement(union(v,w)))))),null_class)**.
% 299.74/300.47 118729[0:SpR:102945.0,42566.0] || -> equal(intersection(union(complement(power_class(u)),image(element_relation,union(v,w))),intersection(intersection(power_class(u),power_class(complement(union(v,w)))),x)),null_class)**.
% 299.74/300.47 118696[4:SpR:102945.0,47746.1] || equal(intersection(power_class(u),power_class(complement(union(v,w)))),null_class) -> equal(union(complement(power_class(u)),image(element_relation,union(v,w))),universal_class)**.
% 299.74/300.47 120518[0:Res:73512.0,7881.0] || subclass(intersection(u,v),w) -> subclass(intersection(v,intersection(u,x)),y) member(not_subclass_element(intersection(v,intersection(u,x)),y),w)*.
% 299.74/300.47 120690[0:Res:73515.0,7881.0] || subclass(intersection(u,v),w) -> subclass(intersection(v,intersection(x,u)),y) member(not_subclass_element(intersection(v,intersection(x,u)),y),w)*.
% 299.74/300.47 120971[0:SpL:90326.0,885.1] || member(u,union(v,intersection(v,w))) member(u,complement(intersection(v,w))) -> member(u,symmetric_difference(v,intersection(v,w)))*.
% 299.74/300.47 120923[0:SpR:77631.0,90326.0] || -> equal(intersection(complement(symmetric_difference(u,v)),symmetric_difference(union(u,v),complement(intersection(u,v)))),symmetric_difference(union(u,v),complement(intersection(u,v))))**.
% 299.74/300.47 121480[0:SpL:90468.0,885.1] || member(u,union(v,intersection(w,v))) member(u,complement(intersection(w,v))) -> member(u,symmetric_difference(v,intersection(w,v)))*.
% 299.74/300.47 121883[0:Res:91863.0,7881.0] || subclass(union(u,v),w) -> subclass(intersection(x,symmetric_difference(v,u)),y) member(not_subclass_element(intersection(x,symmetric_difference(v,u)),y),w)*.
% 299.74/300.47 121987[4:Res:92199.1,391.1] inductive(union(u,u)) || subclass(u,image(successor_relation,union(u,u)))* -> equal(image(successor_relation,union(u,u)),union(u,u)).
% 299.74/300.47 122121[0:Res:92692.0,7881.0] || subclass(union(u,v),w) -> subclass(intersection(symmetric_difference(v,u),x),y) member(not_subclass_element(intersection(symmetric_difference(v,u),x),y),w)*.
% 299.74/300.47 122512[0:SpL:92837.1,48030.0] || subclass(complement(u),power_class(complement(power_class(v)))) member(w,complement(u)) member(w,union(u,image(element_relation,power_class(v))))* -> .
% 299.74/300.47 122419[0:SpR:92837.1,48838.0] || subclass(power_class(complement(power_class(u))),power_class(v)) -> equal(union(image(element_relation,power_class(u)),complement(power_class(v))),complement(power_class(complement(power_class(u)))))**.
% 299.74/300.47 122418[0:SpR:92837.1,102945.0] || subclass(power_class(u),power_class(complement(union(v,w)))) -> equal(union(complement(power_class(u)),image(element_relation,union(v,w))),complement(power_class(u)))**.
% 299.74/300.47 122383[0:SpR:92837.1,48870.0] || subclass(power_class(u),union(v,complement(power_class(w)))) -> equal(union(complement(power_class(u)),intersection(complement(v),power_class(w))),complement(power_class(u)))**.
% 299.74/300.47 122362[0:SpR:92837.1,48874.0] || subclass(power_class(u),union(complement(power_class(v)),w)) -> equal(union(complement(power_class(u)),intersection(power_class(v),complement(w))),complement(power_class(u)))**.
% 299.74/300.47 122600[0:Rew:80005.0,122193.1,80566.0,122193.1] || subclass(u,v) -> equal(intersection(complement(symmetric_difference(u,v)),union(complement(u),union(u,v))),symmetric_difference(complement(u),union(u,v)))**.
% 299.74/300.47 122849[0:SpL:102302.0,122349.0] || subclass(intersection(complement(u),union(v,w)),union(u,complement(union(v,w))))* -> equal(intersection(complement(u),union(v,w)),null_class).
% 299.74/300.47 122841[0:SpL:102312.0,122349.0] || subclass(intersection(union(u,v),complement(w)),union(complement(union(u,v)),w))* -> equal(intersection(union(u,v),complement(w)),null_class).
% 299.74/300.47 123186[0:SpL:103074.0,1075.1] inductive(intersection(power_class(complement(power_class(u))),union(v,w))) || equal(union(image(element_relation,power_class(u)),complement(union(v,w))),universal_class)** -> .
% 299.74/300.47 123183[4:SpL:103074.0,62126.0] || equal(union(image(element_relation,power_class(u)),complement(union(v,w))),universal_class)** -> equal(intersection(power_class(complement(power_class(u))),union(v,w)),null_class).
% 299.74/300.47 123177[4:SpL:103074.0,61328.0] || equal(union(image(element_relation,power_class(u)),complement(union(v,w))),null_class)** -> equal(intersection(power_class(complement(power_class(u))),union(v,w)),universal_class).
% 299.74/300.47 123085[0:SpR:103074.0,13856.1] || -> member(u,intersection(power_class(complement(power_class(v))),union(w,x))) subclass(singleton(u),union(image(element_relation,power_class(v)),complement(union(w,x))))*.
% 299.74/300.47 123274[4:Rew:80005.0,123070.0] || -> subclass(complement(successor(union(null_class,intersection(power_class(complement(power_class(u))),union(v,w))))),union(image(element_relation,power_class(u)),complement(union(v,w))))*.
% 299.74/300.47 123275[4:Rew:80005.0,123067.0] || -> equal(symmetric_difference(union(image(element_relation,power_class(u)),complement(union(v,w))),union(null_class,intersection(power_class(complement(power_class(u))),union(v,w)))),universal_class)**.
% 299.74/300.47 123279[4:Rew:80005.0,123065.0] || -> equal(intersection(union(image(element_relation,power_class(u)),complement(union(v,w))),union(null_class,intersection(power_class(complement(power_class(u))),union(v,w)))),null_class)**.
% 299.74/300.47 123280[4:Rew:80005.0,123060.0] || -> subclass(complement(successor(union(image(element_relation,power_class(u)),complement(union(v,w))))),union(null_class,intersection(power_class(complement(power_class(u))),union(v,w))))*.
% 299.74/300.47 123055[0:SpR:103074.0,43164.0] || -> equal(intersection(union(image(element_relation,power_class(u)),complement(union(v,w))),intersection(x,intersection(power_class(complement(power_class(u))),union(v,w)))),null_class)**.
% 299.74/300.47 123054[0:SpR:103074.0,42566.0] || -> equal(intersection(union(image(element_relation,power_class(u)),complement(union(v,w))),intersection(intersection(power_class(complement(power_class(u))),union(v,w)),x)),null_class)**.
% 299.74/300.47 123021[4:SpR:103074.0,47746.1] || equal(intersection(power_class(complement(power_class(u))),union(v,w)),null_class) -> equal(union(image(element_relation,power_class(u)),complement(union(v,w))),universal_class)**.
% 299.74/300.47 123298[0:Rew:49204.0,123097.0] || -> equal(union(image(element_relation,power_class(u)),complement(union(complement(power_class(v)),w))),union(image(element_relation,power_class(u)),intersection(power_class(v),complement(w))))**.
% 299.74/300.47 123299[0:Rew:49204.0,123096.0] || -> equal(union(image(element_relation,power_class(u)),complement(union(v,complement(power_class(w))))),union(image(element_relation,power_class(u)),intersection(complement(v),power_class(w))))**.
% 299.74/300.47 123732[0:SpL:103320.0,1075.1] inductive(intersection(power_class(complement(union(u,v))),power_class(w))) || equal(union(image(element_relation,union(u,v)),complement(power_class(w))),universal_class)** -> .
% 299.74/300.47 123729[4:SpL:103320.0,62126.0] || equal(union(image(element_relation,union(u,v)),complement(power_class(w))),universal_class)** -> equal(intersection(power_class(complement(union(u,v))),power_class(w)),null_class).
% 299.74/300.47 123723[4:SpL:103320.0,61328.0] || equal(union(image(element_relation,union(u,v)),complement(power_class(w))),null_class)** -> equal(intersection(power_class(complement(union(u,v))),power_class(w)),universal_class).
% 299.74/300.47 123716[0:SpR:71286.1,103320.0] || subclass(power_class(u),power_class(complement(union(v,w)))) -> equal(union(image(element_relation,union(v,w)),complement(power_class(u))),complement(power_class(u)))**.
% 299.74/300.47 123702[0:SpR:25086.1,103320.0] || equal(union(u,v),universal_class) -> equal(union(image(element_relation,union(u,v)),complement(power_class(w))),complement(intersection(power_class(null_class),power_class(w))))**.
% 299.74/300.47 123701[4:SpR:47746.1,103320.0] || equal(union(u,v),null_class) -> equal(union(image(element_relation,union(u,v)),complement(power_class(w))),complement(intersection(power_class(universal_class),power_class(w))))**.
% 299.74/300.47 123629[0:SpR:103320.0,13856.1] || -> member(u,intersection(power_class(complement(union(v,w))),power_class(x))) subclass(singleton(u),union(image(element_relation,union(v,w)),complement(power_class(x))))*.
% 299.74/300.47 123825[4:Rew:80005.0,123614.0] || -> subclass(complement(successor(union(null_class,intersection(power_class(complement(union(u,v))),power_class(w))))),union(image(element_relation,union(u,v)),complement(power_class(w))))*.
% 299.74/300.47 123826[4:Rew:80005.0,123611.0] || -> equal(symmetric_difference(union(image(element_relation,union(u,v)),complement(power_class(w))),union(null_class,intersection(power_class(complement(union(u,v))),power_class(w)))),universal_class)**.
% 299.74/300.47 123830[4:Rew:80005.0,123609.0] || -> equal(intersection(union(image(element_relation,union(u,v)),complement(power_class(w))),union(null_class,intersection(power_class(complement(union(u,v))),power_class(w)))),null_class)**.
% 299.74/300.47 123831[4:Rew:80005.0,123604.0] || -> subclass(complement(successor(union(image(element_relation,union(u,v)),complement(power_class(w))))),union(null_class,intersection(power_class(complement(union(u,v))),power_class(w))))*.
% 299.74/300.47 123599[0:SpR:103320.0,43164.0] || -> equal(intersection(union(image(element_relation,union(u,v)),complement(power_class(w))),intersection(x,intersection(power_class(complement(union(u,v))),power_class(w)))),null_class)**.
% 299.74/300.47 123598[0:SpR:103320.0,42566.0] || -> equal(intersection(union(image(element_relation,union(u,v)),complement(power_class(w))),intersection(intersection(power_class(complement(union(u,v))),power_class(w)),x)),null_class)**.
% 299.74/300.47 123565[4:SpR:103320.0,47746.1] || equal(intersection(power_class(complement(union(u,v))),power_class(w)),null_class) -> equal(union(image(element_relation,union(u,v)),complement(power_class(w))),universal_class)**.
% 299.74/300.47 123998[4:Res:123487.0,7884.0] || -> subclass(complement(successor(complement(intersection(intersection(u,v),w)))),x) member(not_subclass_element(complement(successor(complement(intersection(intersection(u,v),w)))),x),u)*.
% 299.74/300.47 123997[4:Res:123487.0,7885.0] || -> subclass(complement(successor(complement(intersection(intersection(u,v),w)))),x) member(not_subclass_element(complement(successor(complement(intersection(intersection(u,v),w)))),x),v)*.
% 299.74/300.47 123976[4:Res:123487.0,7881.0] || subclass(u,v) -> subclass(complement(successor(complement(intersection(u,w)))),x) member(not_subclass_element(complement(successor(complement(intersection(u,w)))),x),v)*.
% 299.74/300.47 124158[4:Res:123906.0,7884.0] || -> subclass(complement(successor(complement(intersection(u,intersection(v,w))))),x) member(not_subclass_element(complement(successor(complement(intersection(u,intersection(v,w))))),x),v)*.
% 299.74/300.47 124157[4:Res:123906.0,7885.0] || -> subclass(complement(successor(complement(intersection(u,intersection(v,w))))),x) member(not_subclass_element(complement(successor(complement(intersection(u,intersection(v,w))))),x),w)*.
% 299.74/300.47 124136[4:Res:123906.0,7881.0] || subclass(u,v) -> subclass(complement(successor(complement(intersection(w,u)))),x) member(not_subclass_element(complement(successor(complement(intersection(w,u)))),x),v)*.
% 299.74/300.47 124321[4:Res:123484.0,7880.0] || -> subclass(regular(union(null_class,complement(intersection(singleton(u),v)))),w) equal(not_subclass_element(regular(union(null_class,complement(intersection(singleton(u),v)))),w),u)**.
% 299.74/300.47 124310[4:Res:123484.0,3480.0] || member(regular(regular(union(null_class,complement(intersection(complement(u),v))))),u)* -> equal(regular(union(null_class,complement(intersection(complement(u),v)))),null_class).
% 299.74/300.47 124501[4:Res:124223.0,7880.0] || -> subclass(regular(union(null_class,complement(intersection(u,singleton(v))))),w) equal(not_subclass_element(regular(union(null_class,complement(intersection(u,singleton(v))))),w),v)**.
% 299.74/300.47 124490[4:Res:124223.0,3480.0] || member(regular(regular(union(null_class,complement(intersection(u,complement(v)))))),v)* -> equal(regular(union(null_class,complement(intersection(u,complement(v))))),null_class).
% 299.74/300.47 124747[0:SpL:103450.0,1075.1] inductive(intersection(union(u,v),power_class(complement(power_class(w))))) || equal(union(complement(union(u,v)),image(element_relation,power_class(w))),universal_class)** -> .
% 299.74/300.47 124744[4:SpL:103450.0,62126.0] || equal(union(complement(union(u,v)),image(element_relation,power_class(w))),universal_class)** -> equal(intersection(union(u,v),power_class(complement(power_class(w)))),null_class).
% 299.74/300.47 124738[4:SpL:103450.0,61328.0] || equal(union(complement(union(u,v)),image(element_relation,power_class(w))),null_class)** -> equal(intersection(union(u,v),power_class(complement(power_class(w)))),universal_class).
% 299.74/300.47 124646[0:SpR:103450.0,13856.1] || -> member(u,intersection(union(v,w),power_class(complement(power_class(x))))) subclass(singleton(u),union(complement(union(v,w)),image(element_relation,power_class(x))))*.
% 299.74/300.47 124839[4:Rew:80005.0,124631.0] || -> subclass(complement(successor(union(null_class,intersection(union(u,v),power_class(complement(power_class(w))))))),union(complement(union(u,v)),image(element_relation,power_class(w))))*.
% 299.74/300.47 124840[4:Rew:80005.0,124628.0] || -> equal(symmetric_difference(union(complement(union(u,v)),image(element_relation,power_class(w))),union(null_class,intersection(union(u,v),power_class(complement(power_class(w)))))),universal_class)**.
% 299.74/300.47 124844[4:Rew:80005.0,124626.0] || -> equal(intersection(union(complement(union(u,v)),image(element_relation,power_class(w))),union(null_class,intersection(union(u,v),power_class(complement(power_class(w)))))),null_class)**.
% 299.74/300.47 124845[4:Rew:80005.0,124621.0] || -> subclass(complement(successor(union(complement(union(u,v)),image(element_relation,power_class(w))))),union(null_class,intersection(union(u,v),power_class(complement(power_class(w))))))*.
% 299.74/300.47 124616[0:SpR:103450.0,43164.0] || -> equal(intersection(union(complement(union(u,v)),image(element_relation,power_class(w))),intersection(x,intersection(union(u,v),power_class(complement(power_class(w)))))),null_class)**.
% 299.74/300.47 124615[0:SpR:103450.0,42566.0] || -> equal(intersection(union(complement(union(u,v)),image(element_relation,power_class(w))),intersection(intersection(union(u,v),power_class(complement(power_class(w)))),x)),null_class)**.
% 299.74/300.47 124582[4:SpR:103450.0,47746.1] || equal(intersection(union(u,v),power_class(complement(power_class(w)))),null_class) -> equal(union(complement(union(u,v)),image(element_relation,power_class(w))),universal_class)**.
% 299.74/300.47 124864[0:Rew:49205.0,124662.0] || -> equal(union(complement(union(complement(power_class(u)),v)),image(element_relation,power_class(w))),union(intersection(power_class(u),complement(v)),image(element_relation,power_class(w))))**.
% 299.74/300.47 124865[0:Rew:49205.0,124661.0] || -> equal(union(complement(union(u,complement(power_class(v)))),image(element_relation,power_class(w))),union(intersection(complement(u),power_class(v)),image(element_relation,power_class(w))))**.
% 299.74/300.47 124990[4:Res:124374.0,10202.0] || member(regular(regular(union(compose(element_relation,universal_class),complement(power_class(u))))),element_relation)* -> equal(regular(union(compose(element_relation,universal_class),complement(power_class(u)))),null_class).
% 299.74/300.47 124982[4:Res:124374.0,3479.0] || subclass(complement(u),v) -> equal(regular(union(u,complement(power_class(w)))),null_class) member(regular(regular(union(u,complement(power_class(w))))),v)*.
% 299.74/300.47 125076[4:Res:124375.0,10202.0] || member(regular(regular(union(compose(element_relation,universal_class),complement(successor(u))))),element_relation)* -> equal(regular(union(compose(element_relation,universal_class),complement(successor(u)))),null_class).
% 299.74/300.47 125068[4:Res:124375.0,3479.0] || subclass(complement(u),v) -> equal(regular(union(u,complement(successor(w)))),null_class) member(regular(regular(union(u,complement(successor(w))))),v)*.
% 299.74/300.47 125144[4:Res:124376.0,3479.0] || subclass(power_class(u),v) -> equal(regular(union(complement(power_class(u)),w)),null_class) member(regular(regular(union(complement(power_class(u)),w))),v)*.
% 299.74/300.47 125255[4:Res:124549.0,3479.0] || subclass(power_class(u),v) -> equal(regular(union(w,complement(power_class(u)))),null_class) member(regular(regular(union(w,complement(power_class(u))))),v)*.
% 299.74/300.47 125296[4:Res:124550.0,3479.0] || subclass(successor(u),v) -> equal(regular(union(w,complement(successor(u)))),null_class) member(regular(regular(union(w,complement(successor(u))))),v)*.
% 299.74/300.47 125680[4:Res:124551.0,3479.0] || subclass(complement(u),v) -> equal(regular(union(complement(power_class(w)),u)),null_class) member(regular(regular(union(complement(power_class(w)),u))),v)*.
% 299.74/300.47 125780[4:Res:125049.0,3479.0] || subclass(complement(u),v) -> equal(regular(union(complement(successor(w)),u)),null_class) member(regular(regular(union(complement(successor(w)),u))),v)*.
% 299.74/300.47 125844[4:Res:125277.0,3479.0] || subclass(successor(u),v) -> equal(regular(union(complement(successor(u)),w)),null_class) member(regular(regular(union(complement(successor(u)),w))),v)*.
% 299.74/300.47 126003[9:Rew:75747.1,125964.2] function(intersection(u,v)) || member(not_subclass_element(successor(intersection(u,v)),w),symmetric_difference(u,v))* -> subclass(successor(intersection(u,v)),w).
% 299.74/300.47 126151[4:Res:123479.0,7880.0] || -> subclass(union(null_class,intersection(intersection(singleton(u),v),w)),x) equal(not_subclass_element(union(null_class,intersection(intersection(singleton(u),v),w)),x),u)**.
% 299.74/300.47 126140[4:Res:123479.0,3480.0] || member(regular(union(null_class,intersection(intersection(complement(u),v),w))),u)* -> equal(union(null_class,intersection(intersection(complement(u),v),w)),null_class).
% 299.74/300.47 126326[4:Res:123491.0,7880.0] || -> subclass(intersection(union(null_class,intersection(singleton(u),v)),w),x) equal(not_subclass_element(intersection(union(null_class,intersection(singleton(u),v)),w),x),u)**.
% 299.74/300.47 126315[4:Res:123491.0,3480.0] || member(regular(intersection(union(null_class,intersection(complement(u),v)),w)),u)* -> equal(intersection(union(null_class,intersection(complement(u),v)),w),null_class).
% 299.74/300.47 126493[4:Res:123520.0,7880.0] || -> subclass(intersection(u,union(null_class,intersection(singleton(v),w))),x) equal(not_subclass_element(intersection(u,union(null_class,intersection(singleton(v),w))),x),v)**.
% 299.74/300.47 126482[4:Res:123520.0,3480.0] || member(regular(intersection(u,union(null_class,intersection(complement(v),w)))),v)* -> equal(intersection(u,union(null_class,intersection(complement(v),w))),null_class).
% 299.74/300.47 126657[4:Res:123529.0,7880.0] || -> subclass(union(null_class,intersection(u,intersection(singleton(v),w))),x) equal(not_subclass_element(union(null_class,intersection(u,intersection(singleton(v),w))),x),v)**.
% 299.74/300.47 126646[4:Res:123529.0,3480.0] || member(regular(union(null_class,intersection(u,intersection(complement(v),w)))),v)* -> equal(union(null_class,intersection(u,intersection(complement(v),w))),null_class).
% 299.74/300.47 126798[4:Res:123909.0,7880.0] || -> subclass(complement(successor(complement(restrict(singleton(u),v,w)))),x) equal(not_subclass_element(complement(successor(complement(restrict(singleton(u),v,w)))),x),u)**.
% 299.74/300.47 126787[4:Res:123909.0,3480.0] || member(regular(complement(successor(complement(restrict(complement(u),v,w))))),u)* -> equal(complement(successor(complement(restrict(complement(u),v,w)))),null_class).
% 299.74/300.47 126910[4:Res:124367.0,7881.0] || subclass(union(u,v),w) -> subclass(regular(complement(symmetric_difference(u,v))),x) member(not_subclass_element(regular(complement(symmetric_difference(u,v))),x),w)*.
% 299.74/300.47 127077[4:Res:126047.0,7880.0] || -> subclass(union(null_class,intersection(intersection(u,singleton(v)),w)),x) equal(not_subclass_element(union(null_class,intersection(intersection(u,singleton(v)),w)),x),v)**.
% 299.74/300.47 127066[4:Res:126047.0,3480.0] || member(regular(union(null_class,intersection(intersection(u,complement(v)),w))),v)* -> equal(union(null_class,intersection(intersection(u,complement(v)),w)),null_class).
% 299.74/300.47 127252[4:Res:126220.0,7880.0] || -> subclass(intersection(union(null_class,intersection(u,singleton(v))),w),x) equal(not_subclass_element(intersection(union(null_class,intersection(u,singleton(v))),w),x),v)**.
% 299.74/300.47 127241[4:Res:126220.0,3480.0] || member(regular(intersection(union(null_class,intersection(u,complement(v))),w)),v)* -> equal(intersection(union(null_class,intersection(u,complement(v))),w),null_class).
% 299.74/300.47 127473[4:Res:126395.0,7880.0] || -> subclass(intersection(u,union(null_class,intersection(v,singleton(w)))),x) equal(not_subclass_element(intersection(u,union(null_class,intersection(v,singleton(w)))),x),w)**.
% 299.74/300.47 127462[4:Res:126395.0,3480.0] || member(regular(intersection(u,union(null_class,intersection(v,complement(w))))),w)* -> equal(intersection(u,union(null_class,intersection(v,complement(w)))),null_class).
% 299.74/300.47 127640[4:Res:126557.0,7880.0] || -> subclass(union(null_class,intersection(u,intersection(v,singleton(w)))),x) equal(not_subclass_element(union(null_class,intersection(u,intersection(v,singleton(w)))),x),w)**.
% 299.74/300.47 127629[4:Res:126557.0,3480.0] || member(regular(union(null_class,intersection(u,intersection(v,complement(w))))),w)* -> equal(union(null_class,intersection(u,intersection(v,complement(w)))),null_class).
% 299.74/300.47 127777[4:Res:126836.0,7881.0] || subclass(union(u,v),w) -> subclass(regular(complement(symmetric_difference(v,u))),x) member(not_subclass_element(regular(complement(symmetric_difference(v,u))),x),w)*.
% 299.74/300.47 129660[0:Res:111166.0,7881.0] || subclass(intersection(u,v),w) -> subclass(intersection(intersection(x,v),u),y) member(not_subclass_element(intersection(intersection(x,v),u),y),w)*.
% 299.74/300.47 130184[2:SpR:103074.0,129832.0] || -> equal(intersection(intersection(power_class(complement(power_class(u))),union(v,w)),intersection(x,union(image(element_relation,power_class(u)),complement(union(v,w))))),null_class)**.
% 299.74/300.47 130182[2:SpR:48874.0,129832.0] || -> equal(intersection(intersection(power_class(u),union(complement(power_class(v)),w)),intersection(x,union(complement(power_class(u)),intersection(power_class(v),complement(w))))),null_class)**.
% 299.74/300.47 130181[2:SpR:48870.0,129832.0] || -> equal(intersection(intersection(power_class(u),union(v,complement(power_class(w)))),intersection(x,union(complement(power_class(u)),intersection(complement(v),power_class(w))))),null_class)**.
% 299.74/300.47 130180[2:SpR:103450.0,129832.0] || -> equal(intersection(intersection(union(u,v),power_class(complement(power_class(w)))),intersection(x,union(complement(union(u,v)),image(element_relation,power_class(w))))),null_class)**.
% 299.74/300.47 130179[2:SpR:48872.0,129832.0] || -> equal(intersection(intersection(union(complement(power_class(u)),v),power_class(w)),intersection(x,union(intersection(power_class(u),complement(v)),complement(power_class(w))))),null_class)**.
% 299.74/300.47 130178[2:SpR:48871.0,129832.0] || -> equal(intersection(intersection(union(u,complement(power_class(v))),power_class(w)),intersection(x,union(intersection(complement(u),power_class(v)),complement(power_class(w))))),null_class)**.
% 299.74/300.47 130177[2:SpR:103320.0,129832.0] || -> equal(intersection(intersection(power_class(complement(union(u,v))),power_class(w)),intersection(x,union(image(element_relation,union(u,v)),complement(power_class(w))))),null_class)**.
% 299.74/300.47 130175[2:SpR:102945.0,129832.0] || -> equal(intersection(intersection(power_class(u),power_class(complement(union(v,w)))),intersection(x,union(complement(power_class(u)),image(element_relation,union(v,w))))),null_class)**.
% 299.74/300.47 130639[2:SpR:103074.0,129959.0] || -> equal(intersection(intersection(power_class(complement(power_class(u))),union(v,w)),intersection(union(image(element_relation,power_class(u)),complement(union(v,w))),x)),null_class)**.
% 299.74/300.47 130637[2:SpR:48874.0,129959.0] || -> equal(intersection(intersection(power_class(u),union(complement(power_class(v)),w)),intersection(union(complement(power_class(u)),intersection(power_class(v),complement(w))),x)),null_class)**.
% 299.74/300.47 130636[2:SpR:48870.0,129959.0] || -> equal(intersection(intersection(power_class(u),union(v,complement(power_class(w)))),intersection(union(complement(power_class(u)),intersection(complement(v),power_class(w))),x)),null_class)**.
% 299.74/300.47 130635[2:SpR:103450.0,129959.0] || -> equal(intersection(intersection(union(u,v),power_class(complement(power_class(w)))),intersection(union(complement(union(u,v)),image(element_relation,power_class(w))),x)),null_class)**.
% 299.74/300.47 130634[2:SpR:48872.0,129959.0] || -> equal(intersection(intersection(union(complement(power_class(u)),v),power_class(w)),intersection(union(intersection(power_class(u),complement(v)),complement(power_class(w))),x)),null_class)**.
% 299.74/300.47 130633[2:SpR:48871.0,129959.0] || -> equal(intersection(intersection(union(u,complement(power_class(v))),power_class(w)),intersection(union(intersection(complement(u),power_class(v)),complement(power_class(w))),x)),null_class)**.
% 299.74/300.47 130632[2:SpR:103320.0,129959.0] || -> equal(intersection(intersection(power_class(complement(union(u,v))),power_class(w)),intersection(union(image(element_relation,union(u,v)),complement(power_class(w))),x)),null_class)**.
% 299.74/300.47 130630[2:SpR:102945.0,129959.0] || -> equal(intersection(intersection(power_class(u),power_class(complement(union(v,w)))),intersection(union(complement(power_class(u)),image(element_relation,union(v,w))),x)),null_class)**.
% 299.74/300.47 130908[4:SpL:19169.0,7879.0] || subclass(u,ordered_pair(universal_class,v))* -> subclass(u,w) equal(not_subclass_element(u,w),unordered_pair(universal_class,singleton(v)))* equal(not_subclass_element(u,w),null_class).
% 299.74/300.47 130907[4:SpL:19189.0,7879.0] || subclass(u,ordered_pair(v,universal_class))* -> subclass(u,w) equal(not_subclass_element(u,w),unordered_pair(v,null_class))* equal(not_subclass_element(u,w),singleton(v)).
% 299.74/300.47 135009[4:Res:8432.2,69345.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,cantor(complement(cross_product(singleton(ordered_pair(flip(cross_product(u,universal_class)),inverse(u))),universal_class))))* -> .
% 299.74/300.47 135001[4:Res:8432.2,40266.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,successor(null_class)) -> member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),singleton(null_class))*.
% 299.74/300.47 134997[4:Res:8432.2,58102.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,union(v,v))* -> member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),v)*.
% 299.74/300.47 134996[4:Res:8432.2,42116.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,union(null_class,v)) -> member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),v)*.
% 299.74/300.47 134994[4:Res:8432.2,77882.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,union(v,null_class)) -> member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),v)*.
% 299.74/300.47 134972[0:Res:8432.2,25.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,intersection(v,w))* -> member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),w)*.
% 299.74/300.47 134971[0:Res:8432.2,24.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,intersection(v,w))* -> member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),v)*.
% 299.74/300.47 135587[4:Res:8431.2,69345.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,cantor(complement(cross_product(singleton(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u))),universal_class))))* -> .
% 299.74/300.47 135579[4:Res:8431.2,40266.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,successor(null_class)) -> member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),singleton(null_class))*.
% 299.74/300.47 135575[4:Res:8431.2,58102.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,union(v,v))* -> member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),v)*.
% 299.74/300.47 135574[4:Res:8431.2,42116.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,union(null_class,v)) -> member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),v)*.
% 299.74/300.47 135572[4:Res:8431.2,77882.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,union(v,null_class)) -> member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),v)*.
% 299.74/300.47 135550[0:Res:8431.2,25.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,intersection(v,w))* -> member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),w)*.
% 299.74/300.47 135549[0:Res:8431.2,24.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,intersection(v,w))* -> member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),v)*.
% 299.74/300.47 136933[4:SpL:136834.0,1000.1] || member(ordered_pair(u,v),compose(singleton(cross_product(image(w,singleton(u)),universal_class)),w))* subclass(range_of(null_class),x)* -> member(v,x)*.
% 299.74/300.47 136927[4:SpL:136834.0,1000.1] || member(ordered_pair(u,v),compose(w,singleton(cross_product(singleton(u),universal_class))))* subclass(image(w,range_of(null_class)),x)* -> member(v,x)*.
% 299.74/300.47 136993[4:Res:8431.2,136895.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,cantor(singleton(cross_product(singleton(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u))),universal_class))))* -> .
% 299.74/300.47 136992[4:Res:8432.2,136895.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,cantor(singleton(cross_product(singleton(ordered_pair(flip(cross_product(u,universal_class)),inverse(u))),universal_class))))* -> .
% 299.74/300.47 137070[4:Res:8431.2,132175.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,singleton(v)) member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),v)* -> .
% 299.74/300.47 137069[4:Res:8432.2,132175.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,singleton(v)) member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),v)* -> .
% 299.74/300.47 137243[4:Rew:102302.0,137213.1] || member(union(u,complement(union(v,w))),universal_class) -> member(union(u,complement(union(v,w))),intersection(complement(u),union(v,w)))*.
% 299.74/300.47 137244[4:Rew:102312.0,137203.1] || member(union(complement(union(u,v)),w),universal_class) -> member(union(complement(union(u,v)),w),intersection(union(u,v),complement(w)))*.
% 299.74/300.47 139425[0:Res:111609.0,7881.0] || subclass(intersection(u,v),w) -> subclass(intersection(intersection(v,x),u),y) member(not_subclass_element(intersection(intersection(v,x),u),y),w)*.
% 299.74/300.47 139906[4:Res:111681.0,7881.0] || subclass(intersection(u,v),w) -> subclass(intersection(union(u,u),v),x) member(not_subclass_element(intersection(union(u,u),v),x),w)*.
% 299.74/300.47 140115[4:Res:114935.0,7881.0] || subclass(intersection(u,v),w) -> subclass(intersection(union(v,v),u),x) member(not_subclass_element(intersection(union(v,v),u),x),w)*.
% 299.74/300.47 140320[4:Res:116875.0,7881.0] || subclass(intersection(u,v),w) -> subclass(intersection(v,union(u,u)),x) member(not_subclass_element(intersection(v,union(u,u)),x),w)*.
% 299.74/300.47 140515[4:Res:117723.0,7881.0] || subclass(intersection(u,v),w) -> subclass(intersection(u,union(v,v)),x) member(not_subclass_element(intersection(u,union(v,v)),x),w)*.
% 299.74/300.47 140621[4:Res:93346.1,48064.1] || equal(power_class(complement(power_class(u))),successor(null_class)) member(v,universal_class) -> member(v,image(element_relation,power_class(u)))* member(v,singleton(null_class)).
% 299.74/300.47 140788[0:Res:120407.0,7881.0] || subclass(intersection(u,v),w) -> subclass(intersection(u,intersection(v,x)),y) member(not_subclass_element(intersection(u,intersection(v,x)),y),w)*.
% 299.74/300.47 141021[0:Res:120579.0,7881.0] || subclass(intersection(u,v),w) -> subclass(intersection(u,intersection(x,v)),y) member(not_subclass_element(intersection(u,intersection(x,v)),y),w)*.
% 299.74/300.47 141324[0:Res:123475.0,7880.0] || -> subclass(intersection(intersection(intersection(singleton(u),v),w),x),y) equal(not_subclass_element(intersection(intersection(intersection(singleton(u),v),w),x),y),u)**.
% 299.74/300.47 141311[0:Res:123475.0,3480.0] || member(regular(intersection(intersection(intersection(complement(u),v),w),x)),u)* -> equal(intersection(intersection(intersection(complement(u),v),w),x),null_class).
% 299.74/300.47 141685[0:Res:123485.0,7880.0] || -> subclass(intersection(u,intersection(v,intersection(singleton(w),x))),y) equal(not_subclass_element(intersection(u,intersection(v,intersection(singleton(w),x))),y),w)**.
% 299.74/300.47 141672[0:Res:123485.0,3480.0] || member(regular(intersection(u,intersection(v,intersection(complement(w),x)))),w)* -> equal(intersection(u,intersection(v,intersection(complement(w),x))),null_class).
% 299.74/300.47 141927[0:Res:123517.0,7880.0] || -> subclass(intersection(u,intersection(intersection(singleton(v),w),x)),y) equal(not_subclass_element(intersection(u,intersection(intersection(singleton(v),w),x)),y),v)**.
% 299.74/300.47 141914[0:Res:123517.0,3480.0] || member(regular(intersection(u,intersection(intersection(complement(v),w),x))),v)* -> equal(intersection(u,intersection(intersection(complement(v),w),x)),null_class).
% 299.74/300.47 142174[0:Res:123525.0,7880.0] || -> subclass(intersection(intersection(u,intersection(singleton(v),w)),x),y) equal(not_subclass_element(intersection(intersection(u,intersection(singleton(v),w)),x),y),v)**.
% 299.74/300.47 142161[0:Res:123525.0,3480.0] || member(regular(intersection(intersection(u,intersection(complement(v),w)),x)),v)* -> equal(intersection(intersection(u,intersection(complement(v),w)),x),null_class).
% 299.74/300.47 142515[2:Res:7349.1,9362.0] || subclass(domain_relation,symmetric_difference(union(u,v),union(complement(u),complement(v))))* -> member(ordered_pair(null_class,null_class),complement(symmetric_difference(complement(u),complement(v)))).
% 299.74/300.47 142514[2:Res:31230.1,9362.0] || equal(symmetric_difference(union(u,v),union(complement(u),complement(v))),domain_relation)** -> member(ordered_pair(null_class,null_class),complement(symmetric_difference(complement(u),complement(v))))*.
% 299.74/300.47 142513[0:Res:429.1,9362.0] || subclass(universal_class,symmetric_difference(union(u,v),union(complement(u),complement(v))))* -> member(ordered_pair(w,x),complement(symmetric_difference(complement(u),complement(v))))*.
% 299.74/300.47 142512[4:Res:27911.1,9362.0] || equal(symmetric_difference(union(u,v),union(complement(u),complement(v))),universal_class)** -> member(ordered_pair(w,x),complement(symmetric_difference(complement(u),complement(v))))*.
% 299.74/300.47 142497[5:Res:21256.1,9362.0] || subclass(universal_class,symmetric_difference(union(u,v),union(complement(u),complement(v))))* -> member(sum_class(range_of(null_class)),complement(symmetric_difference(complement(u),complement(v)))).
% 299.74/300.47 142496[5:Res:25575.1,9362.0] || equal(symmetric_difference(union(u,v),union(complement(u),complement(v))),universal_class)** -> member(sum_class(range_of(null_class)),complement(symmetric_difference(complement(u),complement(v))))*.
% 299.74/300.47 142490[0:Res:405.1,9362.0] || subclass(universal_class,symmetric_difference(union(u,v),union(complement(u),complement(v))))* -> member(unordered_pair(w,x),complement(symmetric_difference(complement(u),complement(v))))*.
% 299.74/300.47 142489[4:Res:27909.1,9362.0] || equal(symmetric_difference(union(u,v),union(complement(u),complement(v))),universal_class)** -> member(unordered_pair(w,x),complement(symmetric_difference(complement(u),complement(v))))*.
% 299.74/300.47 142488[5:Res:21248.1,9362.0] || subclass(universal_class,symmetric_difference(union(u,v),union(complement(u),complement(v))))* -> member(apply(null_class,w),complement(symmetric_difference(complement(u),complement(v))))*.
% 299.74/300.47 142487[5:Res:25573.1,9362.0] || equal(symmetric_difference(union(u,v),union(complement(u),complement(v))),universal_class)** -> member(apply(null_class,w),complement(symmetric_difference(complement(u),complement(v))))*.
% 299.74/300.47 142479[4:Res:67798.1,9362.0] || equal(complement(symmetric_difference(union(u,v),union(complement(u),complement(v)))),null_class)** -> member(singleton(w),complement(symmetric_difference(complement(u),complement(v))))*.
% 299.74/300.47 142822[0:Res:127908.0,7880.0] || -> subclass(intersection(intersection(intersection(u,singleton(v)),w),x),y) equal(not_subclass_element(intersection(intersection(intersection(u,singleton(v)),w),x),y),v)**.
% 299.74/300.47 142809[0:Res:127908.0,3480.0] || member(regular(intersection(intersection(intersection(u,complement(v)),w),x)),v)* -> equal(intersection(intersection(intersection(u,complement(v)),w),x),null_class).
% 299.74/300.47 143065[0:Res:127918.0,7880.0] || -> subclass(intersection(u,intersection(v,intersection(w,singleton(x)))),y) equal(not_subclass_element(intersection(u,intersection(v,intersection(w,singleton(x)))),y),x)**.
% 299.74/300.47 143052[0:Res:127918.0,3480.0] || member(regular(intersection(u,intersection(v,intersection(w,complement(x))))),x)* -> equal(intersection(u,intersection(v,intersection(w,complement(x)))),null_class).
% 299.74/300.47 143307[0:Res:127954.0,7880.0] || -> subclass(intersection(u,intersection(intersection(v,singleton(w)),x)),y) equal(not_subclass_element(intersection(u,intersection(intersection(v,singleton(w)),x)),y),w)**.
% 299.74/300.47 143294[0:Res:127954.0,3480.0] || member(regular(intersection(u,intersection(intersection(v,complement(w)),x))),w)* -> equal(intersection(u,intersection(intersection(v,complement(w)),x)),null_class).
% 299.74/300.47 143554[0:Res:127963.0,7880.0] || -> subclass(intersection(intersection(u,intersection(v,singleton(w))),x),y) equal(not_subclass_element(intersection(intersection(u,intersection(v,singleton(w))),x),y),w)**.
% 299.74/300.47 143541[0:Res:127963.0,3480.0] || member(regular(intersection(intersection(u,intersection(v,complement(w))),x)),w)* -> equal(intersection(intersection(u,intersection(v,complement(w))),x),null_class).
% 299.74/300.47 143700[0:SpR:69304.0,9754.3] function(complement(cross_product(u,universal_class))) || member(u,universal_class)* subclass(universal_class,symmetric_difference(v,w)) -> member(range_of(null_class),union(v,w))*.
% 299.74/300.47 143794[0:Res:58786.0,7880.0] || -> subclass(restrict(restrict(singleton(u),v,w),x,y),z) equal(not_subclass_element(restrict(restrict(singleton(u),v,w),x,y),z),u)**.
% 299.74/300.47 143781[0:Res:58786.0,3480.0] || member(regular(restrict(restrict(complement(u),v,w),x,y)),u)* -> equal(restrict(restrict(complement(u),v,w),x,y),null_class).
% 299.74/300.47 143892[4:Res:35696.1,9739.1] function(u) || member(inverse(v),universal_class) subclass(universal_class,w)* subclass(w,x)* -> member(image(u,range_of(v)),x)*.
% 299.74/300.47 144349[0:Res:12497.1,9801.0] || subclass(regular(u),v)* subclass(v,w)* -> equal(u,null_class) equal(regular(u),null_class) member(apply(choice,regular(u)),w)*.
% 299.74/300.47 144344[5:Res:21239.0,9801.0] || subclass(apply(null_class,u),v)* subclass(v,w)* -> equal(apply(null_class,u),null_class) member(apply(choice,apply(null_class,u)),w)*.
% 299.74/300.47 144339[5:Res:21244.0,9801.0] || subclass(sum_class(range_of(null_class)),u)* subclass(u,v)* -> equal(sum_class(range_of(null_class)),null_class) member(apply(choice,sum_class(range_of(null_class))),v)*.
% 299.74/300.47 144332[0:Res:14.0,9801.0] || subclass(unordered_pair(u,v),w)* subclass(w,x)* -> equal(unordered_pair(u,v),null_class) member(apply(choice,unordered_pair(u,v)),x)*.
% 299.74/300.47 144641[0:Rew:80005.0,144572.1] || member(u,symmetric_difference(union(v,w),image(element_relation,power_class(universal_class)))) -> member(u,union(power_class(complement(power_class(universal_class))),complement(union(v,w))))*.
% 299.74/300.47 144553[0:SpL:50817.0,102295.0] || member(u,symmetric_difference(image(element_relation,power_class(universal_class)),union(v,w))) -> member(u,union(power_class(complement(power_class(universal_class))),complement(union(v,w))))*.
% 299.74/300.47 144925[4:Rew:80005.0,144859.1] || member(u,symmetric_difference(union(v,w),image(element_relation,power_class(null_class)))) -> member(u,union(power_class(complement(power_class(null_class))),complement(union(v,w))))*.
% 299.74/300.47 144840[4:SpL:50818.0,102295.0] || member(u,symmetric_difference(image(element_relation,power_class(null_class)),union(v,w))) -> member(u,union(power_class(complement(power_class(null_class))),complement(union(v,w))))*.
% 299.74/300.47 145140[0:Res:12497.1,14385.0] || -> equal(u,null_class) equal(ordered_pair(first(ordered_pair(regular(u),singleton(v))),second(ordered_pair(regular(u),singleton(v)))),ordered_pair(regular(u),singleton(v)))**.
% 299.74/300.47 145134[5:Res:21239.0,14385.0] || -> equal(ordered_pair(first(ordered_pair(apply(null_class,u),singleton(v))),second(ordered_pair(apply(null_class,u),singleton(v)))),ordered_pair(apply(null_class,u),singleton(v)))**.
% 299.74/300.47 145129[5:Res:21244.0,14385.0] || -> equal(ordered_pair(first(ordered_pair(sum_class(range_of(null_class)),singleton(u))),second(ordered_pair(sum_class(range_of(null_class)),singleton(u)))),ordered_pair(sum_class(range_of(null_class)),singleton(u)))**.
% 299.74/300.47 145125[0:Res:308.0,14385.0] || -> equal(ordered_pair(first(ordered_pair(ordered_pair(u,v),singleton(w))),second(ordered_pair(ordered_pair(u,v),singleton(w)))),ordered_pair(ordered_pair(u,v),singleton(w)))**.
% 299.74/300.47 145122[0:Res:14.0,14385.0] || -> equal(ordered_pair(first(ordered_pair(unordered_pair(u,v),singleton(w))),second(ordered_pair(unordered_pair(u,v),singleton(w)))),ordered_pair(unordered_pair(u,v),singleton(w)))**.
% 299.74/300.47 145286[2:SpR:100001.0,12468.3] || member(second(regular(domain_relation)),universal_class) member(first(regular(domain_relation)),second(regular(domain_relation)))* subclass(element_relation,u) -> member(regular(domain_relation),u)*.
% 299.74/300.47 145372[2:Rew:100001.0,145355.2] || equal(compose(u,first(regular(domain_relation))),second(regular(domain_relation)))** member(regular(domain_relation),cross_product(universal_class,universal_class))* -> member(regular(domain_relation),compose_class(u)).
% 299.74/300.47 145373[2:Rew:100001.0,145281.1] || -> equal(unordered_pair(first(regular(domain_relation)),singleton(second(regular(domain_relation)))),apply(choice,regular(domain_relation)))** equal(apply(choice,regular(domain_relation)),singleton(first(regular(domain_relation)))).
% 299.74/300.47 145532[4:Res:102540.1,137098.0] || member(intersection(complement(u),union(v,w)),universal_class) -> member(intersection(complement(u),union(v,w)),union(u,complement(union(v,w))))*.
% 299.74/300.47 145471[4:SpR:28759.0,102540.1] || member(u,universal_class) -> member(u,intersection(union(null_class,v),union(w,x)))* member(u,union(complement(v),complement(union(w,x)))).
% 299.74/300.47 146168[4:Rew:80566.0,145987.0] || member(complement(symmetric_difference(complement(u),union(v,w))),symmetric_difference(union(u,complement(union(v,w))),union(complement(u),union(v,w))))* -> .
% 299.74/300.47 146176[2:Rew:75578.0,145810.0,80566.0,145810.0] || -> equal(intersection(symmetric_difference(complement(u),union(v,w)),symmetric_difference(union(u,complement(union(v,w))),union(complement(u),union(v,w)))),null_class)**.
% 299.74/300.47 145807[0:SpR:104218.0,73512.0] || -> subclass(intersection(union(complement(u),union(v,w)),intersection(union(u,complement(union(v,w))),x)),symmetric_difference(complement(u),union(v,w)))*.
% 299.74/300.47 145806[4:SpR:104218.0,117951.1] || equal(union(complement(u),union(v,w)),universal_class) -> equal(symmetric_difference(complement(u),union(v,w)),union(u,complement(union(v,w))))**.
% 299.74/300.47 146181[0:Rew:75578.0,145793.0] || -> subclass(intersection(union(u,complement(union(v,w))),intersection(union(complement(u),union(v,w)),x)),symmetric_difference(complement(u),union(v,w)))*.
% 299.74/300.47 145792[0:SpR:104218.0,73515.0] || -> subclass(intersection(union(complement(u),union(v,w)),intersection(x,union(u,complement(union(v,w))))),symmetric_difference(complement(u),union(v,w)))*.
% 299.74/300.47 146182[0:Rew:75578.0,145774.0] || -> subclass(intersection(union(u,complement(union(v,w))),intersection(x,union(complement(u),union(v,w)))),symmetric_difference(complement(u),union(v,w)))*.
% 299.74/300.47 145736[4:SpR:104218.0,117109.1] || equal(union(u,complement(union(v,w))),universal_class) -> equal(symmetric_difference(complement(u),union(v,w)),union(complement(u),union(v,w)))**.
% 299.74/300.47 146439[4:Res:102976.1,137098.0] || member(intersection(union(u,v),complement(w)),universal_class) -> member(intersection(union(u,v),complement(w)),union(complement(union(u,v)),w))*.
% 299.74/300.47 146336[4:SpR:28759.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),union(null_class,x)))* member(u,union(complement(union(v,w)),complement(x))).
% 299.74/300.47 147087[4:Rew:80566.0,146906.0] || member(complement(symmetric_difference(union(u,v),complement(w))),symmetric_difference(union(union(u,v),complement(w)),union(complement(union(u,v)),w)))* -> .
% 299.74/300.47 147095[2:Rew:75578.0,146728.0,80566.0,146728.0] || -> equal(intersection(symmetric_difference(union(u,v),complement(w)),symmetric_difference(union(union(u,v),complement(w)),union(complement(union(u,v)),w))),null_class)**.
% 299.74/300.47 146725[0:SpR:103225.0,73512.0] || -> subclass(intersection(union(complement(union(u,v)),w),intersection(union(union(u,v),complement(w)),x)),symmetric_difference(union(u,v),complement(w)))*.
% 299.74/300.47 146724[4:SpR:103225.0,117951.1] || equal(union(complement(union(u,v)),w),universal_class) -> equal(symmetric_difference(union(u,v),complement(w)),union(union(u,v),complement(w)))**.
% 299.74/300.47 147100[0:Rew:75578.0,146696.0] || -> subclass(intersection(union(union(u,v),complement(w)),intersection(union(complement(union(u,v)),w),x)),symmetric_difference(union(u,v),complement(w)))*.
% 299.74/300.47 146695[0:SpR:103225.0,73515.0] || -> subclass(intersection(union(complement(union(u,v)),w),intersection(x,union(union(u,v),complement(w)))),symmetric_difference(union(u,v),complement(w)))*.
% 299.74/300.47 147101[0:Rew:75578.0,146691.0] || -> subclass(intersection(union(union(u,v),complement(w)),intersection(x,union(complement(union(u,v)),w))),symmetric_difference(union(u,v),complement(w)))*.
% 299.74/300.47 146655[4:SpR:103225.0,117109.1] || equal(union(union(u,v),complement(w)),universal_class) -> equal(symmetric_difference(union(u,v),complement(w)),union(complement(union(u,v)),w))**.
% 299.74/300.47 147384[4:SpL:136834.0,13769.0] || equal(u,range_of(null_class)) member(ordered_pair(v,w),compose(singleton(cross_product(image(x,singleton(v)),universal_class)),x))* -> member(w,u)*.
% 299.74/300.47 147382[0:SpL:69304.0,13769.0] || equal(u,range_of(null_class)) member(ordered_pair(v,w),compose(complement(cross_product(image(x,singleton(v)),universal_class)),x))* -> member(w,u)*.
% 299.74/300.47 147379[4:SpL:136834.0,13769.0] || equal(u,image(v,range_of(null_class)))* member(ordered_pair(w,x),compose(v,singleton(cross_product(singleton(w),universal_class))))* -> member(x,u)*.
% 299.74/300.47 147377[0:SpL:69304.0,13769.0] || equal(u,image(v,range_of(null_class)))* member(ordered_pair(w,x),compose(v,complement(cross_product(singleton(w),universal_class))))* -> member(x,u)*.
% 299.74/300.47 147371[9:SpL:39752.1,13769.0] function(u) || equal(v,image(w,image(x,null_class)))* member(ordered_pair(u,y),compose(w,x))* -> member(y,v)*.
% 299.74/300.47 148281[2:MRR:148240.0,12507.2] || member(u,universal_class) subclass(u,regular(complement(v)))* -> member(apply(choice,u),v) equal(u,null_class) equal(complement(v),null_class).
% 299.74/300.47 148331[4:SpR:100002.0,12468.3] || member(second(regular(composition_function)),universal_class) member(first(regular(composition_function)),second(regular(composition_function)))* subclass(element_relation,u) -> member(regular(composition_function),u)*.
% 299.74/300.47 148417[4:Rew:100002.0,148400.2] || equal(compose(u,first(regular(composition_function))),second(regular(composition_function)))** member(regular(composition_function),cross_product(universal_class,universal_class))* -> member(regular(composition_function),compose_class(u)).
% 299.74/300.47 148418[4:Rew:100002.0,148326.1] || -> equal(unordered_pair(first(regular(composition_function)),singleton(second(regular(composition_function)))),apply(choice,regular(composition_function)))** equal(apply(choice,regular(composition_function)),singleton(first(regular(composition_function)))).
% 299.74/300.47 149024[4:Res:48029.1,50055.1] || member(u,universal_class) equal(intersection(complement(v),power_class(complement(power_class(w)))),null_class) -> member(u,union(v,image(element_relation,power_class(w))))*.
% 299.74/300.47 149237[4:Res:48061.1,50055.1] || member(u,universal_class) equal(intersection(power_class(complement(power_class(v))),complement(w)),null_class) -> member(u,union(image(element_relation,power_class(v)),w))*.
% 299.74/300.47 149809[4:Res:145289.1,47989.0] || equal(intersection(complement(u),union(v,complement(power_class(w)))),universal_class) member(regular(domain_relation),union(u,intersection(complement(v),power_class(w))))* -> .
% 299.74/300.47 149808[2:Res:145290.1,47989.0] || subclass(universal_class,intersection(complement(u),union(v,complement(power_class(w)))))* member(regular(domain_relation),union(u,intersection(complement(v),power_class(w)))) -> .
% 299.74/300.47 149773[6:Res:32575.1,47989.0] || equal(intersection(complement(u),union(v,complement(power_class(w)))),singleton(null_class)) member(null_class,union(u,intersection(complement(v),power_class(w))))* -> .
% 299.74/300.47 149772[6:Res:32644.1,47989.0] || equal(intersection(complement(u),union(v,complement(power_class(w)))),successor(null_class)) member(null_class,union(u,intersection(complement(v),power_class(w))))* -> .
% 299.74/300.47 149761[0:Res:406.1,47989.0] || subclass(universal_class,intersection(complement(u),union(v,complement(power_class(w)))))* member(singleton(x),union(u,intersection(complement(v),power_class(w))))* -> .
% 299.74/300.47 149760[4:Res:27910.1,47989.0] || equal(intersection(complement(u),union(v,complement(power_class(w)))),universal_class) member(singleton(x),union(u,intersection(complement(v),power_class(w))))* -> .
% 299.74/300.47 149754[4:Res:11057.1,47989.0] || equal(intersection(complement(u),union(v,complement(power_class(w)))),cantor(xf)) member(x__dfg,union(u,intersection(complement(v),power_class(w))))* -> .
% 299.74/300.47 149840[4:Rew:102302.0,149759.0] || equal(union(u,complement(union(v,complement(power_class(w))))),null_class) member(singleton(x),union(u,intersection(complement(v),power_class(w))))* -> .
% 299.74/300.47 149853[4:Rew:28748.0,149701.1] || equal(null_class,u) member(v,union(w,complement(power_class(x)))) member(v,union(u,intersection(complement(w),power_class(x))))* -> .
% 299.74/300.47 149918[4:Res:148334.1,47989.0] || equal(intersection(complement(u),union(v,complement(power_class(w)))),universal_class) member(regular(composition_function),union(u,intersection(complement(v),power_class(w))))* -> .
% 299.74/300.47 150147[4:Res:148334.1,48009.0] || equal(intersection(union(u,complement(power_class(v))),complement(w)),universal_class) member(regular(composition_function),union(intersection(complement(u),power_class(v)),w))* -> .
% 299.74/300.47 150146[4:Res:145289.1,48009.0] || equal(intersection(union(u,complement(power_class(v))),complement(w)),universal_class) member(regular(domain_relation),union(intersection(complement(u),power_class(v)),w))* -> .
% 299.74/300.47 150145[2:Res:145290.1,48009.0] || subclass(universal_class,intersection(union(u,complement(power_class(v))),complement(w)))* member(regular(domain_relation),union(intersection(complement(u),power_class(v)),w)) -> .
% 299.74/300.47 150110[6:Res:32575.1,48009.0] || equal(intersection(union(u,complement(power_class(v))),complement(w)),singleton(null_class)) member(null_class,union(intersection(complement(u),power_class(v)),w))* -> .
% 299.74/300.47 150109[6:Res:32644.1,48009.0] || equal(intersection(union(u,complement(power_class(v))),complement(w)),successor(null_class)) member(null_class,union(intersection(complement(u),power_class(v)),w))* -> .
% 299.74/300.47 150098[0:Res:406.1,48009.0] || subclass(universal_class,intersection(union(u,complement(power_class(v))),complement(w)))* member(singleton(x),union(intersection(complement(u),power_class(v)),w))* -> .
% 299.74/300.47 150097[4:Res:27910.1,48009.0] || equal(intersection(union(u,complement(power_class(v))),complement(w)),universal_class) member(singleton(x),union(intersection(complement(u),power_class(v)),w))* -> .
% 299.74/300.47 150091[4:Res:11057.1,48009.0] || equal(intersection(union(u,complement(power_class(v))),complement(w)),cantor(xf)) member(x__dfg,union(intersection(complement(u),power_class(v)),w))* -> .
% 299.74/300.47 150179[4:Rew:102312.0,150096.0] || equal(union(complement(union(u,complement(power_class(v)))),w),null_class) member(singleton(x),union(intersection(complement(u),power_class(v)),w))* -> .
% 299.74/300.47 150246[4:Res:148335.1,48009.0] || subclass(universal_class,intersection(union(u,complement(power_class(v))),complement(w)))* member(regular(composition_function),union(intersection(complement(u),power_class(v)),w)) -> .
% 299.74/300.47 150242[4:Res:148335.1,47989.0] || subclass(universal_class,intersection(complement(u),union(v,complement(power_class(w)))))* member(regular(composition_function),union(u,intersection(complement(v),power_class(w)))) -> .
% 299.74/300.47 150484[4:Res:148334.1,48038.0] || equal(intersection(complement(u),union(complement(power_class(v)),w)),universal_class) member(regular(composition_function),union(u,intersection(power_class(v),complement(w))))* -> .
% 299.74/300.47 150483[4:Res:148335.1,48038.0] || subclass(universal_class,intersection(complement(u),union(complement(power_class(v)),w)))* member(regular(composition_function),union(u,intersection(power_class(v),complement(w)))) -> .
% 299.74/300.47 150482[4:Res:145289.1,48038.0] || equal(intersection(complement(u),union(complement(power_class(v)),w)),universal_class) member(regular(domain_relation),union(u,intersection(power_class(v),complement(w))))* -> .
% 299.74/300.47 150481[2:Res:145290.1,48038.0] || subclass(universal_class,intersection(complement(u),union(complement(power_class(v)),w)))* member(regular(domain_relation),union(u,intersection(power_class(v),complement(w)))) -> .
% 299.74/300.47 150446[6:Res:32575.1,48038.0] || equal(intersection(complement(u),union(complement(power_class(v)),w)),singleton(null_class)) member(null_class,union(u,intersection(power_class(v),complement(w))))* -> .
% 299.74/300.47 150445[6:Res:32644.1,48038.0] || equal(intersection(complement(u),union(complement(power_class(v)),w)),successor(null_class)) member(null_class,union(u,intersection(power_class(v),complement(w))))* -> .
% 299.74/300.47 150434[0:Res:406.1,48038.0] || subclass(universal_class,intersection(complement(u),union(complement(power_class(v)),w)))* member(singleton(x),union(u,intersection(power_class(v),complement(w))))* -> .
% 299.74/300.47 150433[4:Res:27910.1,48038.0] || equal(intersection(complement(u),union(complement(power_class(v)),w)),universal_class) member(singleton(x),union(u,intersection(power_class(v),complement(w))))* -> .
% 299.74/300.47 150427[4:Res:11057.1,48038.0] || equal(intersection(complement(u),union(complement(power_class(v)),w)),cantor(xf)) member(x__dfg,union(u,intersection(power_class(v),complement(w))))* -> .
% 299.74/300.47 150517[4:Rew:102302.0,150432.0] || equal(union(u,complement(union(complement(power_class(v)),w))),null_class) member(singleton(x),union(u,intersection(power_class(v),complement(w))))* -> .
% 299.74/300.47 150531[4:Rew:28748.0,150374.1] || equal(null_class,u) member(v,union(complement(power_class(w)),x)) member(v,union(u,intersection(power_class(w),complement(x))))* -> .
% 299.74/300.47 150725[4:Res:148334.1,48198.0] || equal(intersection(union(complement(power_class(u)),v),complement(w)),universal_class) member(regular(composition_function),union(intersection(power_class(u),complement(v)),w))* -> .
% 299.74/300.47 150724[4:Res:148335.1,48198.0] || subclass(universal_class,intersection(union(complement(power_class(u)),v),complement(w)))* member(regular(composition_function),union(intersection(power_class(u),complement(v)),w)) -> .
% 299.74/300.47 150723[4:Res:145289.1,48198.0] || equal(intersection(union(complement(power_class(u)),v),complement(w)),universal_class) member(regular(domain_relation),union(intersection(power_class(u),complement(v)),w))* -> .
% 299.74/300.47 150722[2:Res:145290.1,48198.0] || subclass(universal_class,intersection(union(complement(power_class(u)),v),complement(w)))* member(regular(domain_relation),union(intersection(power_class(u),complement(v)),w)) -> .
% 299.74/300.47 150687[6:Res:32575.1,48198.0] || equal(intersection(union(complement(power_class(u)),v),complement(w)),singleton(null_class)) member(null_class,union(intersection(power_class(u),complement(v)),w))* -> .
% 299.74/300.47 150686[6:Res:32644.1,48198.0] || equal(intersection(union(complement(power_class(u)),v),complement(w)),successor(null_class)) member(null_class,union(intersection(power_class(u),complement(v)),w))* -> .
% 299.74/300.47 150675[0:Res:406.1,48198.0] || subclass(universal_class,intersection(union(complement(power_class(u)),v),complement(w)))* member(singleton(x),union(intersection(power_class(u),complement(v)),w))* -> .
% 299.74/300.47 150674[4:Res:27910.1,48198.0] || equal(intersection(union(complement(power_class(u)),v),complement(w)),universal_class) member(singleton(x),union(intersection(power_class(u),complement(v)),w))* -> .
% 299.74/300.47 150668[4:Res:11057.1,48198.0] || equal(intersection(union(complement(power_class(u)),v),complement(w)),cantor(xf)) member(x__dfg,union(intersection(power_class(u),complement(v)),w))* -> .
% 299.74/300.47 150758[4:Rew:102312.0,150673.0] || equal(union(complement(union(complement(power_class(u)),v)),w),null_class) member(singleton(x),union(intersection(power_class(u),complement(v)),w))* -> .
% 299.74/300.47 151291[0:Rew:46.0,151224.1] || member(not_subclass_element(successor(complement(power_class(u))),v),intersection(power_class(u),complement(singleton(complement(power_class(u))))))* -> subclass(successor(complement(power_class(u))),v).
% 299.74/300.47 151418[4:SpR:102583.0,59945.0] || -> subclass(complement(successor(intersection(power_class(u),union(v,complement(union(w,x)))))),union(complement(power_class(u)),intersection(complement(v),union(w,x))))*.
% 299.74/300.47 151417[4:SpR:102583.0,95322.0] || -> subclass(complement(successor(union(complement(power_class(u)),intersection(complement(v),union(w,x))))),intersection(power_class(u),union(v,complement(union(w,x)))))*.
% 299.74/300.47 151390[4:SpR:102583.0,33570.0] || -> equal(symmetric_difference(intersection(power_class(u),union(v,complement(union(w,x)))),union(complement(power_class(u)),intersection(complement(v),union(w,x)))),universal_class)**.
% 299.74/300.47 151389[4:SpR:102583.0,33519.0] || -> equal(union(intersection(power_class(u),union(v,complement(union(w,x)))),union(complement(power_class(u)),intersection(complement(v),union(w,x)))),universal_class)**.
% 299.74/300.47 151388[0:SpR:102583.0,33407.0] || -> equal(intersection(intersection(power_class(u),union(v,complement(union(w,x)))),union(complement(power_class(u)),intersection(complement(v),union(w,x)))),null_class)**.
% 299.74/300.47 151986[4:Res:148334.1,102607.0] || equal(intersection(complement(u),power_class(complement(union(v,w)))),universal_class) member(regular(composition_function),union(u,image(element_relation,union(v,w))))* -> .
% 299.74/300.47 151985[4:Res:148335.1,102607.0] || subclass(universal_class,intersection(complement(u),power_class(complement(union(v,w)))))* member(regular(composition_function),union(u,image(element_relation,union(v,w)))) -> .
% 299.74/300.47 151984[4:Res:145289.1,102607.0] || equal(intersection(complement(u),power_class(complement(union(v,w)))),universal_class) member(regular(domain_relation),union(u,image(element_relation,union(v,w))))* -> .
% 299.74/300.47 151983[2:Res:145290.1,102607.0] || subclass(universal_class,intersection(complement(u),power_class(complement(union(v,w)))))* member(regular(domain_relation),union(u,image(element_relation,union(v,w)))) -> .
% 299.74/300.47 151948[6:Res:32575.1,102607.0] || equal(intersection(complement(u),power_class(complement(union(v,w)))),singleton(null_class)) member(null_class,union(u,image(element_relation,union(v,w))))* -> .
% 299.74/300.47 151947[6:Res:32644.1,102607.0] || equal(intersection(complement(u),power_class(complement(union(v,w)))),successor(null_class)) member(null_class,union(u,image(element_relation,union(v,w))))* -> .
% 299.74/300.47 151936[0:Res:406.1,102607.0] || subclass(universal_class,intersection(complement(u),power_class(complement(union(v,w)))))* member(singleton(x),union(u,image(element_relation,union(v,w))))* -> .
% 299.74/300.47 151935[4:Res:27910.1,102607.0] || equal(intersection(complement(u),power_class(complement(union(v,w)))),universal_class) member(singleton(x),union(u,image(element_relation,union(v,w))))* -> .
% 299.74/300.47 151929[4:Res:11057.1,102607.0] || equal(intersection(complement(u),power_class(complement(union(v,w)))),cantor(xf)) member(x__dfg,union(u,image(element_relation,union(v,w))))* -> .
% 299.74/300.47 152061[4:Rew:28748.0,151879.1] || equal(null_class,u) member(v,power_class(complement(union(w,x)))) member(v,union(u,image(element_relation,union(w,x))))* -> .
% 299.74/300.47 152463[4:SpR:102667.0,59945.0] || -> subclass(complement(successor(intersection(union(u,complement(power_class(v))),union(w,x)))),union(intersection(complement(u),power_class(v)),complement(union(w,x))))*.
% 299.74/300.47 152462[4:SpR:102667.0,95322.0] || -> subclass(complement(successor(union(intersection(complement(u),power_class(v)),complement(union(w,x))))),intersection(union(u,complement(power_class(v))),union(w,x)))*.
% 299.74/300.47 152435[4:SpR:102667.0,33570.0] || -> equal(symmetric_difference(intersection(union(u,complement(power_class(v))),union(w,x)),union(intersection(complement(u),power_class(v)),complement(union(w,x)))),universal_class)**.
% 299.74/300.47 152434[4:SpR:102667.0,33519.0] || -> equal(union(intersection(union(u,complement(power_class(v))),union(w,x)),union(intersection(complement(u),power_class(v)),complement(union(w,x)))),universal_class)**.
% 299.74/300.47 152433[0:SpR:102667.0,33407.0] || -> equal(intersection(intersection(union(u,complement(power_class(v))),union(w,x)),union(intersection(complement(u),power_class(v)),complement(union(w,x)))),null_class)**.
% 299.74/300.47 152924[4:SpR:102668.0,59945.0] || -> subclass(complement(successor(intersection(union(complement(power_class(u)),v),union(w,x)))),union(intersection(power_class(u),complement(v)),complement(union(w,x))))*.
% 299.74/300.47 152923[4:SpR:102668.0,95322.0] || -> subclass(complement(successor(union(intersection(power_class(u),complement(v)),complement(union(w,x))))),intersection(union(complement(power_class(u)),v),union(w,x)))*.
% 299.74/300.47 152896[4:SpR:102668.0,33570.0] || -> equal(symmetric_difference(intersection(union(complement(power_class(u)),v),union(w,x)),union(intersection(power_class(u),complement(v)),complement(union(w,x)))),universal_class)**.
% 299.74/300.47 152895[4:SpR:102668.0,33519.0] || -> equal(union(intersection(union(complement(power_class(u)),v),union(w,x)),union(intersection(power_class(u),complement(v)),complement(union(w,x)))),universal_class)**.
% 299.74/300.47 152894[0:SpR:102668.0,33407.0] || -> equal(intersection(intersection(union(complement(power_class(u)),v),union(w,x)),union(intersection(power_class(u),complement(v)),complement(union(w,x)))),null_class)**.
% 299.74/300.47 153401[4:SpR:102866.0,59945.0] || -> subclass(complement(successor(intersection(union(u,complement(union(v,w))),power_class(x)))),union(intersection(complement(u),union(v,w)),complement(power_class(x))))*.
% 299.74/300.47 153400[4:SpR:102866.0,95322.0] || -> subclass(complement(successor(union(intersection(complement(u),union(v,w)),complement(power_class(x))))),intersection(union(u,complement(union(v,w))),power_class(x)))*.
% 299.74/300.47 153373[4:SpR:102866.0,33570.0] || -> equal(symmetric_difference(intersection(union(u,complement(union(v,w))),power_class(x)),union(intersection(complement(u),union(v,w)),complement(power_class(x)))),universal_class)**.
% 299.74/300.47 153372[4:SpR:102866.0,33519.0] || -> equal(union(intersection(union(u,complement(union(v,w))),power_class(x)),union(intersection(complement(u),union(v,w)),complement(power_class(x)))),universal_class)**.
% 299.74/300.47 153371[0:SpR:102866.0,33407.0] || -> equal(intersection(intersection(union(u,complement(union(v,w))),power_class(x)),union(intersection(complement(u),union(v,w)),complement(power_class(x)))),null_class)**.
% 299.74/300.47 153797[4:Res:144482.0,3479.0] || subclass(power_class(complement(power_class(universal_class))),u) -> equal(regular(image(element_relation,power_class(universal_class))),null_class) member(regular(regular(image(element_relation,power_class(universal_class)))),u)*.
% 299.74/300.47 153818[4:Res:144770.0,3479.0] || subclass(power_class(complement(power_class(null_class))),u) -> equal(regular(image(element_relation,power_class(null_class))),null_class) member(regular(regular(image(element_relation,power_class(null_class)))),u)*.
% 299.74/300.47 154006[4:Res:148334.1,102909.0] || equal(intersection(power_class(complement(union(u,v))),complement(w)),universal_class) member(regular(composition_function),union(image(element_relation,union(u,v)),w))* -> .
% 299.74/300.47 154005[4:Res:148335.1,102909.0] || subclass(universal_class,intersection(power_class(complement(union(u,v))),complement(w)))* member(regular(composition_function),union(image(element_relation,union(u,v)),w)) -> .
% 299.74/300.47 154004[4:Res:145289.1,102909.0] || equal(intersection(power_class(complement(union(u,v))),complement(w)),universal_class) member(regular(domain_relation),union(image(element_relation,union(u,v)),w))* -> .
% 299.74/300.47 154003[2:Res:145290.1,102909.0] || subclass(universal_class,intersection(power_class(complement(union(u,v))),complement(w)))* member(regular(domain_relation),union(image(element_relation,union(u,v)),w)) -> .
% 299.74/300.47 153968[6:Res:32575.1,102909.0] || equal(intersection(power_class(complement(union(u,v))),complement(w)),singleton(null_class)) member(null_class,union(image(element_relation,union(u,v)),w))* -> .
% 299.74/300.47 153967[6:Res:32644.1,102909.0] || equal(intersection(power_class(complement(union(u,v))),complement(w)),successor(null_class)) member(null_class,union(image(element_relation,union(u,v)),w))* -> .
% 299.74/300.47 153956[0:Res:406.1,102909.0] || subclass(universal_class,intersection(power_class(complement(union(u,v))),complement(w)))* member(singleton(x),union(image(element_relation,union(u,v)),w))* -> .
% 299.74/300.47 153955[4:Res:27910.1,102909.0] || equal(intersection(power_class(complement(union(u,v))),complement(w)),universal_class) member(singleton(x),union(image(element_relation,union(u,v)),w))* -> .
% 299.74/300.47 153949[4:Res:11057.1,102909.0] || equal(intersection(power_class(complement(union(u,v))),complement(w)),cantor(xf)) member(x__dfg,union(image(element_relation,union(u,v)),w))* -> .
% 299.74/300.47 154171[4:SpR:103019.0,59945.0] || -> subclass(complement(successor(intersection(power_class(u),union(complement(union(v,w)),x)))),union(complement(power_class(u)),intersection(union(v,w),complement(x))))*.
% 299.74/300.47 154170[4:SpR:103019.0,95322.0] || -> subclass(complement(successor(union(complement(power_class(u)),intersection(union(v,w),complement(x))))),intersection(power_class(u),union(complement(union(v,w)),x)))*.
% 299.74/300.47 154143[4:SpR:103019.0,33570.0] || -> equal(symmetric_difference(intersection(power_class(u),union(complement(union(v,w)),x)),union(complement(power_class(u)),intersection(union(v,w),complement(x)))),universal_class)**.
% 299.74/300.47 154142[4:SpR:103019.0,33519.0] || -> equal(union(intersection(power_class(u),union(complement(union(v,w)),x)),union(complement(power_class(u)),intersection(union(v,w),complement(x)))),universal_class)**.
% 299.74/300.47 154141[0:SpR:103019.0,33407.0] || -> equal(intersection(intersection(power_class(u),union(complement(union(v,w)),x)),union(complement(power_class(u)),intersection(union(v,w),complement(x)))),null_class)**.
% 299.74/300.47 154654[4:SpR:103205.0,59945.0] || -> subclass(complement(successor(intersection(union(complement(union(u,v)),w),power_class(x)))),union(intersection(union(u,v),complement(w)),complement(power_class(x))))*.
% 299.74/300.47 154653[4:SpR:103205.0,95322.0] || -> subclass(complement(successor(union(intersection(union(u,v),complement(w)),complement(power_class(x))))),intersection(union(complement(union(u,v)),w),power_class(x)))*.
% 299.74/300.47 154626[4:SpR:103205.0,33570.0] || -> equal(symmetric_difference(intersection(union(complement(union(u,v)),w),power_class(x)),union(intersection(union(u,v),complement(w)),complement(power_class(x)))),universal_class)**.
% 299.74/300.47 154625[4:SpR:103205.0,33519.0] || -> equal(union(intersection(union(complement(union(u,v)),w),power_class(x)),union(intersection(union(u,v),complement(w)),complement(power_class(x)))),universal_class)**.
% 299.74/300.47 154624[0:SpR:103205.0,33407.0] || -> equal(intersection(intersection(union(complement(union(u,v)),w),power_class(x)),union(intersection(union(u,v),complement(w)),complement(power_class(x)))),null_class)**.
% 299.74/300.47 155100[4:SpR:103451.0,59945.0] || -> subclass(complement(successor(intersection(union(u,v),union(w,complement(power_class(x)))))),union(complement(union(u,v)),intersection(complement(w),power_class(x))))*.
% 299.74/300.47 155099[4:SpR:103451.0,95322.0] || -> subclass(complement(successor(union(complement(union(u,v)),intersection(complement(w),power_class(x))))),intersection(union(u,v),union(w,complement(power_class(x)))))*.
% 299.74/300.47 155072[4:SpR:103451.0,33570.0] || -> equal(symmetric_difference(intersection(union(u,v),union(w,complement(power_class(x)))),union(complement(union(u,v)),intersection(complement(w),power_class(x)))),universal_class)**.
% 299.74/300.47 155071[4:SpR:103451.0,33519.0] || -> equal(union(intersection(union(u,v),union(w,complement(power_class(x)))),union(complement(union(u,v)),intersection(complement(w),power_class(x)))),universal_class)**.
% 299.74/300.47 155070[0:SpR:103451.0,33407.0] || -> equal(intersection(intersection(union(u,v),union(w,complement(power_class(x)))),union(complement(union(u,v)),intersection(complement(w),power_class(x)))),null_class)**.
% 299.74/300.47 155860[4:SpR:103452.0,59945.0] || -> subclass(complement(successor(intersection(union(u,v),union(complement(power_class(w)),x)))),union(complement(union(u,v)),intersection(power_class(w),complement(x))))*.
% 299.74/300.47 155859[4:SpR:103452.0,95322.0] || -> subclass(complement(successor(union(complement(union(u,v)),intersection(power_class(w),complement(x))))),intersection(union(u,v),union(complement(power_class(w)),x)))*.
% 299.74/300.47 155832[4:SpR:103452.0,33570.0] || -> equal(symmetric_difference(intersection(union(u,v),union(complement(power_class(w)),x)),union(complement(union(u,v)),intersection(power_class(w),complement(x)))),universal_class)**.
% 299.74/300.47 155831[4:SpR:103452.0,33519.0] || -> equal(union(intersection(union(u,v),union(complement(power_class(w)),x)),union(complement(union(u,v)),intersection(power_class(w),complement(x)))),universal_class)**.
% 299.74/300.47 155830[0:SpR:103452.0,33407.0] || -> equal(intersection(intersection(union(u,v),union(complement(power_class(w)),x)),union(complement(union(u,v)),intersection(power_class(w),complement(x)))),null_class)**.
% 299.74/300.47 156747[4:SpR:104283.0,59945.0] || -> subclass(complement(successor(intersection(union(u,v),power_class(complement(union(w,x)))))),union(complement(union(u,v)),image(element_relation,union(w,x))))*.
% 299.74/300.47 156746[4:SpR:104283.0,95322.0] || -> subclass(complement(successor(union(complement(union(u,v)),image(element_relation,union(w,x))))),intersection(union(u,v),power_class(complement(union(w,x)))))*.
% 299.74/300.47 156719[4:SpR:104283.0,33570.0] || -> equal(symmetric_difference(intersection(union(u,v),power_class(complement(union(w,x)))),union(complement(union(u,v)),image(element_relation,union(w,x)))),universal_class)**.
% 299.74/300.47 156718[4:SpR:104283.0,33519.0] || -> equal(union(intersection(union(u,v),power_class(complement(union(w,x)))),union(complement(union(u,v)),image(element_relation,union(w,x)))),universal_class)**.
% 299.74/300.47 156717[0:SpR:104283.0,33407.0] || -> equal(intersection(intersection(union(u,v),power_class(complement(union(w,x)))),union(complement(union(u,v)),image(element_relation,union(w,x)))),null_class)**.
% 299.74/300.47 157576[4:SpR:104284.0,59945.0] || -> subclass(complement(successor(intersection(power_class(complement(union(u,v))),union(w,x)))),union(image(element_relation,union(u,v)),complement(union(w,x))))*.
% 299.74/300.47 157575[4:SpR:104284.0,95322.0] || -> subclass(complement(successor(union(image(element_relation,union(u,v)),complement(union(w,x))))),intersection(power_class(complement(union(u,v))),union(w,x)))*.
% 299.74/300.47 157548[4:SpR:104284.0,33570.0] || -> equal(symmetric_difference(intersection(power_class(complement(union(u,v))),union(w,x)),union(image(element_relation,union(u,v)),complement(union(w,x)))),universal_class)**.
% 299.74/300.47 157547[4:SpR:104284.0,33519.0] || -> equal(union(intersection(power_class(complement(union(u,v))),union(w,x)),union(image(element_relation,union(u,v)),complement(union(w,x)))),universal_class)**.
% 299.74/300.47 157546[0:SpR:104284.0,33407.0] || -> equal(intersection(intersection(power_class(complement(union(u,v))),union(w,x)),union(image(element_relation,union(u,v)),complement(union(w,x)))),null_class)**.
% 299.74/300.47 158252[0:Rew:25457.1,158149.2] || equal(complement(union(u,v)),universal_class) member(not_subclass_element(power_class(universal_class),w),image(element_relation,union(u,v)))* -> subclass(power_class(universal_class),w).
% 299.74/300.47 158253[4:Rew:63899.1,158141.2] || equal(successor(union(u,v)),null_class) member(not_subclass_element(power_class(universal_class),w),image(element_relation,union(u,v)))* -> subclass(power_class(universal_class),w).
% 299.74/300.47 158458[4:Res:9363.2,50055.1] || member(u,union(complement(v),complement(w)))* member(u,union(v,w)) equal(symmetric_difference(complement(v),complement(w)),null_class) -> .
% 299.74/300.47 158445[4:Res:9363.2,137098.0] || member(symmetric_difference(complement(u),complement(v)),union(complement(u),complement(v)))* member(symmetric_difference(complement(u),complement(v)),union(u,v)) -> .
% 299.74/300.47 159567[4:Res:82661.0,3479.0] || subclass(complement(sum_class(range_of(null_class))),u) -> equal(complement(successor(apply(null_class,v))),null_class) member(regular(complement(successor(apply(null_class,v)))),u)*.
% 299.74/300.47 160157[4:Res:82728.0,3479.0] || subclass(complement(apply(null_class,u)),v)* -> equal(complement(successor(sum_class(range_of(null_class)))),null_class) member(regular(complement(successor(sum_class(range_of(null_class))))),v)*.
% 299.74/300.47 161820[6:Res:32575.1,11968.1] || equal(unordered_pair(u,v),singleton(null_class)) member(null_class,u) -> equal(regular(unordered_pair(u,v)),v)** equal(unordered_pair(u,v),null_class).
% 299.74/300.47 161801[4:Res:11057.1,11968.1] || equal(unordered_pair(u,v),cantor(xf)) member(x__dfg,u) -> equal(regular(unordered_pair(u,v)),v)** equal(unordered_pair(u,v),null_class).
% 299.74/300.47 161951[6:Res:32575.1,11969.1] || equal(unordered_pair(u,v),singleton(null_class)) member(null_class,v) -> equal(regular(unordered_pair(u,v)),u)** equal(unordered_pair(u,v),null_class).
% 299.74/300.47 161932[4:Res:11057.1,11969.1] || equal(unordered_pair(u,v),cantor(xf)) member(x__dfg,v) -> equal(regular(unordered_pair(u,v)),u)** equal(unordered_pair(u,v),null_class).
% 299.74/300.47 162159[6:SpR:161913.0,12468.3] || member(second(regular(element_relation)),universal_class) member(first(regular(element_relation)),second(regular(element_relation)))* subclass(element_relation,u) -> member(regular(element_relation),u)*.
% 299.74/300.47 162247[6:Rew:161913.0,162229.2] || equal(compose(u,first(regular(element_relation))),second(regular(element_relation)))** member(regular(element_relation),cross_product(universal_class,universal_class))* -> member(regular(element_relation),compose_class(u)).
% 299.74/300.47 162248[6:Rew:161913.0,162154.1] || -> equal(unordered_pair(first(regular(element_relation)),singleton(second(regular(element_relation)))),apply(choice,regular(element_relation)))** equal(apply(choice,regular(element_relation)),singleton(first(regular(element_relation)))).
% 299.74/300.47 162387[4:Res:60062.1,17392.2] || equal(complement(range_of(null_class)),universal_class) member(u,universal_class) member(null_class,singleton(u))* -> member(u,cantor(successor_relation))* inductive(singleton(u)).
% 299.74/300.47 162386[4:Res:64963.1,17392.2] || equal(successor(range_of(null_class)),null_class) member(u,universal_class) member(null_class,singleton(u))* -> member(u,cantor(successor_relation))* inductive(singleton(u)).
% 299.74/300.47 162711[0:SpL:48063.0,3481.0] || subclass(u,symmetric_difference(complement(v),power_class(complement(power_class(w)))))* -> equal(u,null_class) member(regular(u),union(v,image(element_relation,power_class(w)))).
% 299.74/300.47 162656[0:SpR:80005.0,48063.0] || -> equal(intersection(union(image(element_relation,power_class(u)),v),union(complement(v),power_class(complement(power_class(u))))),symmetric_difference(complement(v),power_class(complement(power_class(u)))))**.
% 299.74/300.47 162638[0:SpR:80005.0,48063.0] || -> equal(intersection(union(u,image(element_relation,power_class(v))),union(power_class(complement(power_class(v))),complement(u))),symmetric_difference(complement(u),power_class(complement(power_class(v)))))**.
% 299.74/300.47 162495[0:SpR:48063.0,90326.0] || -> equal(intersection(union(u,image(element_relation,power_class(v))),symmetric_difference(complement(u),power_class(complement(power_class(v))))),symmetric_difference(complement(u),power_class(complement(power_class(v)))))**.
% 299.74/300.47 163186[0:SpL:48279.0,3481.0] || subclass(u,symmetric_difference(power_class(complement(power_class(v))),complement(w)))* -> equal(u,null_class) member(regular(u),union(image(element_relation,power_class(v)),w)).
% 299.74/300.47 162963[0:SpR:48279.0,90326.0] || -> equal(intersection(union(image(element_relation,power_class(u)),v),symmetric_difference(power_class(complement(power_class(u))),complement(v))),symmetric_difference(power_class(complement(power_class(u))),complement(v)))**.
% 299.74/300.47 163452[0:SpL:75578.0,13090.1] || member(intersection(u,complement(v)),universal_class) member(apply(choice,intersection(complement(v),u)),v)* -> equal(intersection(u,complement(v)),null_class).
% 299.74/300.47 163658[0:SpL:75578.0,13288.1] || member(intersection(complement(u),v),universal_class) member(apply(choice,intersection(v,complement(u))),u)* -> equal(intersection(complement(u),v),null_class).
% 299.74/300.47 163860[0:SpL:75578.0,887.0] || member(regular(complement(intersection(u,v))),u)* member(regular(complement(intersection(v,u))),v)* -> equal(complement(intersection(v,u)),null_class).
% 299.74/300.47 164200[4:Res:12960.4,64986.1] || member(u,universal_class)* member(v,universal_class)* equal(successor(v),u)* subclass(successor_relation,w)* equal(successor(w),null_class) -> .
% 299.74/300.47 164194[0:Res:12960.4,725.1] || member(u,universal_class)* member(v,universal_class)* equal(successor(v),u)* subclass(successor_relation,w) subclass(universal_class,complement(w))* -> .
% 299.74/300.47 164167[0:Res:12960.4,18.0] || member(u,universal_class)* member(v,universal_class)* equal(successor(v),u)* subclass(successor_relation,cross_product(w,x))* -> member(u,x)*.
% 299.74/300.47 164166[0:Res:12960.4,17.0] || member(u,universal_class)* member(v,universal_class)* equal(successor(v),u)* subclass(successor_relation,cross_product(w,x))* -> member(v,w)*.
% 299.74/300.47 164224[0:MRR:164183.0,138.0] || member(u,universal_class) equal(successor(u),singleton(singleton(singleton(v)))) subclass(successor_relation,composition_function) -> equal(compose(u,singleton(v)),v)**.
% 299.74/300.47 164225[0:MRR:164181.0,138.0] || member(u,universal_class) equal(successor(u),singleton(singleton(singleton(v)))) subclass(successor_relation,application_function) -> equal(apply(u,singleton(v)),v)**.
% 299.74/300.47 164228[4:MRR:164227.0,35099.1] || equal(cantor(u),successor(u)) subclass(successor_relation,v) member(u,universal_class)* subclass(domain_relation,regular(v))* -> equal(v,null_class).
% 299.74/300.47 164284[2:Obv:164278.1] || member(unordered_pair(first(regular(cross_product(u,v))),singleton(second(regular(cross_product(u,v))))),cross_product(u,v))* -> equal(cross_product(u,v),null_class).
% 299.74/300.47 164334[6:Res:162162.1,102909.0] || equal(intersection(power_class(complement(union(u,v))),complement(w)),universal_class) member(regular(element_relation),union(image(element_relation,union(u,v)),w))* -> .
% 299.74/300.47 164333[6:Res:162162.1,48198.0] || equal(intersection(union(complement(power_class(u)),v),complement(w)),universal_class) member(regular(element_relation),union(intersection(power_class(u),complement(v)),w))* -> .
% 299.74/300.47 164332[6:Res:162162.1,48009.0] || equal(intersection(union(u,complement(power_class(v))),complement(w)),universal_class) member(regular(element_relation),union(intersection(complement(u),power_class(v)),w))* -> .
% 299.74/300.47 164328[6:Res:162162.1,48038.0] || equal(intersection(complement(u),union(complement(power_class(v)),w)),universal_class) member(regular(element_relation),union(u,intersection(power_class(v),complement(w))))* -> .
% 299.74/300.47 164327[6:Res:162162.1,47989.0] || equal(intersection(complement(u),union(v,complement(power_class(w)))),universal_class) member(regular(element_relation),union(u,intersection(complement(v),power_class(w))))* -> .
% 299.74/300.47 164325[6:Res:162162.1,102607.0] || equal(intersection(complement(u),power_class(complement(union(v,w)))),universal_class) member(regular(element_relation),union(u,image(element_relation,union(v,w))))* -> .
% 299.74/300.47 164446[6:Res:162163.1,102909.0] || subclass(universal_class,intersection(power_class(complement(union(u,v))),complement(w)))* member(regular(element_relation),union(image(element_relation,union(u,v)),w)) -> .
% 299.74/300.47 164445[6:Res:162163.1,48198.0] || subclass(universal_class,intersection(union(complement(power_class(u)),v),complement(w)))* member(regular(element_relation),union(intersection(power_class(u),complement(v)),w)) -> .
% 299.74/300.47 164444[6:Res:162163.1,48009.0] || subclass(universal_class,intersection(union(u,complement(power_class(v))),complement(w)))* member(regular(element_relation),union(intersection(complement(u),power_class(v)),w)) -> .
% 299.74/300.47 164440[6:Res:162163.1,48038.0] || subclass(universal_class,intersection(complement(u),union(complement(power_class(v)),w)))* member(regular(element_relation),union(u,intersection(power_class(v),complement(w)))) -> .
% 299.74/300.47 164439[6:Res:162163.1,47989.0] || subclass(universal_class,intersection(complement(u),union(v,complement(power_class(w)))))* member(regular(element_relation),union(u,intersection(complement(v),power_class(w)))) -> .
% 299.74/300.47 164437[6:Res:162163.1,102607.0] || subclass(universal_class,intersection(complement(u),power_class(complement(union(v,w)))))* member(regular(element_relation),union(u,image(element_relation,union(v,w)))) -> .
% 299.74/300.47 164509[0:Res:19.2,14017.0] || member(u,universal_class) member(v,universal_class) subclass(composition_function,compose_class(w))* -> equal(compose(w,v),ordered_pair(u,compose(v,u)))*.
% 299.74/300.47 164506[4:SpL:19172.0,14017.0] || member(singleton(singleton(null_class)),cross_product(universal_class,universal_class))* subclass(composition_function,compose_class(u))* -> equal(compose(u,null_class),ordered_pair(universal_class,compose(null_class,universal_class)))*.
% 299.74/300.47 164523[0:MRR:164520.2,21.0] || member(u,universal_class) member(v,u) subclass(composition_function,compose_class(w))* -> equal(compose(w,v),ordered_pair(u,compose(v,u)))*.
% 299.74/300.47 164573[0:Res:19.2,13988.0] || member(u,universal_class) member(v,universal_class) subclass(composition_function,singleton(w))* -> equal(ordered_pair(v,ordered_pair(u,compose(v,u))),w)*.
% 299.74/300.47 164570[4:SpL:19172.0,13988.0] || member(singleton(singleton(null_class)),cross_product(universal_class,universal_class)) subclass(composition_function,singleton(u))* -> equal(ordered_pair(null_class,ordered_pair(universal_class,compose(null_class,universal_class))),u)*.
% 299.74/300.47 164587[0:MRR:164584.2,21.0] || member(u,universal_class) member(v,u) subclass(composition_function,singleton(w))* -> equal(ordered_pair(v,ordered_pair(u,compose(v,u))),w)*.
% 299.74/300.47 164831[4:Rew:29733.0,164805.1] || member(union(u,u),universal_class) member(apply(choice,union(null_class,u)),union(null_class,complement(u)))* -> equal(union(u,u),null_class).
% 299.74/300.47 164832[4:Rew:74143.0,164802.1] || member(union(u,u),universal_class) member(apply(choice,union(u,null_class)),union(null_class,complement(u)))* -> equal(union(u,u),null_class).
% 299.74/300.47 164799[0:SpL:80005.0,103394.1] || member(union(u,v),universal_class) member(apply(choice,union(v,u)),complement(union(v,u)))* -> equal(union(u,v),null_class).
% 299.74/300.47 164836[4:Rew:36664.0,164789.1] || member(union(null_class,u),universal_class) member(apply(choice,union(u,u)),union(null_class,complement(u)))* -> equal(union(null_class,u),null_class).
% 299.74/300.47 164837[4:Rew:36664.0,164777.1] || member(union(u,null_class),universal_class) member(apply(choice,union(u,u)),union(null_class,complement(u)))* -> equal(union(u,null_class),null_class).
% 299.74/300.47 164772[0:SpL:106411.0,103394.1] || member(union(u,v),universal_class) member(apply(choice,union(u,v)),complement(union(v,u)))* -> equal(union(u,v),null_class).
% 299.74/300.47 164771[4:SpL:29733.0,103394.1] || member(union(null_class,u),universal_class) member(apply(choice,union(null_class,u)),union(null_class,complement(u)))* -> equal(union(null_class,u),null_class).
% 299.74/300.47 164770[4:SpL:74143.0,103394.1] || member(union(u,null_class),universal_class) member(apply(choice,union(u,null_class)),union(null_class,complement(u)))* -> equal(union(u,null_class),null_class).
% 299.74/300.47 164769[4:SpL:36664.0,103394.1] || member(union(u,u),universal_class) member(apply(choice,union(u,u)),union(null_class,complement(u)))* -> equal(union(u,u),null_class).
% 299.74/300.47 165116[0:SpR:75578.0,13089.3] || member(intersection(u,v),universal_class) subclass(v,w) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(v,u)),w)*.
% 299.74/300.47 165232[0:Obv:165196.4] || subclass(u,v) member(intersection(w,u),universal_class) subclass(intersection(w,u),complement(v))* -> equal(intersection(w,u),null_class).
% 299.74/300.47 165431[0:SpR:75578.0,13287.3] || member(intersection(u,v),universal_class) subclass(u,w) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(v,u)),w)*.
% 299.74/300.47 165538[4:Rew:42086.0,165424.2,42086.0,165424.0] || member(union(u,u),universal_class) subclass(u,v) -> equal(union(u,u),null_class) member(apply(choice,union(u,u)),v)*.
% 299.74/300.47 165539[4:Rew:77752.0,165423.2,77752.0,165423.0] || member(union(u,null_class),universal_class) subclass(u,v) -> equal(union(u,null_class),null_class) member(apply(choice,union(u,null_class)),v)*.
% 299.74/300.47 165548[0:Obv:165511.4] || subclass(u,v) member(intersection(u,w),universal_class) subclass(intersection(u,w),complement(v))* -> equal(intersection(u,w),null_class).
% 299.74/300.47 165732[4:MRR:165715.1,308.0] || subclass(domain_relation,flip(compose(u,v)))* -> member(ordered_pair(w,x),cantor(v))* member(cantor(ordered_pair(x,w)),image(u,range_of(null_class)))*.
% 299.74/300.47 165733[4:MRR:165714.1,308.0] || subclass(domain_relation,rotate(compose(u,v)))* -> member(ordered_pair(w,cantor(ordered_pair(x,w))),cantor(v))* member(x,image(u,range_of(null_class)))*.
% 299.74/300.47 165977[4:Res:9.1,18416.1] || equal(unordered_pair(u,v),domain_relation)** member(w,universal_class) -> equal(ordered_pair(w,cantor(w)),v)* equal(ordered_pair(w,cantor(w)),u)*.
% 299.74/300.47 166203[0:SpL:80005.0,48011.1] || member(u,universal_class) subclass(union(complement(power_class(v)),w),x)* -> member(u,intersection(complement(w),power_class(v)))* member(u,x)*.
% 299.74/300.47 166513[0:SpL:80005.0,48200.1] || member(u,universal_class) subclass(union(v,complement(power_class(w))),x)* -> member(u,intersection(power_class(w),complement(v)))* member(u,x)*.
% 299.74/300.47 166677[0:SpL:106411.0,102918.1] || member(u,universal_class) subclass(power_class(complement(union(v,w))),x)* -> member(u,image(element_relation,union(w,v)))* member(u,x)*.
% 299.74/300.47 166674[4:SpL:36664.0,102918.1] || member(u,universal_class) subclass(power_class(union(null_class,complement(v))),w)* -> member(u,image(element_relation,union(v,v)))* member(u,w)*.
% 299.74/300.47 166956[4:Res:13394.2,64986.1] || subclass(universal_class,complement(intersection(u,v))) member(unordered_pair(w,x),union(u,v))* equal(successor(symmetric_difference(u,v)),null_class) -> .
% 299.74/300.47 166939[0:Res:13394.2,671.1] || subclass(universal_class,complement(intersection(u,v))) member(unordered_pair(w,x),union(u,v))* subclass(universal_class,complement(symmetric_difference(u,v))) -> .
% 299.74/300.47 166919[0:SpR:80566.0,13394.2] || subclass(universal_class,complement(intersection(u,v))) member(unordered_pair(w,x),union(u,v)) -> member(unordered_pair(w,x),symmetric_difference(v,u))*.
% 299.74/300.47 167208[0:Res:9.1,7890.0] || equal(cross_product(u,v),w)* -> subclass(w,x) equal(ordered_pair(first(not_subclass_element(w,x)),second(not_subclass_element(w,x))),not_subclass_element(w,x))**.
% 299.74/300.47 167738[0:SpL:75578.0,12416.1] || member(u,union(v,w)) member(u,complement(intersection(w,v)))* subclass(symmetric_difference(v,w),x)* -> member(u,x)*.
% 299.74/300.47 168235[0:Res:1052.1,78949.0] || equal(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),universal_class)** -> member(null_class,complement(symmetric_difference(cross_product(u,v),w))).
% 299.74/300.47 168224[0:Res:435.1,78949.0] || equal(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),universal_class)** -> member(omega,complement(symmetric_difference(cross_product(u,v),w))).
% 299.74/300.47 168216[0:Res:440.1,78949.0] || equal(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),universal_class)** -> member(x__dfg,complement(symmetric_difference(cross_product(u,v),w))).
% 299.74/300.47 168204[0:SpL:80005.0,78949.0] || member(u,symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))))* -> member(u,complement(symmetric_difference(cross_product(w,x),v))).
% 299.74/300.47 168535[0:Res:1052.1,79442.0] || equal(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),universal_class)** -> member(null_class,complement(symmetric_difference(u,cross_product(v,w)))).
% 299.74/300.47 168524[0:Res:435.1,79442.0] || equal(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),universal_class)** -> member(omega,complement(symmetric_difference(u,cross_product(v,w)))).
% 299.74/300.47 168516[0:Res:440.1,79442.0] || equal(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),universal_class)** -> member(x__dfg,complement(symmetric_difference(u,cross_product(v,w)))).
% 299.74/300.47 168505[0:SpL:80005.0,79442.0] || member(u,symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))))* -> member(u,complement(symmetric_difference(x,cross_product(v,w)))).
% 299.74/300.47 169009[4:MRR:169008.1,23545.0] || -> equal(regular(ordered_pair(u,universal_class)),singleton(u)) equal(symmetric_difference(ordered_pair(u,universal_class),unordered_pair(u,null_class)),union(ordered_pair(u,universal_class),unordered_pair(u,null_class)))**.
% 299.74/300.47 169443[4:MRR:169442.1,23545.0] || -> equal(unordered_pair(u,singleton(v)),regular(ordered_pair(u,v))) equal(symmetric_difference(singleton(u),ordered_pair(u,v)),union(singleton(u),ordered_pair(u,v)))**.
% 299.74/300.47 170678[0:MRR:170653.0,170653.1,308.0,17.1] || equal(ordered_pair(u,compose(v,u)),successor(v))** member(ordered_pair(v,u),cross_product(universal_class,universal_class))* subclass(composition_function,complement(successor_relation)) -> .
% 299.74/300.47 171734[2:MRR:171733.0,308.0] || subclass(domain_relation,union(u,complement(union(v,complement(power_class(w)))))) -> member(ordered_pair(null_class,null_class),union(u,intersection(complement(v),power_class(w))))*.
% 299.74/300.47 171736[0:MRR:171735.0,308.0] || subclass(universal_class,union(u,complement(union(v,complement(power_class(w)))))) -> member(ordered_pair(x,y),union(u,intersection(complement(v),power_class(w))))*.
% 299.74/300.47 171738[5:MRR:171737.0,21244.0] || subclass(universal_class,union(u,complement(union(v,complement(power_class(w)))))) -> member(sum_class(range_of(null_class)),union(u,intersection(complement(v),power_class(w))))*.
% 299.74/300.47 171740[5:MRR:171739.0,21244.0] || equal(union(u,complement(union(v,complement(power_class(w))))),universal_class) -> member(sum_class(range_of(null_class)),union(u,intersection(complement(v),power_class(w))))*.
% 299.74/300.47 171742[0:MRR:171741.0,14.0] || subclass(universal_class,union(u,complement(union(v,complement(power_class(w)))))) -> member(unordered_pair(x,y),union(u,intersection(complement(v),power_class(w))))*.
% 299.74/300.47 171744[5:MRR:171743.0,21239.0] || subclass(universal_class,union(u,complement(union(v,complement(power_class(w)))))) -> member(apply(null_class,x),union(u,intersection(complement(v),power_class(w))))*.
% 299.74/300.47 171746[5:MRR:171745.0,21239.0] || equal(union(u,complement(union(v,complement(power_class(w))))),universal_class) -> member(apply(null_class,x),union(u,intersection(complement(v),power_class(w))))*.
% 299.74/300.47 172527[2:MRR:172526.0,308.0] || subclass(domain_relation,union(complement(union(u,complement(power_class(v)))),w)) -> member(ordered_pair(null_class,null_class),union(intersection(complement(u),power_class(v)),w))*.
% 299.74/300.47 172529[0:MRR:172528.0,308.0] || subclass(universal_class,union(complement(union(u,complement(power_class(v)))),w)) -> member(ordered_pair(x,y),union(intersection(complement(u),power_class(v)),w))*.
% 299.74/300.47 172531[5:MRR:172530.0,21244.0] || subclass(universal_class,union(complement(union(u,complement(power_class(v)))),w)) -> member(sum_class(range_of(null_class)),union(intersection(complement(u),power_class(v)),w))*.
% 299.74/300.47 172533[5:MRR:172532.0,21244.0] || equal(union(complement(union(u,complement(power_class(v)))),w),universal_class) -> member(sum_class(range_of(null_class)),union(intersection(complement(u),power_class(v)),w))*.
% 299.74/300.47 172535[0:MRR:172534.0,14.0] || subclass(universal_class,union(complement(union(u,complement(power_class(v)))),w)) -> member(unordered_pair(x,y),union(intersection(complement(u),power_class(v)),w))*.
% 299.74/300.47 172537[5:MRR:172536.0,21239.0] || subclass(universal_class,union(complement(union(u,complement(power_class(v)))),w)) -> member(apply(null_class,x),union(intersection(complement(u),power_class(v)),w))*.
% 299.74/300.47 172539[5:MRR:172538.0,21239.0] || equal(union(complement(union(u,complement(power_class(v)))),w),universal_class) -> member(apply(null_class,x),union(intersection(complement(u),power_class(v)),w))*.
% 299.74/300.47 173082[2:MRR:173081.0,308.0] || subclass(domain_relation,union(u,complement(union(complement(power_class(v)),w)))) -> member(ordered_pair(null_class,null_class),union(u,intersection(power_class(v),complement(w))))*.
% 299.74/300.47 173084[0:MRR:173083.0,308.0] || subclass(universal_class,union(u,complement(union(complement(power_class(v)),w)))) -> member(ordered_pair(x,y),union(u,intersection(power_class(v),complement(w))))*.
% 299.74/300.47 173086[5:MRR:173085.0,21244.0] || subclass(universal_class,union(u,complement(union(complement(power_class(v)),w)))) -> member(sum_class(range_of(null_class)),union(u,intersection(power_class(v),complement(w))))*.
% 299.74/300.47 173088[5:MRR:173087.0,21244.0] || equal(union(u,complement(union(complement(power_class(v)),w))),universal_class) -> member(sum_class(range_of(null_class)),union(u,intersection(power_class(v),complement(w))))*.
% 299.74/300.47 173090[0:MRR:173089.0,14.0] || subclass(universal_class,union(u,complement(union(complement(power_class(v)),w)))) -> member(unordered_pair(x,y),union(u,intersection(power_class(v),complement(w))))*.
% 299.74/300.47 173092[5:MRR:173091.0,21239.0] || subclass(universal_class,union(u,complement(union(complement(power_class(v)),w)))) -> member(apply(null_class,x),union(u,intersection(power_class(v),complement(w))))*.
% 299.74/300.47 173094[5:MRR:173093.0,21239.0] || equal(union(u,complement(union(complement(power_class(v)),w))),universal_class) -> member(apply(null_class,x),union(u,intersection(power_class(v),complement(w))))*.
% 299.74/300.47 3141[0:Res:184.1,11.0] || -> equal(intersection(u,unordered_pair(v,w)),null_class) equal(regular(intersection(u,unordered_pair(v,w))),w)** equal(regular(intersection(u,unordered_pair(v,w))),v)**.
% 299.74/300.47 3313[0:Res:192.1,11.0] || -> equal(intersection(unordered_pair(u,v),w),null_class) equal(regular(intersection(unordered_pair(u,v),w)),v)** equal(regular(intersection(unordered_pair(u,v),w)),u)**.
% 299.74/300.47 7835[0:Res:73.2,270.0] || member(restrict(u,v,w),universal_class) -> equal(restrict(u,v,w),null_class) member(apply(choice,restrict(u,v,w)),cross_product(v,w))*.
% 299.74/300.47 9990[0:Res:417.2,617.0] || subclass(u,ordered_pair(v,w))* -> subclass(u,x) equal(not_subclass_element(u,x),unordered_pair(v,singleton(w)))* equal(not_subclass_element(u,x),singleton(v)).
% 299.74/300.47 9980[0:Res:5.1,617.0] || -> subclass(ordered_pair(u,v),w) equal(not_subclass_element(ordered_pair(u,v),w),unordered_pair(u,singleton(v)))** equal(not_subclass_element(ordered_pair(u,v),w),singleton(u)).
% 299.74/300.47 12073[0:SpR:565.0,26.2] || member(u,union(v,cross_product(w,x))) member(u,complement(restrict(v,w,x))) -> member(u,symmetric_difference(v,cross_product(w,x)))*.
% 299.74/300.47 12239[0:SpR:566.0,26.2] || member(u,union(cross_product(v,w),x)) member(u,complement(restrict(x,v,w))) -> member(u,symmetric_difference(cross_product(v,w),x))*.
% 299.74/300.47 13402[0:Res:415.2,885.1] || subclass(u,complement(intersection(v,w)))* member(regular(u),union(v,w)) -> equal(u,null_class) member(regular(u),symmetric_difference(v,w)).
% 299.74/300.47 14402[0:Res:12497.1,937.0] || member(u,v)* -> equal(w,null_class) equal(ordered_pair(first(ordered_pair(u,regular(w))),second(ordered_pair(u,regular(w)))),ordered_pair(u,regular(w)))**.
% 299.74/300.47 14386[0:Res:308.0,937.0] || member(u,v)* -> equal(ordered_pair(first(ordered_pair(u,ordered_pair(w,x))),second(ordered_pair(u,ordered_pair(w,x)))),ordered_pair(u,ordered_pair(w,x)))**.
% 299.74/300.47 14383[0:Res:14.0,937.0] || member(u,v)* -> equal(ordered_pair(first(ordered_pair(u,unordered_pair(w,x))),second(ordered_pair(u,unordered_pair(w,x)))),ordered_pair(u,unordered_pair(w,x)))**.
% 299.74/300.47 14585[0:MRR:14545.0,12502.1] || member(not_subclass_element(u,intersection(v,complement(w))),v)* -> member(not_subclass_element(u,intersection(v,complement(w))),w)* subclass(u,intersection(v,complement(w))).
% 299.74/300.47 15110[0:SpL:826.1,18.0] || member(not_subclass_element(cross_product(u,v),w),cross_product(x,y))* -> subclass(cross_product(u,v),w) member(second(not_subclass_element(cross_product(u,v),w)),y).
% 299.74/300.47 15109[0:SpL:826.1,17.0] || member(not_subclass_element(cross_product(u,v),w),cross_product(x,y))* -> subclass(cross_product(u,v),w) member(first(not_subclass_element(cross_product(u,v),w)),x).
% 299.74/300.47 16251[2:Rew:7118.0,16247.2,7118.0,16247.1] || member(ordered_pair(u,regular(range_of(null_class))),cross_product(universal_class,universal_class))* -> equal(range_of(null_class),null_class) member(ordered_pair(u,regular(range_of(null_class))),compose(null_class,v))*.
% 299.74/300.47 19230[4:SpL:19166.0,62.0] || member(u,image(v,image(w,null_class))) member(ordered_pair(universal_class,u),cross_product(universal_class,universal_class))* -> member(ordered_pair(universal_class,u),compose(v,w))*.
% 299.74/300.47 21246[5:Res:21239.0,937.0] || member(u,v)* -> equal(ordered_pair(first(ordered_pair(u,apply(null_class,w))),second(ordered_pair(u,apply(null_class,w)))),ordered_pair(u,apply(null_class,w)))**.
% 299.74/300.47 21254[5:Res:21244.0,937.0] || member(u,v)* -> equal(ordered_pair(first(ordered_pair(u,sum_class(range_of(null_class)))),second(ordered_pair(u,sum_class(range_of(null_class))))),ordered_pair(u,sum_class(range_of(null_class))))**.
% 299.74/300.47 25010[0:Res:13341.2,885.1] || subclass(universal_class,complement(intersection(u,v)))* member(regular(w),union(u,v)) -> equal(w,null_class) member(regular(w),symmetric_difference(u,v))*.
% 299.74/300.47 28399[0:Res:283.1,6535.0] || -> equal(restrict(symmetric_difference(complement(u),complement(v)),w,x),null_class) member(regular(restrict(symmetric_difference(complement(u),complement(v)),w,x)),union(u,v))*.
% 299.74/300.47 31120[4:Rew:28759.0,29447.2,28759.0,29447.1] || -> equal(union(null_class,unordered_pair(u,v)),null_class) equal(regular(union(null_class,unordered_pair(u,v))),v)** equal(regular(union(null_class,unordered_pair(u,v))),u)**.
% 299.74/300.47 36904[0:Res:61.1,7882.1] || member(ordered_pair(u,not_subclass_element(v,w)),compose(x,y))* subclass(v,complement(image(x,image(y,singleton(u)))))* -> subclass(v,w).
% 299.74/300.47 36931[0:Obv:36881.2] || subclass(unordered_pair(u,v),complement(w))* member(v,w) -> equal(not_subclass_element(unordered_pair(u,v),x),u)** subclass(unordered_pair(u,v),x).
% 299.74/300.47 36932[0:Obv:36880.2] || subclass(unordered_pair(u,v),complement(w))* member(u,w) -> equal(not_subclass_element(unordered_pair(u,v),x),v)** subclass(unordered_pair(u,v),x).
% 299.74/300.47 38534[4:Res:431.1,17395.0] || subclass(ordered_pair(u,v),cantor(regular(cross_product(singleton(unordered_pair(u,singleton(v))),universal_class))))* -> equal(cross_product(singleton(unordered_pair(u,singleton(v))),universal_class),null_class).
% 299.74/300.47 40343[9:SpL:40295.1,39541.1] one_to_one(u) function(v) || subclass(range_of(v),cantor(universal_class)) equal(cantor(cantor(w)),universal_class) -> compatible(v,w,inverse(u))*.
% 299.74/300.47 40452[9:SpL:40368.1,1000.1] one_to_one(u) || member(ordered_pair(inverse(u),v),compose(w,x))* subclass(image(w,image(x,null_class)),y)* -> member(v,y)*.
% 299.74/300.47 41041[4:Res:1040.2,40266.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,successor(null_class)) -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),singleton(null_class))*.
% 299.74/300.47 41409[2:Res:36356.0,936.2] || member(u,v) member(w,x) -> equal(singleton(cross_product(x,v)),null_class) member(ordered_pair(w,u),complement(singleton(cross_product(x,v))))*.
% 299.74/300.47 41978[0:Res:3143.2,11.0] || subclass(u,unordered_pair(v,w))* -> equal(intersection(x,u),null_class) equal(regular(intersection(x,u)),w)* equal(regular(intersection(x,u)),v)*.
% 299.74/300.47 42521[0:Res:3145.1,270.0] || -> equal(intersection(u,intersection(restrict(v,w,x),y)),null_class) member(regular(intersection(u,intersection(restrict(v,w,x),y))),cross_product(w,x))*.
% 299.74/300.47 42605[0:Rew:566.0,42475.0] || -> equal(intersection(u,symmetric_difference(cross_product(v,w),x)),null_class) member(regular(intersection(u,symmetric_difference(cross_product(v,w),x))),complement(restrict(x,v,w)))*.
% 299.74/300.47 42606[0:Rew:565.0,42474.0] || -> equal(intersection(u,symmetric_difference(v,cross_product(w,x))),null_class) member(regular(intersection(u,symmetric_difference(v,cross_product(w,x)))),complement(restrict(v,w,x)))*.
% 299.74/300.47 43117[0:Res:3146.1,270.0] || -> equal(intersection(u,intersection(v,restrict(w,x,y))),null_class) member(regular(intersection(u,intersection(v,restrict(w,x,y)))),cross_product(x,y))*.
% 299.74/300.47 43438[0:Res:3315.2,11.0] || subclass(u,unordered_pair(v,w))* -> equal(intersection(u,x),null_class) equal(regular(intersection(u,x)),w)* equal(regular(intersection(u,x)),v)*.
% 299.74/300.47 43514[0:Rew:566.0,43409.1] || subclass(complement(restrict(u,v,w)),x) -> equal(symmetric_difference(cross_product(v,w),u),null_class) member(regular(symmetric_difference(cross_product(v,w),u)),x)*.
% 299.74/300.47 43515[0:Rew:565.0,43408.1] || subclass(complement(restrict(u,v,w)),x) -> equal(symmetric_difference(u,cross_product(v,w)),null_class) member(regular(symmetric_difference(u,cross_product(v,w))),x)*.
% 299.74/300.47 43949[0:Res:3317.1,270.0] || -> equal(intersection(intersection(restrict(u,v,w),x),y),null_class) member(regular(intersection(intersection(restrict(u,v,w),x),y)),cross_product(v,w))*.
% 299.74/300.47 44040[0:Rew:566.0,43900.0] || -> equal(intersection(symmetric_difference(cross_product(u,v),w),x),null_class) member(regular(intersection(symmetric_difference(cross_product(u,v),w),x)),complement(restrict(w,u,v)))*.
% 299.74/300.47 44041[0:Rew:565.0,43899.0] || -> equal(intersection(symmetric_difference(u,cross_product(v,w)),x),null_class) member(regular(intersection(symmetric_difference(u,cross_product(v,w)),x)),complement(restrict(u,v,w)))*.
% 299.74/300.47 44484[0:Res:3318.1,270.0] || -> equal(intersection(intersection(u,restrict(v,w,x)),y),null_class) member(regular(intersection(intersection(u,restrict(v,w,x)),y)),cross_product(w,x))*.
% 299.74/300.47 46123[4:Rew:28759.0,46067.1,28759.0,46067.0] || member(not_subclass_element(intersection(u,union(null_class,intersection(v,w))),x),symmetric_difference(v,w))* -> subclass(intersection(u,union(null_class,intersection(v,w))),x).
% 299.74/300.47 46499[4:Rew:28759.0,46433.1,28759.0,46433.0] || member(not_subclass_element(intersection(union(null_class,intersection(u,v)),w),x),symmetric_difference(u,v))* -> subclass(intersection(union(null_class,intersection(u,v)),w),x).
% 299.74/300.47 46941[0:Res:3143.2,6525.0] || subclass(u,symmetric_difference(v,cross_product(w,x))) -> equal(intersection(y,u),null_class) member(regular(intersection(y,u)),complement(restrict(v,w,x)))*.
% 299.74/300.47 46940[0:Res:3315.2,6525.0] || subclass(u,symmetric_difference(v,cross_product(w,x))) -> equal(intersection(u,y),null_class) member(regular(intersection(u,y)),complement(restrict(v,w,x)))*.
% 299.74/300.47 46937[4:Res:30316.0,6525.0] || -> equal(union(null_class,symmetric_difference(u,cross_product(v,w))),null_class) member(regular(union(null_class,symmetric_difference(u,cross_product(v,w)))),complement(restrict(u,v,w)))*.
% 299.74/300.47 46928[4:Res:17399.1,6525.0] || subclass(domain_relation,flip(symmetric_difference(u,cross_product(v,w)))) -> member(ordered_pair(ordered_pair(x,y),cantor(ordered_pair(y,x))),complement(restrict(u,v,w)))*.
% 299.74/300.47 46927[4:Res:17398.1,6525.0] || subclass(domain_relation,rotate(symmetric_difference(u,cross_product(v,w)))) -> member(ordered_pair(ordered_pair(x,cantor(ordered_pair(y,x))),y),complement(restrict(u,v,w)))*.
% 299.74/300.47 47123[0:Res:3143.2,6526.0] || subclass(u,symmetric_difference(cross_product(v,w),x)) -> equal(intersection(y,u),null_class) member(regular(intersection(y,u)),complement(restrict(x,v,w)))*.
% 299.74/300.47 47122[0:Res:3315.2,6526.0] || subclass(u,symmetric_difference(cross_product(v,w),x)) -> equal(intersection(u,y),null_class) member(regular(intersection(u,y)),complement(restrict(x,v,w)))*.
% 299.74/300.47 47119[4:Res:30316.0,6526.0] || -> equal(union(null_class,symmetric_difference(cross_product(u,v),w)),null_class) member(regular(union(null_class,symmetric_difference(cross_product(u,v),w))),complement(restrict(w,u,v)))*.
% 299.74/300.47 47110[4:Res:17399.1,6526.0] || subclass(domain_relation,flip(symmetric_difference(cross_product(u,v),w))) -> member(ordered_pair(ordered_pair(x,y),cantor(ordered_pair(y,x))),complement(restrict(w,u,v)))*.
% 299.74/300.47 47109[4:Res:17398.1,6526.0] || subclass(domain_relation,rotate(symmetric_difference(cross_product(u,v),w))) -> member(ordered_pair(ordered_pair(x,cantor(ordered_pair(y,x))),y),complement(restrict(w,u,v)))*.
% 299.74/300.47 47369[0:Obv:47269.1] || member(not_subclass_element(symmetric_difference(u,v),intersection(w,complement(intersection(u,v)))),w)* -> subclass(symmetric_difference(u,v),intersection(w,complement(intersection(u,v)))).
% 299.74/300.47 47835[0:SpR:45.0,5957.2] || member(inverse(restrict(u,v,universal_class)),universal_class) subclass(domain_relation,w) -> member(ordered_pair(inverse(restrict(u,v,universal_class)),image(u,v)),w)*.
% 299.74/300.47 48034[0:Rew:47963.0,38871.2] function(u) || member(v,universal_class) subclass(universal_class,power_class(complement(power_class(w)))) member(image(u,v),image(element_relation,power_class(w)))* -> .
% 299.74/300.47 48068[0:Rew:47963.0,38857.1] || member(u,universal_class) subclass(u,power_class(complement(power_class(v)))) member(apply(choice,u),image(element_relation,power_class(v)))* -> equal(u,null_class).
% 299.74/300.47 48081[0:Rew:47963.0,47864.1] || member(inverse(u),universal_class) subclass(domain_relation,power_class(complement(power_class(v)))) member(ordered_pair(inverse(u),range_of(u)),image(element_relation,power_class(v)))* -> .
% 299.74/300.47 48185[0:Rew:47963.0,13379.1] || member(u,union(power_class(v),complement(w))) member(u,union(complement(power_class(v)),w)) -> member(u,symmetric_difference(power_class(v),complement(w)))*.
% 299.74/300.47 48197[0:Rew:47963.0,9903.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),w),complement(x)))* member(u,union(intersection(power_class(v),complement(w)),x)).
% 299.74/300.47 48936[0:Rew:47963.0,48349.1] || member(regular(restrict(power_class(complement(power_class(u))),v,w)),image(element_relation,power_class(u)))* -> equal(restrict(power_class(complement(power_class(u))),v,w),null_class).
% 299.74/300.47 50252[0:Res:283.1,47968.0] || member(regular(restrict(image(element_relation,power_class(u)),v,w)),power_class(complement(power_class(u))))* -> equal(restrict(image(element_relation,power_class(u)),v,w),null_class).
% 299.74/300.47 50248[0:Res:5957.2,47968.0] || member(inverse(u),universal_class) subclass(domain_relation,image(element_relation,power_class(v))) member(ordered_pair(inverse(u),range_of(u)),power_class(complement(power_class(v))))* -> .
% 299.74/300.47 50238[0:Res:494.3,47968.0] || member(u,universal_class) subclass(u,image(element_relation,power_class(v))) member(apply(choice,u),power_class(complement(power_class(v))))* -> equal(u,null_class).
% 299.74/300.47 51264[0:Rew:50323.0,50421.1] || subclass(union(complement(power_class(universal_class)),u),symmetric_difference(power_class(universal_class),complement(u)))* -> equal(symmetric_difference(power_class(universal_class),complement(u)),union(complement(power_class(universal_class)),u)).
% 299.74/300.47 51266[4:Rew:50325.0,50622.1] || subclass(union(complement(power_class(null_class)),u),symmetric_difference(power_class(null_class),complement(u)))* -> equal(symmetric_difference(power_class(null_class),complement(u)),union(complement(power_class(null_class)),u)).
% 299.74/300.47 51472[0:SpR:49204.0,569.0] || -> equal(intersection(union(power_class(complement(power_class(u))),v),union(image(element_relation,power_class(u)),complement(v))),symmetric_difference(complement(power_class(complement(power_class(u)))),complement(v)))**.
% 299.74/300.47 51663[0:SpR:49205.0,569.0] || -> equal(intersection(union(u,power_class(complement(power_class(v)))),union(complement(u),image(element_relation,power_class(v)))),symmetric_difference(complement(u),complement(power_class(complement(power_class(v))))))**.
% 299.74/300.47 51907[0:Res:3143.2,47999.0] || subclass(u,symmetric_difference(complement(v),power_class(w))) -> equal(intersection(x,u),null_class) member(regular(intersection(x,u)),union(v,complement(power_class(w))))*.
% 299.74/300.47 51906[0:Res:3315.2,47999.0] || subclass(u,symmetric_difference(complement(v),power_class(w))) -> equal(intersection(u,x),null_class) member(regular(intersection(u,x)),union(v,complement(power_class(w))))*.
% 299.74/300.47 51903[4:Res:30316.0,47999.0] || -> equal(union(null_class,symmetric_difference(complement(u),power_class(v))),null_class) member(regular(union(null_class,symmetric_difference(complement(u),power_class(v)))),union(u,complement(power_class(v))))*.
% 299.74/300.47 51893[4:Res:17399.1,47999.0] || subclass(domain_relation,flip(symmetric_difference(complement(u),power_class(v)))) -> member(ordered_pair(ordered_pair(w,x),cantor(ordered_pair(x,w))),union(u,complement(power_class(v))))*.
% 299.74/300.47 51892[4:Res:17398.1,47999.0] || subclass(domain_relation,rotate(symmetric_difference(complement(u),power_class(v)))) -> member(ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),x),union(u,complement(power_class(v))))*.
% 299.74/300.47 51884[0:Res:184.1,47999.0] || -> equal(intersection(u,symmetric_difference(complement(v),power_class(w))),null_class) member(regular(intersection(u,symmetric_difference(complement(v),power_class(w)))),union(v,complement(power_class(w))))*.
% 299.74/300.47 51856[0:Res:192.1,47999.0] || -> equal(intersection(symmetric_difference(complement(u),power_class(v)),w),null_class) member(regular(intersection(symmetric_difference(complement(u),power_class(v)),w)),union(u,complement(power_class(v))))*.
% 299.74/300.47 52022[0:Res:3143.2,48188.0] || subclass(u,symmetric_difference(power_class(v),complement(w))) -> equal(intersection(x,u),null_class) member(regular(intersection(x,u)),union(complement(power_class(v)),w))*.
% 299.74/300.47 52021[0:Res:3315.2,48188.0] || subclass(u,symmetric_difference(power_class(v),complement(w))) -> equal(intersection(u,x),null_class) member(regular(intersection(u,x)),union(complement(power_class(v)),w))*.
% 299.74/300.47 52018[4:Res:30316.0,48188.0] || -> equal(union(null_class,symmetric_difference(power_class(u),complement(v))),null_class) member(regular(union(null_class,symmetric_difference(power_class(u),complement(v)))),union(complement(power_class(u)),v))*.
% 299.74/300.47 52008[4:Res:17399.1,48188.0] || subclass(domain_relation,flip(symmetric_difference(power_class(u),complement(v)))) -> member(ordered_pair(ordered_pair(w,x),cantor(ordered_pair(x,w))),union(complement(power_class(u)),v))*.
% 299.74/300.47 52007[4:Res:17398.1,48188.0] || subclass(domain_relation,rotate(symmetric_difference(power_class(u),complement(v)))) -> member(ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),x),union(complement(power_class(u)),v))*.
% 299.74/300.47 51999[0:Res:184.1,48188.0] || -> equal(intersection(u,symmetric_difference(power_class(v),complement(w))),null_class) member(regular(intersection(u,symmetric_difference(power_class(v),complement(w)))),union(complement(power_class(v)),w))*.
% 299.74/300.47 51971[0:Res:192.1,48188.0] || -> equal(intersection(symmetric_difference(power_class(u),complement(v)),w),null_class) member(regular(intersection(symmetric_difference(power_class(u),complement(v)),w)),union(complement(power_class(u)),v))*.
% 299.74/300.47 54464[0:SpR:49205.0,6323.2] || member(u,universal_class) subclass(universal_class,symmetric_difference(v,complement(power_class(complement(power_class(w))))))* -> member(sum_class(u),union(v,image(element_relation,power_class(w))))*.
% 299.74/300.47 54447[0:SpR:49204.0,6323.2] || member(u,universal_class) subclass(universal_class,symmetric_difference(complement(power_class(complement(power_class(v)))),w))* -> member(sum_class(u),union(image(element_relation,power_class(v)),w))*.
% 299.74/300.47 54925[0:SpR:49205.0,6382.2] || member(u,universal_class) subclass(universal_class,symmetric_difference(v,complement(power_class(complement(power_class(w))))))* -> member(power_class(u),union(v,image(element_relation,power_class(w))))*.
% 299.74/300.47 54908[0:SpR:49204.0,6382.2] || member(u,universal_class) subclass(universal_class,symmetric_difference(complement(power_class(complement(power_class(v)))),w))* -> member(power_class(u),union(image(element_relation,power_class(v)),w))*.
% 299.74/300.47 55012[2:Obv:54990.3] || equal(u,v) subclass(w,v) member(regular(w),unordered_pair(v,u))* -> equal(w,null_class) equal(unordered_pair(v,u),null_class).
% 299.74/300.47 55641[4:Res:17312.2,47998.0] || member(u,universal_class) subclass(domain_relation,intersection(complement(v),power_class(w))) member(ordered_pair(u,cantor(u)),union(v,complement(power_class(w))))* -> .
% 299.74/300.47 55594[0:SpL:47973.0,47998.0] || member(u,intersection(union(complement(power_class(v)),w),power_class(x))) member(u,union(intersection(power_class(v),complement(w)),complement(power_class(x))))* -> .
% 299.74/300.47 55593[0:SpL:47967.0,47998.0] || member(u,intersection(union(v,complement(power_class(w))),power_class(x))) member(u,union(intersection(complement(v),power_class(w)),complement(power_class(x))))* -> .
% 299.74/300.47 55788[4:Res:17312.2,48187.0] || member(u,universal_class) subclass(domain_relation,intersection(power_class(v),complement(w))) member(ordered_pair(u,cantor(u)),union(complement(power_class(v)),w))* -> .
% 299.74/300.47 55736[0:SpL:47973.0,48187.0] || member(u,intersection(power_class(v),union(complement(power_class(w)),x))) member(u,union(complement(power_class(v)),intersection(power_class(w),complement(x))))* -> .
% 299.74/300.47 55735[0:SpL:47967.0,48187.0] || member(u,intersection(power_class(v),union(w,complement(power_class(x))))) member(u,union(complement(power_class(v)),intersection(complement(w),power_class(x))))* -> .
% 299.74/300.47 55942[0:Res:3539.1,8686.2] || member(not_subclass_element(symmetric_difference(u,v),w),complement(v))* member(not_subclass_element(symmetric_difference(u,v),w),complement(u))* -> subclass(symmetric_difference(u,v),w).
% 299.74/300.47 55908[0:Res:417.2,8686.2] || subclass(u,union(v,w))* member(not_subclass_element(u,x),complement(w))* member(not_subclass_element(u,x),complement(v))* -> subclass(u,x).
% 299.74/300.47 55884[0:Res:5.1,8686.2] || member(not_subclass_element(union(u,v),w),complement(v))* member(not_subclass_element(union(u,v),w),complement(u))* -> subclass(union(u,v),w).
% 299.74/300.47 57126[0:Res:6563.2,47968.0] || subclass(u,image(element_relation,power_class(v))) member(not_subclass_element(intersection(w,u),x),power_class(complement(power_class(v))))* -> subclass(intersection(w,u),x).
% 299.74/300.47 57663[0:Res:6565.1,6547.1] || member(not_subclass_element(intersection(u,intersection(intersection(v,w),x)),y),symmetric_difference(v,w))* -> subclass(intersection(u,intersection(intersection(v,w),x)),y).
% 299.74/300.47 57662[4:Res:6565.1,10130.1] || member(not_subclass_element(intersection(u,intersection(complement(compose(element_relation,universal_class)),v)),w),element_relation)* -> subclass(intersection(u,intersection(complement(compose(element_relation,universal_class)),v)),w).
% 299.74/300.47 57770[0:Rew:9395.0,57616.0] || -> subclass(intersection(u,symmetric_difference(complement(v),complement(singleton(v)))),w) member(not_subclass_element(intersection(u,symmetric_difference(complement(v),complement(singleton(v)))),w),successor(v))*.
% 299.74/300.47 57999[4:Res:57812.0,7841.0] || -> equal(intersection(u,union(null_class,restrict(v,w,x))),null_class) member(regular(intersection(u,union(null_class,restrict(v,w,x)))),cross_product(w,x))*.
% 299.74/300.47 57991[4:Res:57812.0,10201.0] || member(not_subclass_element(intersection(u,union(null_class,complement(compose(element_relation,universal_class)))),v),element_relation)* -> subclass(intersection(u,union(null_class,complement(compose(element_relation,universal_class)))),v).
% 299.74/300.47 58198[0:Res:6566.1,6547.1] || member(not_subclass_element(intersection(u,intersection(v,intersection(w,x))),y),symmetric_difference(w,x))* -> subclass(intersection(u,intersection(v,intersection(w,x))),y).
% 299.74/300.47 58197[4:Res:6566.1,10130.1] || member(not_subclass_element(intersection(u,intersection(v,complement(compose(element_relation,universal_class)))),w),element_relation)* -> subclass(intersection(u,intersection(v,complement(compose(element_relation,universal_class)))),w).
% 299.74/300.47 58551[0:Res:7755.2,47968.0] || subclass(u,image(element_relation,power_class(v))) member(not_subclass_element(intersection(u,w),x),power_class(complement(power_class(v))))* -> subclass(intersection(u,w),x).
% 299.74/300.47 58645[0:Rew:9395.0,58504.1] || subclass(successor(u),v) -> subclass(symmetric_difference(complement(u),complement(singleton(u))),w) member(not_subclass_element(symmetric_difference(complement(u),complement(singleton(u))),w),v)*.
% 299.74/300.47 58763[4:Res:57960.0,7729.0] || member(regular(restrict(union(null_class,regular(u)),v,w)),u)* -> equal(restrict(union(null_class,regular(u)),v,w),null_class) equal(u,null_class).
% 299.74/300.47 58762[4:Res:57960.0,3483.0] || -> equal(restrict(union(null_class,restrict(u,v,w)),x,y),null_class) member(regular(restrict(union(null_class,restrict(u,v,w)),x,y)),u)*.
% 299.74/300.47 58820[2:Res:57780.0,7729.0] || member(regular(intersection(u,restrict(regular(v),w,x))),v)* -> equal(intersection(u,restrict(regular(v),w,x)),null_class) equal(v,null_class).
% 299.74/300.47 58819[0:Res:57780.0,3483.0] || -> equal(intersection(u,restrict(restrict(v,w,x),y,z)),null_class) member(regular(intersection(u,restrict(restrict(v,w,x),y,z))),v)*.
% 299.74/300.47 58914[2:Res:57833.0,7729.0] || member(regular(restrict(intersection(regular(u),v),w,x)),u)* -> equal(restrict(intersection(regular(u),v),w,x),null_class) equal(u,null_class).
% 299.74/300.47 58913[0:Res:57833.0,3483.0] || -> equal(restrict(intersection(restrict(u,v,w),x),y,z),null_class) member(regular(restrict(intersection(restrict(u,v,w),x),y,z)),u)*.
% 299.74/300.47 59031[0:Res:7758.1,6547.1] || member(not_subclass_element(intersection(intersection(intersection(u,v),w),x),y),symmetric_difference(u,v))* -> subclass(intersection(intersection(intersection(u,v),w),x),y).
% 299.74/300.47 59030[4:Res:7758.1,10130.1] || member(not_subclass_element(intersection(intersection(complement(compose(element_relation,universal_class)),u),v),w),element_relation)* -> subclass(intersection(intersection(complement(compose(element_relation,universal_class)),u),v),w).
% 299.74/300.47 59140[0:Rew:9395.0,58982.0] || -> subclass(intersection(symmetric_difference(complement(u),complement(singleton(u))),v),w) member(not_subclass_element(intersection(symmetric_difference(complement(u),complement(singleton(u))),v),w),successor(u))*.
% 299.74/300.47 59400[0:Res:7759.1,6547.1] || member(not_subclass_element(intersection(intersection(u,intersection(v,w)),x),y),symmetric_difference(v,w))* -> subclass(intersection(intersection(u,intersection(v,w)),x),y).
% 299.74/300.47 59399[4:Res:7759.1,10130.1] || member(not_subclass_element(intersection(intersection(u,complement(compose(element_relation,universal_class))),v),w),element_relation)* -> subclass(intersection(intersection(u,complement(compose(element_relation,universal_class))),v),w).
% 299.74/300.47 59595[4:Res:59182.0,7841.0] || -> equal(intersection(union(null_class,restrict(u,v,w)),x),null_class) member(regular(intersection(union(null_class,restrict(u,v,w)),x)),cross_product(v,w))*.
% 299.74/300.47 59587[4:Res:59182.0,10201.0] || member(not_subclass_element(intersection(union(null_class,complement(compose(element_relation,universal_class))),u),v),element_relation)* -> subclass(intersection(union(null_class,complement(compose(element_relation,universal_class))),u),v).
% 299.74/300.47 59903[4:Res:59213.0,7841.0] || -> equal(union(null_class,intersection(restrict(u,v,w),x)),null_class) member(regular(union(null_class,intersection(restrict(u,v,w),x))),cross_product(v,w))*.
% 299.74/300.47 59895[4:Res:59213.0,10201.0] || member(not_subclass_element(union(null_class,intersection(complement(compose(element_relation,universal_class)),u)),v),element_relation)* -> subclass(union(null_class,intersection(complement(compose(element_relation,universal_class)),u)),v).
% 299.74/300.47 60301[0:Res:7893.2,8686.2] || subclass(u,symmetric_difference(v,w))* member(not_subclass_element(u,x),complement(w))* member(not_subclass_element(u,x),complement(v))* -> subclass(u,x).
% 299.74/300.47 60285[0:SpR:49205.0,7893.2] || subclass(u,symmetric_difference(v,complement(power_class(complement(power_class(w)))))) -> subclass(u,x) member(not_subclass_element(u,x),union(v,image(element_relation,power_class(w))))*.
% 299.74/300.47 60267[0:SpR:49204.0,7893.2] || subclass(u,symmetric_difference(complement(power_class(complement(power_class(v)))),w)) -> subclass(u,x) member(not_subclass_element(u,x),union(image(element_relation,power_class(v)),w))*.
% 299.74/300.47 60348[0:Obv:60306.2] || subclass(u,symmetric_difference(v,w)) member(not_subclass_element(u,intersection(x,union(v,w))),x)* -> subclass(u,intersection(x,union(v,w))).
% 299.74/300.47 60958[4:Res:60803.0,7841.0] || -> equal(union(null_class,intersection(u,restrict(v,w,x))),null_class) member(regular(union(null_class,intersection(u,restrict(v,w,x)))),cross_product(w,x))*.
% 299.74/300.47 60950[4:Res:60803.0,10201.0] || member(not_subclass_element(union(null_class,intersection(u,complement(compose(element_relation,universal_class)))),v),element_relation)* -> subclass(union(null_class,intersection(u,complement(compose(element_relation,universal_class)))),v).
% 299.74/300.47 62092[4:SpL:41644.0,48840.0] || member(regular(power_class(complement(power_class(union(u,u))))),image(element_relation,power_class(union(u,u))))* -> equal(power_class(complement(power_class(union(null_class,u)))),null_class).
% 299.74/300.47 62091[4:SpL:41644.0,48840.0] || member(regular(power_class(complement(power_class(union(null_class,u))))),image(element_relation,power_class(union(null_class,u))))* -> equal(power_class(complement(power_class(union(u,u)))),null_class).
% 299.74/300.47 62609[4:Res:59822.0,7729.0] || member(regular(union(null_class,restrict(regular(u),v,w))),u)* -> equal(union(null_class,restrict(regular(u),v,w)),null_class) equal(u,null_class).
% 299.74/300.47 62608[4:Res:59822.0,3483.0] || -> equal(union(null_class,restrict(restrict(u,v,w),x,y)),null_class) member(regular(union(null_class,restrict(restrict(u,v,w),x,y))),u)*.
% 299.74/300.47 62728[4:SpL:48835.0,13510.1] || equal(intersection(power_class(u),power_class(complement(power_class(v)))),cantor(xf)) equal(union(complement(power_class(u)),image(element_relation,power_class(v))),cantor(xf))** -> .
% 299.74/300.47 62677[0:SpR:48835.0,28.2] || member(u,universal_class) -> member(u,intersection(power_class(v),power_class(complement(power_class(w))))) member(u,union(complement(power_class(v)),image(element_relation,power_class(w))))*.
% 299.74/300.47 62962[2:Res:58368.0,7729.0] || member(regular(restrict(intersection(u,regular(v)),w,x)),v)* -> equal(restrict(intersection(u,regular(v)),w,x),null_class) equal(v,null_class).
% 299.74/300.47 62961[0:Res:58368.0,3483.0] || -> equal(restrict(intersection(u,restrict(v,w,x)),y,z),null_class) member(regular(restrict(intersection(u,restrict(v,w,x)),y,z)),v)*.
% 299.74/300.47 63047[2:Res:59150.0,7729.0] || member(regular(intersection(restrict(regular(u),v,w),x)),u)* -> equal(intersection(restrict(regular(u),v,w),x),null_class) equal(u,null_class).
% 299.74/300.47 63046[0:Res:59150.0,3483.0] || -> equal(intersection(restrict(restrict(u,v,w),x,y),z),null_class) member(regular(intersection(restrict(restrict(u,v,w),x,y),z)),u)*.
% 299.74/300.47 63187[4:SpL:48838.0,13510.1] || equal(intersection(power_class(complement(power_class(u))),power_class(v)),cantor(xf)) equal(union(image(element_relation,power_class(u)),complement(power_class(v))),cantor(xf))** -> .
% 299.74/300.47 63135[0:SpR:48838.0,28.2] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),power_class(w))) member(u,union(image(element_relation,power_class(v)),complement(power_class(w))))*.
% 299.74/300.47 64488[2:Rew:11940.2,64487.2] || equal(u,v) member(regular(intersection(v,w)),unordered_pair(v,u))* -> equal(intersection(v,w),null_class) equal(unordered_pair(v,u),null_class).
% 299.74/300.47 64494[4:MRR:64445.0,12497.1] || -> equal(apply(u,regular(intersection(regular(cantor(u)),v))),sum_class(range_of(null_class)))** equal(intersection(regular(cantor(u)),v),null_class) equal(cantor(u),null_class).
% 299.74/300.47 64495[2:MRR:64443.0,12497.1] || -> member(regular(intersection(regular(union(u,v)),w)),complement(u))* equal(intersection(regular(union(u,v)),w),null_class) equal(union(u,v),null_class).
% 299.74/300.47 64496[2:MRR:64442.0,12497.1] || -> member(regular(intersection(regular(union(u,v)),w)),complement(v))* equal(intersection(regular(union(u,v)),w),null_class) equal(union(u,v),null_class).
% 299.74/300.47 65168[2:Rew:11940.2,65167.2] || equal(u,v) member(regular(intersection(w,v)),unordered_pair(v,u))* -> equal(intersection(w,v),null_class) equal(unordered_pair(v,u),null_class).
% 299.74/300.47 65174[4:MRR:65127.0,12497.1] || -> equal(apply(u,regular(intersection(v,regular(cantor(u))))),sum_class(range_of(null_class)))** equal(intersection(v,regular(cantor(u))),null_class) equal(cantor(u),null_class).
% 299.74/300.47 65175[2:MRR:65125.0,12497.1] || -> member(regular(intersection(u,regular(union(v,w)))),complement(v))* equal(intersection(u,regular(union(v,w))),null_class) equal(union(v,w),null_class).
% 299.74/300.47 65176[2:MRR:65124.0,12497.1] || -> member(regular(intersection(u,regular(union(v,w)))),complement(w))* equal(intersection(u,regular(union(v,w))),null_class) equal(union(v,w),null_class).
% 299.74/300.47 65660[4:Rew:29733.0,65617.0] || -> equal(symmetric_difference(union(null_class,complement(u)),complement(v)),null_class) member(regular(symmetric_difference(union(null_class,complement(u)),complement(v))),union(union(null_class,u),v))*.
% 299.74/300.47 65661[4:Rew:36664.0,65616.0] || -> equal(symmetric_difference(union(null_class,complement(u)),complement(v)),null_class) member(regular(symmetric_difference(union(null_class,complement(u)),complement(v))),union(union(u,u),v))*.
% 299.74/300.47 65662[4:Rew:29733.0,65599.0] || -> equal(symmetric_difference(complement(u),union(null_class,complement(v))),null_class) member(regular(symmetric_difference(complement(u),union(null_class,complement(v)))),union(u,union(null_class,v)))*.
% 299.74/300.47 65663[4:Rew:36664.0,65598.0] || -> equal(symmetric_difference(complement(u),union(null_class,complement(v))),null_class) member(regular(symmetric_difference(complement(u),union(null_class,complement(v)))),union(u,union(v,v)))*.
% 299.74/300.47 67194[0:Rew:48104.0,67043.1] || subclass(union(u,complement(power_class(v))),w) -> equal(symmetric_difference(complement(u),power_class(v)),null_class) member(regular(symmetric_difference(complement(u),power_class(v))),w)*.
% 299.74/300.47 67442[0:Rew:48392.0,67292.1] || subclass(union(complement(power_class(u)),v),w) -> equal(symmetric_difference(power_class(u),complement(v)),null_class) member(regular(symmetric_difference(power_class(u),complement(v))),w)*.
% 299.74/300.47 68351[0:Res:12468.3,6535.0] || member(u,universal_class) member(v,u) subclass(element_relation,symmetric_difference(complement(w),complement(x)))* -> member(ordered_pair(v,u),union(w,x))*.
% 299.74/300.47 68414[0:MRR:68388.0,308.0] || member(xf,ordered_pair(x__dfg,u))* subclass(element_relation,cross_product(universal_class,cross_product(universal_class,universal_class))) -> member(ordered_pair(xf,ordered_pair(x__dfg,apply(xf,x__dfg))),application_function)*.
% 299.74/300.47 69191[4:SpL:29733.0,3106.0] || member(not_subclass_element(union(union(null_class,u),v),w),intersection(union(null_class,complement(u)),complement(v)))* -> subclass(union(union(null_class,u),v),w).
% 299.74/300.47 69190[4:SpL:36664.0,3106.0] || member(not_subclass_element(union(union(u,u),v),w),intersection(union(null_class,complement(u)),complement(v)))* -> subclass(union(union(u,u),v),w).
% 299.74/300.47 69173[4:SpL:29733.0,3106.0] || member(not_subclass_element(union(u,union(null_class,v)),w),intersection(complement(u),union(null_class,complement(v))))* -> subclass(union(u,union(null_class,v)),w).
% 299.74/300.47 69172[4:SpL:36664.0,3106.0] || member(not_subclass_element(union(u,union(v,v)),w),intersection(complement(u),union(null_class,complement(v))))* -> subclass(union(u,union(v,v)),w).
% 299.74/300.47 69380[0:Rew:69304.0,69366.1] || member(ordered_pair(u,not_subclass_element(v,image(w,range_of(null_class)))),compose(w,complement(cross_product(singleton(u),universal_class))))* -> subclass(v,image(w,range_of(null_class))).
% 299.74/300.47 69422[4:Res:1040.2,69345.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,cantor(complement(cross_product(singleton(ordered_pair(u,ordered_pair(v,compose(u,v)))),universal_class))))* -> .
% 299.74/300.47 69903[4:Res:1040.2,42116.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,union(null_class,w)) -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),w)*.
% 299.74/300.47 71413[2:Obv:71331.3] || member(u,v) subclass(unordered_pair(w,u),regular(x))* member(w,x) -> subclass(unordered_pair(w,u),v)* equal(x,null_class).
% 299.74/300.47 71414[2:Obv:71330.3] || member(u,v) subclass(unordered_pair(u,w),regular(x))* member(w,x) -> subclass(unordered_pair(u,w),v)* equal(x,null_class).
% 299.74/300.47 71415[4:MRR:71359.3,52701.1] || member(ordered_pair(u,not_subclass_element(v,w)),compose(x,y))* subclass(v,regular(image(x,image(y,singleton(u)))))* -> subclass(v,w).
% 299.74/300.47 71621[4:SpL:71468.1,1000.1] || equal(u,universal_class) member(ordered_pair(u,v),compose(w,x))* subclass(image(w,image(x,null_class)),y)* -> member(v,y)*.
% 299.74/300.47 72357[4:Res:3147.1,12473.0] || -> equal(intersection(u,restrict(apply(null_class,v),w,x)),null_class) member(regular(intersection(u,restrict(apply(null_class,v),w,x))),sum_class(range_of(null_class)))*.
% 299.74/300.47 72356[4:Res:3147.1,12472.0] || -> equal(intersection(u,restrict(apply(null_class,v),w,x)),null_class) member(regular(intersection(u,restrict(apply(null_class,v),w,x))),apply(null_class,y))*.
% 299.74/300.47 72355[4:Res:3147.1,12471.0] || -> equal(intersection(u,restrict(sum_class(range_of(null_class)),v,w)),null_class) member(regular(intersection(u,restrict(sum_class(range_of(null_class)),v,w))),apply(null_class,x))*.
% 299.74/300.47 72340[0:Res:3147.1,574.0] || -> equal(intersection(u,restrict(symmetric_difference(v,w),x,y)),null_class) member(regular(intersection(u,restrict(symmetric_difference(v,w),x,y))),union(v,w))*.
% 299.74/300.47 72303[0:SpR:277.0,3147.1] || -> equal(intersection(u,restrict(cross_product(v,w),x,y)),null_class) member(regular(intersection(u,restrict(cross_product(x,y),v,w))),cross_product(v,w))*.
% 299.74/300.47 72593[4:Res:3319.1,12473.0] || -> equal(intersection(restrict(apply(null_class,u),v,w),x),null_class) member(regular(intersection(restrict(apply(null_class,u),v,w),x)),sum_class(range_of(null_class)))*.
% 299.74/300.47 72592[4:Res:3319.1,12472.0] || -> equal(intersection(restrict(apply(null_class,u),v,w),x),null_class) member(regular(intersection(restrict(apply(null_class,u),v,w),x)),apply(null_class,y))*.
% 299.74/300.47 72591[4:Res:3319.1,12471.0] || -> equal(intersection(restrict(sum_class(range_of(null_class)),u,v),w),null_class) member(regular(intersection(restrict(sum_class(range_of(null_class)),u,v),w)),apply(null_class,x))*.
% 299.74/300.47 72576[0:Res:3319.1,574.0] || -> equal(intersection(restrict(symmetric_difference(u,v),w,x),y),null_class) member(regular(intersection(restrict(symmetric_difference(u,v),w,x),y)),union(u,v))*.
% 299.74/300.47 72538[0:SpR:277.0,3319.1] || -> equal(intersection(restrict(cross_product(u,v),w,x),y),null_class) member(regular(intersection(restrict(cross_product(w,x),u,v),y)),cross_product(u,v))*.
% 299.74/300.47 72999[0:Obv:72882.3] || member(u,intersection(v,w)) subclass(unordered_pair(x,u),w) member(x,v) -> subclass(unordered_pair(x,u),intersection(v,w))*.
% 299.74/300.47 73000[0:Obv:72881.3] || member(u,intersection(v,w)) subclass(unordered_pair(u,x),w) member(x,v) -> subclass(unordered_pair(u,x),intersection(v,w))*.
% 299.74/300.47 76582[4:Rew:74517.0,74826.1,74517.0,74826.0] || -> equal(intersection(union(null_class,apply(null_class,u)),v),null_class) member(regular(intersection(union(null_class,apply(null_class,u)),v)),union(null_class,apply(null_class,w)))*.
% 299.74/300.47 76583[4:Rew:74517.0,74827.1,74517.0,74827.0] || -> equal(intersection(u,union(null_class,apply(null_class,v))),null_class) member(regular(intersection(u,union(null_class,apply(null_class,v)))),union(null_class,apply(null_class,w)))*.
% 299.74/300.47 76584[4:Rew:74517.0,74853.1,74517.0,74853.0] || -> equal(intersection(union(null_class,sum_class(range_of(null_class))),u),null_class) member(regular(intersection(union(null_class,sum_class(range_of(null_class))),u)),union(null_class,apply(null_class,v)))*.
% 299.74/300.47 76585[4:Rew:74517.0,74854.1,74517.0,74854.1] || -> equal(intersection(u,union(null_class,apply(null_class,v))),null_class) member(regular(intersection(u,union(null_class,apply(null_class,v)))),union(null_class,sum_class(range_of(null_class))))*.
% 299.74/300.47 76586[4:Rew:74517.0,74855.1,74517.0,74855.0] || -> equal(intersection(u,union(null_class,sum_class(range_of(null_class)))),null_class) member(regular(intersection(u,union(null_class,sum_class(range_of(null_class))))),union(null_class,apply(null_class,v)))*.
% 299.74/300.47 76587[4:Rew:74517.0,74886.1,74517.0,74886.1] || -> equal(intersection(union(null_class,apply(null_class,u)),v),null_class) member(regular(intersection(union(null_class,apply(null_class,u)),v)),union(null_class,sum_class(range_of(null_class))))*.
% 299.74/300.47 75710[0:Rew:75578.0,51624.0] || -> equal(intersection(union(u,image(element_relation,power_class(v))),complement(intersection(u,complement(power_class(complement(power_class(v))))))),symmetric_difference(u,complement(power_class(complement(power_class(v))))))**.
% 299.74/300.47 75715[0:Rew:75578.0,51439.0] || -> equal(intersection(union(image(element_relation,power_class(u)),v),complement(intersection(complement(power_class(complement(power_class(u)))),v))),symmetric_difference(complement(power_class(complement(power_class(u)))),v))**.
% 299.74/300.47 79338[9:Res:77998.1,7841.0] function(restrict(u,v,w)) || -> equal(successor(restrict(u,v,w)),null_class) member(regular(successor(restrict(u,v,w))),cross_product(v,w))*.
% 299.74/300.47 79329[9:Res:77998.1,10201.0] function(complement(compose(element_relation,universal_class))) || member(not_subclass_element(successor(complement(compose(element_relation,universal_class))),u),element_relation)* -> subclass(successor(complement(compose(element_relation,universal_class))),u).
% 299.74/300.47 80068[4:Rew:80005.0,77653.0] || -> subclass(symmetric_difference(complement(symmetric_difference(u,v)),union(union(u,v),complement(intersection(u,v)))),complement(symmetric_difference(union(u,v),complement(intersection(u,v)))))*.
% 299.74/300.47 80227[4:Rew:80146.0,80075.1] || equal(symmetric_difference(u,v),null_class) -> equal(symmetric_difference(union(u,v),complement(intersection(u,v))),union(union(u,v),complement(intersection(u,v))))**.
% 299.74/300.47 80686[4:Rew:80566.0,80624.1] || subclass(union(u,complement(power_class(null_class))),symmetric_difference(power_class(null_class),complement(u)))* -> equal(symmetric_difference(power_class(null_class),complement(u)),union(u,complement(power_class(null_class)))).
% 299.74/300.47 80687[0:Rew:80566.0,80625.1] || subclass(union(u,complement(power_class(universal_class))),symmetric_difference(power_class(universal_class),complement(u)))* -> equal(symmetric_difference(power_class(universal_class),complement(u)),union(u,complement(power_class(universal_class)))).
% 299.74/300.47 82598[0:Obv:82553.1] || member(ordered_pair(u,v),compose(w,x)) -> member(y,unordered_pair(y,v))* subclass(unordered_pair(y,v),image(w,image(x,singleton(u))))*.
% 299.74/300.47 82928[4:Rew:80005.0,82748.0] || -> equal(intersection(union(power_class(u),complement(apply(null_class,v))),union(sum_class(range_of(null_class)),complement(power_class(u)))),symmetric_difference(power_class(u),complement(apply(null_class,v))))**.
% 299.74/300.47 82740[4:SpR:75151.0,9418.1] || -> equal(symmetric_difference(complement(u),complement(sum_class(range_of(null_class)))),null_class) member(regular(symmetric_difference(complement(u),complement(apply(null_class,v)))),union(u,sum_class(range_of(null_class))))*.
% 299.74/300.47 82729[4:SpR:75151.0,48104.0] || -> equal(intersection(union(sum_class(range_of(null_class)),complement(power_class(u))),union(complement(apply(null_class,v)),power_class(u))),symmetric_difference(complement(apply(null_class,v)),power_class(u)))**.
% 299.74/300.47 82699[4:SpR:75151.0,9418.1] || -> equal(symmetric_difference(complement(sum_class(range_of(null_class))),complement(u)),null_class) member(regular(symmetric_difference(complement(apply(null_class,v)),complement(u))),union(sum_class(range_of(null_class)),u))*.
% 299.74/300.47 82673[4:SpR:75151.0,9418.1] || -> equal(symmetric_difference(complement(u),complement(apply(null_class,v))),null_class) member(regular(symmetric_difference(complement(u),complement(sum_class(range_of(null_class))))),union(u,apply(null_class,v)))*.
% 299.74/300.47 82662[4:SpR:75151.0,48104.0] || -> equal(intersection(union(apply(null_class,u),complement(power_class(v))),union(complement(sum_class(range_of(null_class))),power_class(v))),symmetric_difference(complement(sum_class(range_of(null_class))),power_class(v)))**.
% 299.74/300.47 82632[4:SpR:75151.0,9418.1] || -> equal(symmetric_difference(complement(apply(null_class,u)),complement(v)),null_class) member(regular(symmetric_difference(complement(sum_class(range_of(null_class))),complement(v))),union(apply(null_class,u),v))*.
% 299.74/300.47 83031[0:Obv:82984.1] || member(ordered_pair(u,v),compose(w,x)) -> member(y,unordered_pair(v,y))* subclass(unordered_pair(v,y),image(w,image(x,singleton(u))))*.
% 299.74/300.47 83824[4:SpL:74143.0,3106.0] || member(not_subclass_element(union(u,union(v,null_class)),w),intersection(complement(u),union(null_class,complement(v))))* -> subclass(union(u,union(v,null_class)),w).
% 299.74/300.47 83798[4:SpL:74143.0,3106.0] || member(not_subclass_element(union(union(u,null_class),v),w),intersection(union(null_class,complement(u)),complement(v)))* -> subclass(union(union(u,null_class),v),w).
% 299.74/300.47 83905[4:Rew:74143.0,83759.0] || -> equal(symmetric_difference(complement(u),union(null_class,complement(v))),null_class) member(regular(symmetric_difference(complement(u),union(null_class,complement(v)))),union(u,union(v,null_class)))*.
% 299.74/300.47 83906[4:Rew:74143.0,83718.0] || -> equal(symmetric_difference(union(null_class,complement(u)),complement(v)),null_class) member(regular(symmetric_difference(union(null_class,complement(u)),complement(v))),union(union(u,null_class),v))*.
% 299.74/300.47 84138[4:SpR:75150.0,9418.1] || -> equal(symmetric_difference(complement(u),complement(apply(null_class,v))),null_class) member(regular(symmetric_difference(complement(u),complement(apply(null_class,w)))),union(u,apply(null_class,v)))*.
% 299.74/300.47 84127[4:SpR:75150.0,48104.0] || -> equal(intersection(union(apply(null_class,u),complement(power_class(v))),union(complement(apply(null_class,w)),power_class(v))),symmetric_difference(complement(apply(null_class,w)),power_class(v)))**.
% 299.74/300.47 84097[4:SpR:75150.0,9418.1] || -> equal(symmetric_difference(complement(apply(null_class,u)),complement(v)),null_class) member(regular(symmetric_difference(complement(apply(null_class,w)),complement(v))),union(apply(null_class,u),v))*.
% 299.74/300.47 84665[4:SpL:78724.0,48840.0] || member(regular(power_class(complement(power_class(union(null_class,u))))),image(element_relation,power_class(union(null_class,u))))* -> equal(power_class(complement(power_class(union(u,null_class)))),null_class).
% 299.74/300.47 84649[4:SpL:78724.0,48840.0] || member(regular(power_class(complement(power_class(union(u,null_class))))),image(element_relation,power_class(union(u,null_class))))* -> equal(power_class(complement(power_class(union(null_class,u)))),null_class).
% 299.74/300.47 85026[4:Rew:28759.0,84999.3] function(u) || member(image(u,v),symmetric_difference(w,x))* member(v,universal_class) subclass(universal_class,union(null_class,intersection(w,x)))* -> .
% 299.74/300.47 85102[4:Rew:28759.0,85075.2] || member(apply(choice,u),symmetric_difference(v,w)) member(u,universal_class) subclass(u,union(null_class,intersection(v,w)))* -> equal(u,null_class).
% 299.74/300.47 85127[0:MRR:85126.0,14.0] || subclass(unordered_pair(u,v),complement(w))* member(v,w) -> equal(apply(choice,unordered_pair(u,v)),u) equal(unordered_pair(u,v),null_class).
% 299.74/300.47 85129[0:MRR:85128.0,14.0] || subclass(unordered_pair(u,v),complement(w))* member(u,w) -> equal(apply(choice,unordered_pair(u,v)),v) equal(unordered_pair(u,v),null_class).
% 299.74/300.47 85347[4:Rew:75599.0,85275.1] || member(regular(union(null_class,symmetric_difference(u,v))),symmetric_difference(union(u,v),complement(intersection(u,v))))* -> equal(union(null_class,symmetric_difference(u,v)),null_class).
% 299.74/300.47 85551[0:SpL:47972.0,8690.0] || subclass(u,intersection(power_class(complement(power_class(v))),complement(w)))* member(regular(u),union(image(element_relation,power_class(v)),w)) -> equal(u,null_class).
% 299.74/300.47 85529[0:SpL:47972.0,8690.0] || subclass(u,intersection(complement(v),power_class(complement(power_class(w)))))* member(regular(u),union(v,image(element_relation,power_class(w)))) -> equal(u,null_class).
% 299.74/300.47 85814[2:Res:72136.0,617.0] || -> equal(singleton(complement(ordered_pair(u,v))),null_class)** equal(complement(ordered_pair(u,v)),unordered_pair(u,singleton(v))) equal(complement(ordered_pair(u,v)),singleton(u)).
% 299.74/300.47 85809[2:Res:72136.0,8686.2] || member(complement(union(u,v)),complement(v))* member(complement(union(u,v)),complement(u))* -> equal(singleton(complement(union(u,v))),null_class).
% 299.74/300.47 85798[2:Res:72136.0,20.0] || -> equal(singleton(complement(cross_product(u,v))),null_class) equal(ordered_pair(first(complement(cross_product(u,v))),second(complement(cross_product(u,v)))),complement(cross_product(u,v)))**.
% 299.74/300.47 86910[4:SpL:77754.0,48840.0] || member(regular(power_class(complement(power_class(union(u,null_class))))),image(element_relation,power_class(union(u,null_class))))* -> equal(power_class(complement(power_class(union(u,u)))),null_class).
% 299.74/300.47 86894[4:SpL:77754.0,48840.0] || member(regular(power_class(complement(power_class(union(u,u))))),image(element_relation,power_class(union(u,u))))* -> equal(power_class(complement(power_class(union(u,null_class)))),null_class).
% 299.74/300.47 87349[4:SpL:823.1,72139.0] || subclass(regular(cross_product(u,v)),unordered_pair(first(regular(cross_product(u,v))),singleton(second(regular(cross_product(u,v))))))* -> equal(cross_product(u,v),null_class).
% 299.74/300.47 87587[4:Res:1040.2,77882.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,union(w,null_class)) -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),w)*.
% 299.74/300.47 88026[9:Res:79114.1,7884.0] function(intersection(u,v)) || -> subclass(intersection(successor(intersection(u,v)),w),x) member(not_subclass_element(intersection(successor(intersection(u,v)),w),x),u)*.
% 299.74/300.47 88025[9:Res:79114.1,7885.0] function(intersection(u,v)) || -> subclass(intersection(successor(intersection(u,v)),w),x) member(not_subclass_element(intersection(successor(intersection(u,v)),w),x),v)*.
% 299.74/300.47 88081[9:Res:79218.1,7884.0] function(intersection(u,v)) || -> subclass(intersection(w,successor(intersection(u,v))),x) member(not_subclass_element(intersection(w,successor(intersection(u,v))),x),u)*.
% 299.74/300.47 88080[9:Res:79218.1,7885.0] function(intersection(u,v)) || -> subclass(intersection(w,successor(intersection(u,v))),x) member(not_subclass_element(intersection(w,successor(intersection(u,v))),x),v)*.
% 299.74/300.47 88225[0:SpR:80128.0,75585.0] || -> equal(intersection(union(power_class(u),complement(symmetric_difference(v,w))),union(complement(power_class(u)),symmetric_difference(w,v))),symmetric_difference(power_class(u),complement(symmetric_difference(v,w))))**.
% 299.74/300.47 88217[0:SpR:80128.0,9418.1] || -> equal(symmetric_difference(complement(u),complement(symmetric_difference(v,w))),null_class) member(regular(symmetric_difference(complement(u),complement(symmetric_difference(w,v)))),union(u,symmetric_difference(v,w)))*.
% 299.74/300.47 88205[0:SpR:80128.0,48104.0] || -> equal(intersection(union(symmetric_difference(u,v),complement(power_class(w))),union(complement(symmetric_difference(v,u)),power_class(w))),symmetric_difference(complement(symmetric_difference(v,u)),power_class(w)))**.
% 299.74/300.47 88175[0:SpR:80128.0,9418.1] || -> equal(symmetric_difference(complement(symmetric_difference(u,v)),complement(w)),null_class) member(regular(symmetric_difference(complement(symmetric_difference(v,u)),complement(w))),union(symmetric_difference(u,v),w))*.
% 299.74/300.47 90917[0:Res:57163.1,9800.1] || subclass(u,singleton(v))* member(intersection(w,u),universal_class) -> equal(intersection(w,u),null_class) equal(apply(choice,intersection(w,u)),v)*.
% 299.74/300.47 91484[0:SpR:47972.0,9215.1] || member(u,symmetric_difference(union(image(element_relation,power_class(v)),w),complement(x)))* -> member(u,union(intersection(power_class(complement(power_class(v))),complement(w)),x)).
% 299.74/300.47 91460[0:SpR:47972.0,9215.1] || member(u,symmetric_difference(union(v,image(element_relation,power_class(w))),complement(x)))* -> member(u,union(intersection(complement(v),power_class(complement(power_class(w)))),x)).
% 299.74/300.47 91789[4:Res:1040.2,58102.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,union(w,w))* -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),w)*.
% 299.74/300.47 92000[0:SpR:47972.0,9290.1] || member(u,symmetric_difference(complement(v),union(image(element_relation,power_class(w)),x)))* -> member(u,union(v,intersection(power_class(complement(power_class(w))),complement(x)))).
% 299.74/300.47 91976[0:SpR:47972.0,9290.1] || member(u,symmetric_difference(complement(v),union(w,image(element_relation,power_class(x)))))* -> member(u,union(v,intersection(complement(w),power_class(complement(power_class(x)))))).
% 299.74/300.47 92234[0:Res:58588.1,9800.1] || subclass(u,singleton(v))* member(intersection(u,w),universal_class) -> equal(intersection(u,w),null_class) equal(apply(choice,intersection(u,w)),v)*.
% 299.74/300.47 92528[2:Obv:92465.1] || subclass(symmetric_difference(complement(u),complement(v)),regular(union(u,v)))* -> subclass(symmetric_difference(complement(u),complement(v)),w)* equal(union(u,v),null_class).
% 299.74/300.47 92608[4:Res:92197.1,3477.0] || subclass(u,unordered_pair(v,w))* -> equal(union(null_class,u),null_class) equal(regular(union(null_class,u)),w) equal(regular(union(null_class,u)),v).
% 299.74/300.47 92599[4:Res:92197.1,9800.1] || subclass(u,singleton(v))* member(union(null_class,u),universal_class) -> equal(union(null_class,u),null_class) equal(apply(choice,union(null_class,u)),v)*.
% 299.74/300.47 92678[4:Res:92198.1,3477.0] || subclass(u,unordered_pair(v,w))* -> equal(union(u,null_class),null_class) equal(regular(union(u,null_class)),w) equal(regular(union(u,null_class)),v).
% 299.74/300.47 92669[4:Res:92198.1,9800.1] || subclass(u,singleton(v))* member(union(u,null_class),universal_class) -> equal(union(u,null_class),null_class) equal(apply(choice,union(u,null_class)),v)*.
% 299.74/300.47 92945[0:SpR:71286.1,75585.0] || subclass(union(complement(power_class(u)),v),union(power_class(u),complement(v)))* -> equal(symmetric_difference(power_class(u),complement(v)),union(complement(power_class(u)),v)).
% 299.74/300.47 92931[0:SpR:71286.1,48104.0] || subclass(union(complement(u),power_class(v)),union(u,complement(power_class(v))))* -> equal(symmetric_difference(complement(u),power_class(v)),union(complement(u),power_class(v))).
% 299.74/300.47 92930[0:SpR:71286.1,9395.0] || subclass(union(complement(u),complement(singleton(u))),successor(u))* -> equal(symmetric_difference(complement(u),complement(singleton(u))),union(complement(u),complement(singleton(u)))).
% 299.74/300.47 92927[0:SpR:71286.1,75587.0] || subclass(complement(restrict(u,v,w)),union(u,cross_product(v,w)))* -> equal(symmetric_difference(u,cross_product(v,w)),complement(restrict(u,v,w))).
% 299.74/300.47 92926[0:SpR:71286.1,75586.0] || subclass(complement(restrict(u,v,w)),union(cross_product(v,w),u))* -> equal(symmetric_difference(cross_product(v,w),u),complement(restrict(u,v,w))).
% 299.74/300.47 93727[2:Obv:93651.1] || subclass(intersection(u,symmetric_difference(v,w)),regular(union(v,w)))* -> subclass(intersection(u,symmetric_difference(v,w)),x)* equal(union(v,w),null_class).
% 299.74/300.47 93995[2:Obv:93916.1] || subclass(intersection(symmetric_difference(u,v),w),regular(union(u,v)))* -> subclass(intersection(symmetric_difference(u,v),w),x)* equal(union(u,v),null_class).
% 299.74/300.47 94290[0:Obv:94248.1] || member(not_subclass_element(intersection(u,restrict(v,w,x)),intersection(y,v)),y)* -> subclass(intersection(u,restrict(v,w,x)),intersection(y,v)).
% 299.74/300.47 94674[0:Obv:94627.1] || member(not_subclass_element(intersection(restrict(u,v,w),x),intersection(y,u)),y)* -> subclass(intersection(restrict(u,v,w),x),intersection(y,u)).
% 299.74/300.47 94894[4:Res:94803.0,7881.0] || subclass(complement(element_relation),u) -> subclass(intersection(v,complement(compose(element_relation,universal_class))),w) member(not_subclass_element(intersection(v,complement(compose(element_relation,universal_class))),w),u)*.
% 299.74/300.47 94939[4:Res:94880.0,7881.0] || subclass(complement(element_relation),u) -> subclass(intersection(complement(compose(element_relation,universal_class)),v),w) member(not_subclass_element(intersection(complement(compose(element_relation,universal_class)),v),w),u)*.
% 299.74/300.47 95043[4:Res:94932.0,7881.0] || subclass(complement(element_relation),u) -> subclass(union(null_class,complement(compose(element_relation,universal_class))),v) member(not_subclass_element(union(null_class,complement(compose(element_relation,universal_class))),v),u)*.
% 299.74/300.47 95741[4:MRR:95689.0,308.0] || member(u,universal_class) subclass(domain_relation,regular(union(v,w)))* -> member(ordered_pair(u,cantor(u)),complement(v))* equal(union(v,w),null_class).
% 299.74/300.47 95742[4:MRR:95688.0,308.0] || member(u,universal_class) subclass(domain_relation,regular(union(v,w)))* -> member(ordered_pair(u,cantor(u)),complement(w))* equal(union(v,w),null_class).
% 299.74/300.47 95828[4:Res:95477.0,7729.0] || member(regular(complement(successor(union(null_class,complement(regular(u)))))),u)* -> equal(complement(successor(union(null_class,complement(regular(u))))),null_class) equal(u,null_class).
% 299.74/300.47 95827[4:Res:95477.0,3483.0] || -> equal(complement(successor(union(null_class,complement(restrict(u,v,w))))),null_class) member(regular(complement(successor(union(null_class,complement(restrict(u,v,w)))))),u)*.
% 299.74/300.47 96246[0:Res:13341.2,48030.0] || subclass(universal_class,intersection(complement(u),power_class(complement(power_class(v)))))* member(regular(w),union(u,image(element_relation,power_class(v))))* -> equal(w,null_class).
% 299.74/300.47 96188[4:SpL:75150.0,48030.0] || member(u,intersection(complement(apply(null_class,v)),power_class(complement(power_class(w)))))* member(u,union(apply(null_class,x),image(element_relation,power_class(w))))* -> .
% 299.74/300.47 96187[4:SpL:75151.0,48030.0] || member(u,intersection(complement(sum_class(range_of(null_class))),power_class(complement(power_class(v)))))* member(u,union(apply(null_class,w),image(element_relation,power_class(v))))* -> .
% 299.74/300.47 96185[4:SpL:29733.0,48030.0] || member(u,intersection(union(null_class,complement(v)),power_class(complement(power_class(w)))))* member(u,union(union(null_class,v),image(element_relation,power_class(w)))) -> .
% 299.74/300.47 96184[4:SpL:74143.0,48030.0] || member(u,intersection(union(null_class,complement(v)),power_class(complement(power_class(w)))))* member(u,union(union(v,null_class),image(element_relation,power_class(w)))) -> .
% 299.74/300.47 96183[4:SpL:36664.0,48030.0] || member(u,intersection(union(null_class,complement(v)),power_class(complement(power_class(w)))))* member(u,union(union(v,v),image(element_relation,power_class(w))))* -> .
% 299.74/300.47 96182[4:SpL:75151.0,48030.0] || member(u,intersection(complement(apply(null_class,v)),power_class(complement(power_class(w)))))* member(u,union(sum_class(range_of(null_class)),image(element_relation,power_class(w)))) -> .
% 299.74/300.47 96180[0:SpL:80128.0,48030.0] || member(u,intersection(complement(symmetric_difference(v,w)),power_class(complement(power_class(x)))))* member(u,union(symmetric_difference(w,v),image(element_relation,power_class(x)))) -> .
% 299.74/300.47 96284[0:Rew:75578.0,96164.1] || equal(complement(power_class(u)),universal_class) member(v,intersection(power_class(universal_class),complement(w))) member(v,union(w,image(element_relation,power_class(u))))* -> .
% 299.74/300.47 96160[4:SpL:78724.0,48030.0] || member(u,intersection(complement(v),power_class(complement(power_class(union(null_class,w))))))* member(u,union(v,image(element_relation,power_class(union(w,null_class))))) -> .
% 299.74/300.47 96159[4:SpL:77754.0,48030.0] || member(u,intersection(complement(v),power_class(complement(power_class(union(w,w))))))* member(u,union(v,image(element_relation,power_class(union(w,null_class))))) -> .
% 299.74/300.47 96158[4:SpL:41644.0,48030.0] || member(u,intersection(complement(v),power_class(complement(power_class(union(w,w))))))* member(u,union(v,image(element_relation,power_class(union(null_class,w))))) -> .
% 299.74/300.47 96157[4:SpL:78724.0,48030.0] || member(u,intersection(complement(v),power_class(complement(power_class(union(w,null_class))))))* member(u,union(v,image(element_relation,power_class(union(null_class,w))))) -> .
% 299.74/300.47 96156[4:SpL:41644.0,48030.0] || member(u,intersection(complement(v),power_class(complement(power_class(union(null_class,w))))))* member(u,union(v,image(element_relation,power_class(union(w,w)))))* -> .
% 299.74/300.47 96155[4:SpL:77754.0,48030.0] || member(u,intersection(complement(v),power_class(complement(power_class(union(w,null_class))))))* member(u,union(v,image(element_relation,power_class(union(w,w)))))* -> .
% 299.74/300.47 96153[0:SpL:25457.1,48030.0] || equal(u,universal_class) member(v,intersection(complement(w),power_class(complement(power_class(u)))))* member(v,union(w,image(element_relation,power_class(universal_class)))) -> .
% 299.74/300.47 96152[0:SpL:25457.1,48030.0] || equal(u,universal_class) member(v,intersection(complement(w),power_class(complement(power_class(universal_class)))))* member(v,union(w,image(element_relation,power_class(u))))* -> .
% 299.74/300.47 96565[0:Res:13341.2,48062.0] || subclass(universal_class,intersection(power_class(complement(power_class(u))),complement(v)))* member(regular(w),union(image(element_relation,power_class(u)),v))* -> equal(w,null_class).
% 299.74/300.47 96506[0:SpL:25457.1,48062.0] || equal(complement(power_class(u)),universal_class) member(v,intersection(power_class(universal_class),complement(w))) member(v,union(image(element_relation,power_class(u)),w))* -> .
% 299.74/300.47 96502[4:SpL:78724.0,48062.0] || member(u,intersection(power_class(complement(power_class(union(null_class,v)))),complement(w)))* member(u,union(image(element_relation,power_class(union(v,null_class))),w)) -> .
% 299.74/300.47 96501[4:SpL:77754.0,48062.0] || member(u,intersection(power_class(complement(power_class(union(v,v)))),complement(w)))* member(u,union(image(element_relation,power_class(union(v,null_class))),w)) -> .
% 299.74/300.47 96500[4:SpL:41644.0,48062.0] || member(u,intersection(power_class(complement(power_class(union(v,v)))),complement(w)))* member(u,union(image(element_relation,power_class(union(null_class,v))),w)) -> .
% 299.74/300.47 96499[4:SpL:78724.0,48062.0] || member(u,intersection(power_class(complement(power_class(union(v,null_class)))),complement(w)))* member(u,union(image(element_relation,power_class(union(null_class,v))),w)) -> .
% 299.74/300.47 96498[4:SpL:41644.0,48062.0] || member(u,intersection(power_class(complement(power_class(union(null_class,v)))),complement(w)))* member(u,union(image(element_relation,power_class(union(v,v))),w))* -> .
% 299.74/300.47 96497[4:SpL:77754.0,48062.0] || member(u,intersection(power_class(complement(power_class(union(v,null_class)))),complement(w)))* member(u,union(image(element_relation,power_class(union(v,v))),w))* -> .
% 299.74/300.47 96495[0:SpL:25457.1,48062.0] || equal(u,universal_class) member(v,intersection(power_class(complement(power_class(u))),complement(w)))* member(v,union(image(element_relation,power_class(universal_class)),w)) -> .
% 299.74/300.47 96494[0:SpL:25457.1,48062.0] || equal(u,universal_class) member(v,intersection(power_class(complement(power_class(universal_class))),complement(w)))* member(v,union(image(element_relation,power_class(u)),w))* -> .
% 299.74/300.47 96493[4:SpL:75150.0,48062.0] || member(u,intersection(power_class(complement(power_class(v))),complement(apply(null_class,w))))* member(u,union(image(element_relation,power_class(v)),apply(null_class,x)))* -> .
% 299.74/300.47 96492[4:SpL:75151.0,48062.0] || member(u,intersection(power_class(complement(power_class(v))),complement(sum_class(range_of(null_class)))))* member(u,union(image(element_relation,power_class(v)),apply(null_class,w)))* -> .
% 299.74/300.47 96490[4:SpL:29733.0,48062.0] || member(u,intersection(power_class(complement(power_class(v))),union(null_class,complement(w))))* member(u,union(image(element_relation,power_class(v)),union(null_class,w))) -> .
% 299.74/300.47 96489[4:SpL:74143.0,48062.0] || member(u,intersection(power_class(complement(power_class(v))),union(null_class,complement(w))))* member(u,union(image(element_relation,power_class(v)),union(w,null_class))) -> .
% 299.74/300.47 96488[4:SpL:36664.0,48062.0] || member(u,intersection(power_class(complement(power_class(v))),union(null_class,complement(w))))* member(u,union(image(element_relation,power_class(v)),union(w,w)))* -> .
% 299.74/300.47 96602[4:Rew:80005.0,96487.1] || member(u,intersection(power_class(complement(power_class(v))),complement(apply(null_class,w))))* member(u,union(sum_class(range_of(null_class)),image(element_relation,power_class(v)))) -> .
% 299.74/300.47 96485[0:SpL:80128.0,48062.0] || member(u,intersection(power_class(complement(power_class(v))),complement(symmetric_difference(w,x))))* member(u,union(image(element_relation,power_class(v)),symmetric_difference(x,w))) -> .
% 299.74/300.47 96691[4:Res:95315.0,3481.0] || -> equal(union(null_class,intersection(union(null_class,intersection(u,v)),w)),null_class) member(regular(union(null_class,intersection(union(null_class,intersection(u,v)),w))),u)*.
% 299.74/300.47 96690[4:Res:95315.0,3482.0] || -> equal(union(null_class,intersection(union(null_class,intersection(u,v)),w)),null_class) member(regular(union(null_class,intersection(union(null_class,intersection(u,v)),w))),v)*.
% 299.74/300.47 96669[4:Res:95315.0,3479.0] || subclass(u,v) -> equal(union(null_class,intersection(union(null_class,u),w)),null_class) member(regular(union(null_class,intersection(union(null_class,u),w))),v)*.
% 299.74/300.47 97023[4:Res:95358.0,3481.0] || -> equal(union(null_class,intersection(u,union(null_class,intersection(v,w)))),null_class) member(regular(union(null_class,intersection(u,union(null_class,intersection(v,w))))),v)*.
% 299.74/300.47 97022[4:Res:95358.0,3482.0] || -> equal(union(null_class,intersection(u,union(null_class,intersection(v,w)))),null_class) member(regular(union(null_class,intersection(u,union(null_class,intersection(v,w))))),w)*.
% 299.74/300.47 97001[4:Res:95358.0,3479.0] || subclass(u,v) -> equal(union(null_class,intersection(w,union(null_class,u))),null_class) member(regular(union(null_class,intersection(w,union(null_class,u)))),v)*.
% 299.74/300.47 97229[4:SpL:48870.0,57575.0] || subclass(union(complement(power_class(u)),intersection(complement(v),power_class(w))),null_class)* -> member(singleton(x),intersection(power_class(u),union(v,complement(power_class(w)))))*.
% 299.74/300.47 97228[6:SpL:48870.0,55384.0] || equal(successor(union(complement(power_class(u)),intersection(complement(v),power_class(w)))),null_class)** -> member(null_class,intersection(power_class(u),union(v,complement(power_class(w))))).
% 299.74/300.47 97227[4:SpL:48870.0,55572.0] || equal(successor(union(complement(power_class(u)),intersection(complement(v),power_class(w)))),null_class)** -> member(omega,intersection(power_class(u),union(v,complement(power_class(w))))).
% 299.74/300.47 97226[4:SpL:48870.0,55718.0] || equal(successor(union(complement(power_class(u)),intersection(complement(v),power_class(w)))),null_class)** -> member(x__dfg,intersection(power_class(u),union(v,complement(power_class(w))))).
% 299.74/300.47 97225[4:SpL:48870.0,95426.0] || equal(successor(union(complement(power_class(u)),intersection(complement(v),power_class(w)))),null_class)** -> subclass(universal_class,intersection(power_class(u),union(v,complement(power_class(w))))).
% 299.74/300.47 97218[2:SpL:48870.0,14917.1] || equal(intersection(power_class(u),union(v,complement(power_class(w)))),domain_relation) equal(union(complement(power_class(u)),intersection(complement(v),power_class(w))),domain_relation)** -> .
% 299.74/300.47 97217[2:SpL:48870.0,14644.1] || subclass(domain_relation,intersection(power_class(u),union(v,complement(power_class(w))))) subclass(domain_relation,union(complement(power_class(u)),intersection(complement(v),power_class(w))))* -> .
% 299.74/300.47 97216[2:SpL:48870.0,37652.1] || equal(intersection(power_class(u),union(v,complement(power_class(w)))),domain_relation) subclass(domain_relation,union(complement(power_class(u)),intersection(complement(v),power_class(w))))* -> .
% 299.74/300.47 97206[2:SpL:48870.0,17229.1] || subclass(domain_relation,intersection(power_class(u),union(v,complement(power_class(w))))) subclass(universal_class,union(complement(power_class(u)),intersection(complement(v),power_class(w))))* -> .
% 299.74/300.47 97205[2:SpL:48870.0,37648.1] || equal(intersection(power_class(u),union(v,complement(power_class(w)))),domain_relation) subclass(universal_class,union(complement(power_class(u)),intersection(complement(v),power_class(w))))* -> .
% 299.74/300.47 97121[0:SpR:48870.0,80315.0] || -> subclass(symmetric_difference(complement(u),union(complement(power_class(v)),intersection(complement(w),power_class(x)))),union(intersection(power_class(v),union(w,complement(power_class(x)))),u))*.
% 299.74/300.47 97119[0:SpR:48870.0,7868.0] || -> subclass(symmetric_difference(complement(u),union(complement(power_class(v)),intersection(complement(w),power_class(x)))),union(u,intersection(power_class(v),union(w,complement(power_class(x))))))*.
% 299.74/300.47 97106[0:SpR:48870.0,43541.0] || -> equal(intersection(union(complement(power_class(u)),intersection(complement(v),power_class(w))),restrict(intersection(power_class(u),union(v,complement(power_class(w)))),x,y)),null_class)**.
% 299.74/300.47 97077[4:SpR:48870.0,20262.1] || -> member(singleton(null_class),intersection(power_class(u),union(v,complement(power_class(w))))) member(singleton(null_class),union(complement(power_class(u)),intersection(complement(v),power_class(w))))*.
% 299.74/300.47 97072[0:SpR:48870.0,80315.0] || -> subclass(symmetric_difference(union(complement(power_class(u)),intersection(complement(v),power_class(w))),complement(x)),union(x,intersection(power_class(u),union(v,complement(power_class(w))))))*.
% 299.74/300.47 97070[0:SpR:48870.0,7868.0] || -> subclass(symmetric_difference(union(complement(power_class(u)),intersection(complement(v),power_class(w))),complement(x)),union(intersection(power_class(u),union(v,complement(power_class(w)))),x))*.
% 299.74/300.47 97068[4:SpR:48870.0,63899.1] || equal(successor(intersection(power_class(u),union(v,complement(power_class(w))))),null_class) -> equal(union(complement(power_class(u)),intersection(complement(v),power_class(w))),universal_class)**.
% 299.74/300.47 97542[4:Res:96617.0,3479.0] || subclass(u,v) -> equal(union(null_class,intersection(union(u,null_class),w)),null_class) member(regular(union(null_class,intersection(union(u,null_class),w))),v)*.
% 299.74/300.47 97931[4:SpL:48871.0,57575.0] || subclass(union(intersection(complement(u),power_class(v)),complement(power_class(w))),null_class)* -> member(singleton(x),intersection(union(u,complement(power_class(v))),power_class(w)))*.
% 299.74/300.47 97930[6:SpL:48871.0,55384.0] || equal(successor(union(intersection(complement(u),power_class(v)),complement(power_class(w)))),null_class)** -> member(null_class,intersection(union(u,complement(power_class(v))),power_class(w))).
% 299.74/300.47 97929[4:SpL:48871.0,55572.0] || equal(successor(union(intersection(complement(u),power_class(v)),complement(power_class(w)))),null_class)** -> member(omega,intersection(union(u,complement(power_class(v))),power_class(w))).
% 299.74/300.47 97928[4:SpL:48871.0,55718.0] || equal(successor(union(intersection(complement(u),power_class(v)),complement(power_class(w)))),null_class)** -> member(x__dfg,intersection(union(u,complement(power_class(v))),power_class(w))).
% 299.74/300.47 97927[4:SpL:48871.0,95426.0] || equal(successor(union(intersection(complement(u),power_class(v)),complement(power_class(w)))),null_class)** -> subclass(universal_class,intersection(union(u,complement(power_class(v))),power_class(w))).
% 299.74/300.47 97920[2:SpL:48871.0,14917.1] || equal(intersection(union(u,complement(power_class(v))),power_class(w)),domain_relation) equal(union(intersection(complement(u),power_class(v)),complement(power_class(w))),domain_relation)** -> .
% 299.74/300.47 97919[2:SpL:48871.0,14644.1] || subclass(domain_relation,intersection(union(u,complement(power_class(v))),power_class(w))) subclass(domain_relation,union(intersection(complement(u),power_class(v)),complement(power_class(w))))* -> .
% 299.74/300.47 97918[2:SpL:48871.0,37652.1] || equal(intersection(union(u,complement(power_class(v))),power_class(w)),domain_relation) subclass(domain_relation,union(intersection(complement(u),power_class(v)),complement(power_class(w))))* -> .
% 299.74/300.47 97908[2:SpL:48871.0,17229.1] || subclass(domain_relation,intersection(union(u,complement(power_class(v))),power_class(w))) subclass(universal_class,union(intersection(complement(u),power_class(v)),complement(power_class(w))))* -> .
% 299.74/300.47 97907[2:SpL:48871.0,37648.1] || equal(intersection(union(u,complement(power_class(v))),power_class(w)),domain_relation) subclass(universal_class,union(intersection(complement(u),power_class(v)),complement(power_class(w))))* -> .
% 299.74/300.47 97823[0:SpR:48871.0,80315.0] || -> subclass(symmetric_difference(complement(u),union(intersection(complement(v),power_class(w)),complement(power_class(x)))),union(intersection(union(v,complement(power_class(w))),power_class(x)),u))*.
% 299.74/300.47 97821[0:SpR:48871.0,7868.0] || -> subclass(symmetric_difference(complement(u),union(intersection(complement(v),power_class(w)),complement(power_class(x)))),union(u,intersection(union(v,complement(power_class(w))),power_class(x))))*.
% 299.74/300.47 97808[0:SpR:48871.0,43541.0] || -> equal(intersection(union(intersection(complement(u),power_class(v)),complement(power_class(w))),restrict(intersection(union(u,complement(power_class(v))),power_class(w)),x,y)),null_class)**.
% 299.74/300.47 97779[4:SpR:48871.0,20262.1] || -> member(singleton(null_class),intersection(union(u,complement(power_class(v))),power_class(w))) member(singleton(null_class),union(intersection(complement(u),power_class(v)),complement(power_class(w))))*.
% 299.74/300.47 97774[0:SpR:48871.0,80315.0] || -> subclass(symmetric_difference(union(intersection(complement(u),power_class(v)),complement(power_class(w))),complement(x)),union(x,intersection(union(u,complement(power_class(v))),power_class(w))))*.
% 299.74/300.47 97772[0:SpR:48871.0,7868.0] || -> subclass(symmetric_difference(union(intersection(complement(u),power_class(v)),complement(power_class(w))),complement(x)),union(intersection(union(u,complement(power_class(v))),power_class(w)),x))*.
% 299.74/300.47 97770[4:SpR:48871.0,63899.1] || equal(successor(intersection(union(u,complement(power_class(v))),power_class(w))),null_class) -> equal(union(intersection(complement(u),power_class(v)),complement(power_class(w))),universal_class)**.
% 299.74/300.47 98215[4:Res:96952.0,3479.0] || subclass(u,v) -> equal(union(null_class,intersection(w,union(u,null_class))),null_class) member(regular(union(null_class,intersection(w,union(u,null_class)))),v)*.
% 299.74/300.47 98622[4:SpL:48872.0,57575.0] || subclass(union(intersection(power_class(u),complement(v)),complement(power_class(w))),null_class)* -> member(singleton(x),intersection(union(complement(power_class(u)),v),power_class(w)))*.
% 299.74/300.47 98621[6:SpL:48872.0,55384.0] || equal(successor(union(intersection(power_class(u),complement(v)),complement(power_class(w)))),null_class)** -> member(null_class,intersection(union(complement(power_class(u)),v),power_class(w))).
% 299.74/300.47 98620[4:SpL:48872.0,55572.0] || equal(successor(union(intersection(power_class(u),complement(v)),complement(power_class(w)))),null_class)** -> member(omega,intersection(union(complement(power_class(u)),v),power_class(w))).
% 299.74/300.47 98619[4:SpL:48872.0,55718.0] || equal(successor(union(intersection(power_class(u),complement(v)),complement(power_class(w)))),null_class)** -> member(x__dfg,intersection(union(complement(power_class(u)),v),power_class(w))).
% 299.74/300.47 98618[4:SpL:48872.0,95426.0] || equal(successor(union(intersection(power_class(u),complement(v)),complement(power_class(w)))),null_class)** -> subclass(universal_class,intersection(union(complement(power_class(u)),v),power_class(w))).
% 299.74/300.47 98611[2:SpL:48872.0,14917.1] || equal(intersection(union(complement(power_class(u)),v),power_class(w)),domain_relation) equal(union(intersection(power_class(u),complement(v)),complement(power_class(w))),domain_relation)** -> .
% 299.74/300.47 98610[2:SpL:48872.0,14644.1] || subclass(domain_relation,intersection(union(complement(power_class(u)),v),power_class(w))) subclass(domain_relation,union(intersection(power_class(u),complement(v)),complement(power_class(w))))* -> .
% 299.74/300.47 98609[2:SpL:48872.0,37652.1] || equal(intersection(union(complement(power_class(u)),v),power_class(w)),domain_relation) subclass(domain_relation,union(intersection(power_class(u),complement(v)),complement(power_class(w))))* -> .
% 299.74/300.47 98599[2:SpL:48872.0,17229.1] || subclass(domain_relation,intersection(union(complement(power_class(u)),v),power_class(w))) subclass(universal_class,union(intersection(power_class(u),complement(v)),complement(power_class(w))))* -> .
% 299.74/300.47 98598[2:SpL:48872.0,37648.1] || equal(intersection(union(complement(power_class(u)),v),power_class(w)),domain_relation) subclass(universal_class,union(intersection(power_class(u),complement(v)),complement(power_class(w))))* -> .
% 299.74/300.47 98510[0:SpR:48872.0,80315.0] || -> subclass(symmetric_difference(complement(u),union(intersection(power_class(v),complement(w)),complement(power_class(x)))),union(intersection(union(complement(power_class(v)),w),power_class(x)),u))*.
% 299.74/300.47 98508[0:SpR:48872.0,7868.0] || -> subclass(symmetric_difference(complement(u),union(intersection(power_class(v),complement(w)),complement(power_class(x)))),union(u,intersection(union(complement(power_class(v)),w),power_class(x))))*.
% 299.74/300.47 98495[0:SpR:48872.0,43541.0] || -> equal(intersection(union(intersection(power_class(u),complement(v)),complement(power_class(w))),restrict(intersection(union(complement(power_class(u)),v),power_class(w)),x,y)),null_class)**.
% 299.74/300.47 98466[4:SpR:48872.0,20262.1] || -> member(singleton(null_class),intersection(union(complement(power_class(u)),v),power_class(w))) member(singleton(null_class),union(intersection(power_class(u),complement(v)),complement(power_class(w))))*.
% 299.74/300.47 98461[0:SpR:48872.0,80315.0] || -> subclass(symmetric_difference(union(intersection(power_class(u),complement(v)),complement(power_class(w))),complement(x)),union(x,intersection(union(complement(power_class(u)),v),power_class(w))))*.
% 299.74/300.47 98459[0:SpR:48872.0,7868.0] || -> subclass(symmetric_difference(union(intersection(power_class(u),complement(v)),complement(power_class(w))),complement(x)),union(intersection(union(complement(power_class(u)),v),power_class(w)),x))*.
% 299.74/300.47 98457[4:SpR:48872.0,63899.1] || equal(successor(intersection(union(complement(power_class(u)),v),power_class(w))),null_class) -> equal(union(intersection(power_class(u),complement(v)),complement(power_class(w))),universal_class)**.
% 299.74/300.47 98862[4:Res:95309.0,3481.0] || -> equal(intersection(intersection(union(null_class,intersection(u,v)),w),x),null_class) member(regular(intersection(intersection(union(null_class,intersection(u,v)),w),x)),u)*.
% 299.74/300.47 98861[4:Res:95309.0,3482.0] || -> equal(intersection(intersection(union(null_class,intersection(u,v)),w),x),null_class) member(regular(intersection(intersection(union(null_class,intersection(u,v)),w),x)),v)*.
% 299.74/300.47 98840[4:Res:95309.0,3479.0] || subclass(u,v) -> equal(intersection(intersection(union(null_class,u),w),x),null_class) member(regular(intersection(intersection(union(null_class,u),w),x)),v)*.
% 299.74/300.47 98994[4:Res:95320.0,3481.0] || -> equal(intersection(u,intersection(v,union(null_class,intersection(w,x)))),null_class) member(regular(intersection(u,intersection(v,union(null_class,intersection(w,x))))),w)*.
% 299.74/300.47 98993[4:Res:95320.0,3482.0] || -> equal(intersection(u,intersection(v,union(null_class,intersection(w,x)))),null_class) member(regular(intersection(u,intersection(v,union(null_class,intersection(w,x))))),x)*.
% 299.74/300.47 98972[4:Res:95320.0,3479.0] || subclass(u,v) -> equal(intersection(w,intersection(x,union(null_class,u))),null_class) member(regular(intersection(w,intersection(x,union(null_class,u)))),v)*.
% 299.74/300.47 99120[4:Res:95350.0,3481.0] || -> equal(intersection(u,intersection(union(null_class,intersection(v,w)),x)),null_class) member(regular(intersection(u,intersection(union(null_class,intersection(v,w)),x))),v)*.
% 299.74/300.47 99119[4:Res:95350.0,3482.0] || -> equal(intersection(u,intersection(union(null_class,intersection(v,w)),x)),null_class) member(regular(intersection(u,intersection(union(null_class,intersection(v,w)),x))),w)*.
% 299.74/300.47 99098[4:Res:95350.0,3479.0] || subclass(u,v) -> equal(intersection(w,intersection(union(null_class,u),x)),null_class) member(regular(intersection(w,intersection(union(null_class,u),x))),v)*.
% 299.74/300.47 99341[4:SpL:48874.0,57575.0] || subclass(union(complement(power_class(u)),intersection(power_class(v),complement(w))),null_class)* -> member(singleton(x),intersection(power_class(u),union(complement(power_class(v)),w)))*.
% 299.74/300.47 99340[6:SpL:48874.0,55384.0] || equal(successor(union(complement(power_class(u)),intersection(power_class(v),complement(w)))),null_class)** -> member(null_class,intersection(power_class(u),union(complement(power_class(v)),w))).
% 299.74/300.47 99339[4:SpL:48874.0,55572.0] || equal(successor(union(complement(power_class(u)),intersection(power_class(v),complement(w)))),null_class)** -> member(omega,intersection(power_class(u),union(complement(power_class(v)),w))).
% 299.74/300.47 99338[4:SpL:48874.0,55718.0] || equal(successor(union(complement(power_class(u)),intersection(power_class(v),complement(w)))),null_class)** -> member(x__dfg,intersection(power_class(u),union(complement(power_class(v)),w))).
% 299.74/300.47 99337[4:SpL:48874.0,95426.0] || equal(successor(union(complement(power_class(u)),intersection(power_class(v),complement(w)))),null_class)** -> subclass(universal_class,intersection(power_class(u),union(complement(power_class(v)),w))).
% 299.74/300.47 99330[2:SpL:48874.0,14917.1] || equal(intersection(power_class(u),union(complement(power_class(v)),w)),domain_relation) equal(union(complement(power_class(u)),intersection(power_class(v),complement(w))),domain_relation)** -> .
% 299.74/300.47 99329[2:SpL:48874.0,14644.1] || subclass(domain_relation,intersection(power_class(u),union(complement(power_class(v)),w))) subclass(domain_relation,union(complement(power_class(u)),intersection(power_class(v),complement(w))))* -> .
% 299.74/300.47 99328[2:SpL:48874.0,37652.1] || equal(intersection(power_class(u),union(complement(power_class(v)),w)),domain_relation) subclass(domain_relation,union(complement(power_class(u)),intersection(power_class(v),complement(w))))* -> .
% 299.74/300.47 99318[2:SpL:48874.0,17229.1] || subclass(domain_relation,intersection(power_class(u),union(complement(power_class(v)),w))) subclass(universal_class,union(complement(power_class(u)),intersection(power_class(v),complement(w))))* -> .
% 299.74/300.47 99317[2:SpL:48874.0,37648.1] || equal(intersection(power_class(u),union(complement(power_class(v)),w)),domain_relation) subclass(universal_class,union(complement(power_class(u)),intersection(power_class(v),complement(w))))* -> .
% 299.74/300.47 99229[0:SpR:48874.0,80315.0] || -> subclass(symmetric_difference(complement(u),union(complement(power_class(v)),intersection(power_class(w),complement(x)))),union(intersection(power_class(v),union(complement(power_class(w)),x)),u))*.
% 299.74/300.47 99227[0:SpR:48874.0,7868.0] || -> subclass(symmetric_difference(complement(u),union(complement(power_class(v)),intersection(power_class(w),complement(x)))),union(u,intersection(power_class(v),union(complement(power_class(w)),x))))*.
% 299.74/300.47 99214[0:SpR:48874.0,43541.0] || -> equal(intersection(union(complement(power_class(u)),intersection(power_class(v),complement(w))),restrict(intersection(power_class(u),union(complement(power_class(v)),w)),x,y)),null_class)**.
% 299.74/300.47 99185[4:SpR:48874.0,20262.1] || -> member(singleton(null_class),intersection(power_class(u),union(complement(power_class(v)),w))) member(singleton(null_class),union(complement(power_class(u)),intersection(power_class(v),complement(w))))*.
% 299.74/300.47 99180[0:SpR:48874.0,80315.0] || -> subclass(symmetric_difference(union(complement(power_class(u)),intersection(power_class(v),complement(w))),complement(x)),union(x,intersection(power_class(u),union(complement(power_class(v)),w))))*.
% 299.74/300.47 99178[0:SpR:48874.0,7868.0] || -> subclass(symmetric_difference(union(complement(power_class(u)),intersection(power_class(v),complement(w))),complement(x)),union(intersection(power_class(u),union(complement(power_class(v)),w)),x))*.
% 299.74/300.47 99176[4:SpR:48874.0,63899.1] || equal(successor(intersection(power_class(u),union(complement(power_class(v)),w))),null_class) -> equal(union(complement(power_class(u)),intersection(power_class(v),complement(w))),universal_class)**.
% 299.74/300.47 99547[4:Res:95356.0,3481.0] || -> equal(intersection(intersection(u,union(null_class,intersection(v,w))),x),null_class) member(regular(intersection(intersection(u,union(null_class,intersection(v,w))),x)),v)*.
% 299.74/300.47 99546[4:Res:95356.0,3482.0] || -> equal(intersection(intersection(u,union(null_class,intersection(v,w))),x),null_class) member(regular(intersection(intersection(u,union(null_class,intersection(v,w))),x)),w)*.
% 299.74/300.47 99525[4:Res:95356.0,3479.0] || subclass(u,v) -> equal(intersection(intersection(w,union(null_class,u)),x),null_class) member(regular(intersection(intersection(w,union(null_class,u)),x)),v)*.
% 299.74/300.47 99682[4:Res:96629.0,3479.0] || subclass(u,v) -> equal(union(null_class,intersection(union(u,u),w)),null_class) member(regular(union(null_class,intersection(union(u,u),w))),v)*.
% 299.74/300.47 99762[4:Rew:80005.0,99719.1,77740.0,99719.1] single_valued_class(union(null_class,intersection(union(cross_product(universal_class,universal_class),cross_product(universal_class,universal_class)),u))) || -> function(union(null_class,intersection(union(null_class,cross_product(universal_class,universal_class)),u)))*.
% 299.74/300.47 100173[4:SpR:29733.0,7971.2] || member(u,universal_class) -> member(u,image(element_relation,union(union(null_class,v),w))) member(u,power_class(intersection(union(null_class,complement(v)),complement(w))))*.
% 299.74/300.47 100172[4:SpR:74143.0,7971.2] || member(u,universal_class) -> member(u,image(element_relation,union(union(v,null_class),w))) member(u,power_class(intersection(union(null_class,complement(v)),complement(w))))*.
% 299.74/300.47 100171[4:SpR:36664.0,7971.2] || member(u,universal_class) -> member(u,image(element_relation,union(union(v,v),w)))* member(u,power_class(intersection(union(null_class,complement(v)),complement(w))))*.
% 299.74/300.47 100145[4:SpR:29733.0,7971.2] || member(u,universal_class) -> member(u,image(element_relation,union(v,union(null_class,w)))) member(u,power_class(intersection(complement(v),union(null_class,complement(w)))))*.
% 299.74/300.47 100144[4:SpR:74143.0,7971.2] || member(u,universal_class) -> member(u,image(element_relation,union(v,union(w,null_class)))) member(u,power_class(intersection(complement(v),union(null_class,complement(w)))))*.
% 299.74/300.47 100143[4:SpR:36664.0,7971.2] || member(u,universal_class) -> member(u,image(element_relation,union(v,union(w,w))))* member(u,power_class(intersection(complement(v),union(null_class,complement(w)))))*.
% 299.74/300.47 100442[4:Res:19.2,17679.1] || member(u,universal_class) member(v,singleton(w))* member(w,universal_class) member(ordered_pair(v,u),x)* -> member(w,cantor(x))*.
% 299.74/300.47 100435[4:Res:415.2,17679.1] || subclass(u,cross_product(singleton(v),universal_class))* member(v,universal_class) member(regular(u),w)* -> equal(u,null_class) member(v,cantor(w))*.
% 299.74/300.47 100408[4:Res:5.1,17679.1] || member(u,universal_class) member(not_subclass_element(cross_product(singleton(u),universal_class),v),w)* -> subclass(cross_product(singleton(u),universal_class),v) member(u,cantor(w)).
% 299.74/300.47 100487[4:MRR:100443.1,41776.1] || subclass(domain_relation,rotate(cross_product(singleton(u),universal_class)))* member(ordered_pair(ordered_pair(v,cantor(ordered_pair(w,v))),w),x)* -> member(u,cantor(x))*.
% 299.74/300.47 100928[4:SpL:29733.0,8658.1] || member(u,intersection(complement(v),union(union(null_class,w),x))) member(u,union(v,intersection(union(null_class,complement(w)),complement(x))))* -> .
% 299.74/300.47 100927[4:SpL:74143.0,8658.1] || member(u,intersection(complement(v),union(union(w,null_class),x))) member(u,union(v,intersection(union(null_class,complement(w)),complement(x))))* -> .
% 299.74/300.47 100926[4:SpL:36664.0,8658.1] || member(u,intersection(complement(v),union(union(w,w),x)))* member(u,union(v,intersection(union(null_class,complement(w)),complement(x))))* -> .
% 299.74/300.47 100900[4:SpL:29733.0,8658.1] || member(u,intersection(complement(v),union(w,union(null_class,x)))) member(u,union(v,intersection(complement(w),union(null_class,complement(x)))))* -> .
% 299.74/300.47 100899[4:SpL:74143.0,8658.1] || member(u,intersection(complement(v),union(w,union(x,null_class)))) member(u,union(v,intersection(complement(w),union(null_class,complement(x)))))* -> .
% 299.74/300.47 100898[4:SpL:36664.0,8658.1] || member(u,intersection(complement(v),union(w,union(x,x))))* member(u,union(v,intersection(complement(w),union(null_class,complement(x)))))* -> .
% 299.74/300.47 101159[4:Res:96964.0,3479.0] || subclass(u,v) -> equal(union(null_class,intersection(w,union(u,u))),null_class) member(regular(union(null_class,intersection(w,union(u,u)))),v)*.
% 299.74/300.47 101234[4:Rew:80005.0,101196.1,77740.0,101196.1] single_valued_class(union(null_class,intersection(u,union(cross_product(universal_class,universal_class),cross_product(universal_class,universal_class))))) || -> function(union(null_class,intersection(u,union(null_class,cross_product(universal_class,universal_class)))))*.
% 299.74/300.47 101339[4:Res:98337.0,3479.0] || subclass(u,v) -> equal(intersection(intersection(union(u,null_class),w),x),null_class) member(regular(intersection(intersection(union(u,null_class),w),x)),v)*.
% 299.74/300.47 101493[4:Res:98348.0,3479.0] || subclass(u,v) -> equal(intersection(w,intersection(x,union(u,null_class))),null_class) member(regular(intersection(w,intersection(x,union(u,null_class)))),v)*.
% 299.74/300.47 101637[4:SpL:29733.0,8668.1] || member(u,intersection(union(union(null_class,v),w),complement(x))) member(u,union(intersection(union(null_class,complement(v)),complement(w)),x))* -> .
% 299.74/300.47 101636[4:SpL:74143.0,8668.1] || member(u,intersection(union(union(v,null_class),w),complement(x))) member(u,union(intersection(union(null_class,complement(v)),complement(w)),x))* -> .
% 299.74/300.47 101635[4:SpL:36664.0,8668.1] || member(u,intersection(union(union(v,v),w),complement(x)))* member(u,union(intersection(union(null_class,complement(v)),complement(w)),x))* -> .
% 299.74/300.47 101609[4:SpL:29733.0,8668.1] || member(u,intersection(union(v,union(null_class,w)),complement(x))) member(u,union(intersection(complement(v),union(null_class,complement(w))),x))* -> .
% 299.74/300.47 101608[4:SpL:74143.0,8668.1] || member(u,intersection(union(v,union(w,null_class)),complement(x))) member(u,union(intersection(complement(v),union(null_class,complement(w))),x))* -> .
% 299.74/300.47 101607[4:SpL:36664.0,8668.1] || member(u,intersection(union(v,union(w,w)),complement(x)))* member(u,union(intersection(complement(v),union(null_class,complement(w))),x))* -> .
% 299.74/300.47 101878[4:Res:98382.0,3479.0] || subclass(u,v) -> equal(intersection(w,intersection(union(u,null_class),x)),null_class) member(regular(intersection(w,intersection(union(u,null_class),x))),v)*.
% 299.74/300.47 102033[4:Res:98390.0,3479.0] || subclass(u,v) -> equal(intersection(intersection(w,union(u,null_class)),x),null_class) member(regular(intersection(intersection(w,union(u,null_class)),x)),v)*.
% 299.74/300.47 102493[0:Rew:102293.0,9328.0] || member(u,intersection(complement(v),union(w,complement(union(x,y)))))* member(u,union(v,intersection(complement(w),union(x,y)))) -> .
% 299.74/300.47 102515[0:Rew:102293.0,101030.0] || subclass(ordered_pair(u,v),union(w,complement(union(x,y)))) member(unordered_pair(u,singleton(v)),intersection(complement(w),union(x,y)))* -> .
% 299.74/300.47 102546[0:Rew:102293.0,9327.0] || member(u,intersection(union(v,complement(union(w,x))),complement(y)))* member(u,union(intersection(complement(v),union(w,x)),y)) -> .
% 299.74/300.47 102564[0:Rew:102293.0,100994.0] || subclass(u,union(v,complement(union(w,x)))) member(not_subclass_element(u,y),intersection(complement(v),union(w,x)))* -> subclass(u,y).
% 299.74/300.47 102574[0:Rew:102293.0,33102.1] || member(u,universal_class) subclass(universal_class,union(v,complement(union(w,x)))) member(power_class(u),intersection(complement(v),union(w,x)))* -> .
% 299.74/300.47 102575[0:Rew:102293.0,32984.1] || member(u,universal_class) subclass(universal_class,union(v,complement(union(w,x)))) member(sum_class(u),intersection(complement(v),union(w,x)))* -> .
% 299.74/300.47 102600[0:Rew:102293.0,93308.0] || -> member(not_subclass_element(u,intersection(complement(v),union(w,x))),union(v,complement(union(w,x))))* subclass(u,intersection(complement(v),union(w,x))).
% 299.74/300.47 102606[0:Rew:102293.0,9883.1] || member(u,universal_class) -> member(u,intersection(complement(v),power_class(complement(union(w,x)))))* member(u,union(v,image(element_relation,union(w,x)))).
% 299.74/300.47 102619[0:Rew:102293.0,55731.0] || member(u,intersection(power_class(v),power_class(complement(union(w,x))))) member(u,union(complement(power_class(v)),image(element_relation,union(w,x))))* -> .
% 299.74/300.47 102635[0:Rew:102293.0,9251.0] || member(u,intersection(complement(v),union(complement(union(w,x)),y)))* member(u,union(v,intersection(union(w,x),complement(y)))) -> .
% 299.74/300.47 102657[0:Rew:102293.0,101741.0] || subclass(ordered_pair(u,v),union(complement(union(w,x)),y)) member(unordered_pair(u,singleton(v)),intersection(union(w,x),complement(y)))* -> .
% 299.74/300.47 102691[0:Rew:102293.0,101048.0] || subclass(u,symmetric_difference(v,complement(union(w,x)))) member(not_subclass_element(u,y),intersection(complement(v),union(w,x)))* -> subclass(u,y).
% 299.74/300.47 102693[0:Rew:102293.0,101046.1] || member(u,universal_class) subclass(universal_class,symmetric_difference(v,complement(union(w,x)))) member(sum_class(u),intersection(complement(v),union(w,x)))* -> .
% 299.74/300.47 102694[0:Rew:102293.0,101047.1] || member(u,universal_class) subclass(universal_class,symmetric_difference(v,complement(union(w,x)))) member(power_class(u),intersection(complement(v),union(w,x)))* -> .
% 299.74/300.47 102815[0:Rew:102293.0,9278.0] || -> subclass(symmetric_difference(union(u,complement(union(v,w))),complement(singleton(intersection(complement(u),union(v,w))))),successor(intersection(complement(u),union(v,w))))*.
% 299.74/300.47 102864[0:Rew:102293.0,47219.1] || -> subclass(symmetric_difference(complement(u),union(v,w)),x) member(not_subclass_element(symmetric_difference(complement(u),union(v,w)),x),union(u,complement(union(v,w))))*.
% 299.74/300.47 102890[0:Rew:102293.0,84924.0] || member(regular(intersection(complement(u),union(v,w))),union(u,complement(union(v,w))))* -> equal(intersection(complement(u),union(v,w)),null_class).
% 299.74/300.47 102893[9:Rew:102293.0,87043.1] function(intersection(complement(u),union(v,w))) || equal(successor(intersection(complement(u),union(v,w))),union(u,complement(union(v,w))))** -> .
% 299.74/300.47 102908[0:Rew:102293.0,9898.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(union(v,w))),complement(x)))* member(u,union(image(element_relation,union(v,w)),x)).
% 299.74/300.47 102948[0:Rew:102293.0,55589.0] || member(u,intersection(power_class(complement(union(v,w))),power_class(x))) member(u,union(image(element_relation,union(v,w)),complement(power_class(x))))* -> .
% 299.74/300.47 102950[4:Rew:102293.0,64308.1] || member(u,universal_class) subclass(domain_relation,power_class(complement(union(v,w)))) member(ordered_pair(u,cantor(u)),image(element_relation,union(v,w)))* -> .
% 299.74/300.47 102982[0:Rew:102293.0,9250.0] || member(u,intersection(union(complement(union(v,w)),x),complement(y)))* member(u,union(intersection(union(v,w),complement(x)),y)) -> .
% 299.74/300.47 103000[0:Rew:102293.0,101705.0] || subclass(u,union(complement(union(v,w)),x)) member(not_subclass_element(u,y),intersection(union(v,w),complement(x)))* -> subclass(u,y).
% 299.74/300.47 103010[0:Rew:102293.0,33104.1] || member(u,universal_class) subclass(universal_class,union(complement(union(v,w)),x)) member(power_class(u),intersection(union(v,w),complement(x)))* -> .
% 299.74/300.47 103011[0:Rew:102293.0,32986.1] || member(u,universal_class) subclass(universal_class,union(complement(union(v,w)),x)) member(sum_class(u),intersection(union(v,w),complement(x)))* -> .
% 299.74/300.47 103036[0:Rew:102293.0,93307.0] || -> member(not_subclass_element(u,intersection(union(v,w),complement(x))),union(complement(union(v,w)),x))* subclass(u,intersection(union(v,w),complement(x))).
% 299.74/300.47 103122[0:Rew:102293.0,101759.0] || subclass(u,symmetric_difference(complement(union(v,w)),x)) member(not_subclass_element(u,y),intersection(union(v,w),complement(x)))* -> subclass(u,y).
% 299.74/300.47 103124[0:Rew:102293.0,101757.1] || member(u,universal_class) subclass(universal_class,symmetric_difference(complement(union(v,w)),x)) member(sum_class(u),intersection(union(v,w),complement(x)))* -> .
% 299.74/300.47 103125[0:Rew:102293.0,101758.1] || member(u,universal_class) subclass(universal_class,symmetric_difference(complement(union(v,w)),x)) member(power_class(u),intersection(union(v,w),complement(x)))* -> .
% 299.74/300.47 103154[0:Rew:102293.0,9205.0] || -> subclass(symmetric_difference(union(complement(union(u,v)),w),complement(singleton(intersection(union(u,v),complement(w))))),successor(intersection(union(u,v),complement(w))))*.
% 299.74/300.47 103203[0:Rew:102293.0,47221.1] || -> subclass(symmetric_difference(union(u,v),complement(w)),x) member(not_subclass_element(symmetric_difference(union(u,v),complement(w)),x),union(complement(union(u,v)),w))*.
% 299.74/300.47 103227[0:Rew:102293.0,84923.0] || member(regular(intersection(union(u,v),complement(w))),union(complement(union(u,v)),w))* -> equal(intersection(union(u,v),complement(w)),null_class).
% 299.74/300.47 103230[9:Rew:102293.0,87046.1] function(intersection(union(u,v),complement(w))) || equal(successor(intersection(union(u,v),complement(w))),union(complement(union(u,v)),w))** -> .
% 299.74/300.47 103888[0:Rew:103871.0,48151.0] || -> equal(power_class(intersection(union(u,complement(power_class(v))),complement(singleton(intersection(complement(u),power_class(v)))))),power_class(complement(successor(intersection(complement(u),power_class(v))))))**.
% 299.74/300.47 103889[0:Rew:103871.0,48439.0] || -> equal(power_class(intersection(union(complement(power_class(u)),v),complement(singleton(intersection(power_class(u),complement(v)))))),power_class(complement(successor(intersection(power_class(u),complement(v))))))**.
% 299.74/300.47 104373[0:Rew:102293.0,102501.0] || -> equal(complement(intersection(union(u,v),union(w,complement(union(x,y))))),union(complement(union(u,v)),intersection(complement(w),union(x,y))))**.
% 299.74/300.47 104374[0:Rew:102293.0,102519.0] || -> equal(complement(intersection(union(complement(union(u,v)),w),union(x,y))),union(intersection(union(u,v),complement(w)),complement(union(x,y))))**.
% 299.74/300.47 104375[0:Rew:102293.0,102520.0] || -> equal(complement(intersection(union(u,complement(union(v,w))),union(x,y))),union(intersection(complement(u),union(v,w)),complement(union(x,y))))**.
% 299.74/300.47 104376[0:Rew:102293.0,102557.1] || -> member(not_subclass_element(u,union(v,complement(union(w,x)))),intersection(complement(v),union(w,x)))* subclass(u,union(v,complement(union(w,x)))).
% 299.74/300.47 104377[0:Rew:102293.0,102643.0] || -> equal(complement(intersection(union(u,v),union(complement(union(w,x)),y))),union(complement(union(u,v)),intersection(union(w,x),complement(y))))**.
% 299.74/300.47 104380[0:Rew:102293.0,102813.0] || member(regular(union(u,complement(union(v,w)))),intersection(complement(u),union(v,w)))* -> equal(union(u,complement(union(v,w))),null_class).
% 299.74/300.47 104382[0:Rew:102293.0,102993.1] || -> member(not_subclass_element(u,union(complement(union(v,w)),x)),intersection(union(v,w),complement(x)))* subclass(u,union(complement(union(v,w)),x)).
% 299.74/300.47 104383[0:Rew:102293.0,103109.1] || member(regular(symmetric_difference(u,complement(union(v,w)))),intersection(complement(u),union(v,w)))* -> equal(symmetric_difference(u,complement(union(v,w))),null_class).
% 299.74/300.47 104384[0:Rew:102293.0,103152.0] || member(regular(union(complement(union(u,v)),w)),intersection(union(u,v),complement(w)))* -> equal(union(complement(union(u,v)),w),null_class).
% 299.74/300.47 104386[0:Rew:103871.0,103299.0] || -> equal(power_class(intersection(power_class(complement(union(u,v))),complement(singleton(image(element_relation,union(u,v)))))),power_class(complement(successor(image(element_relation,union(u,v))))))**.
% 299.74/300.47 104388[0:Rew:102293.0,103474.1] || member(regular(symmetric_difference(complement(union(u,v)),w)),intersection(union(u,v),complement(w)))* -> equal(symmetric_difference(complement(union(u,v)),w),null_class).
% 299.74/300.47 104395[4:Rew:102293.0,102261.1,102293.0,102261.0] || member(not_subclass_element(complement(union(apply(null_class,u),v)),w),union(apply(null_class,x),v))* -> subclass(complement(union(apply(null_class,x),v)),w).
% 299.74/300.47 104396[4:Rew:102293.0,102260.1,102293.0,102260.0] || member(not_subclass_element(complement(union(sum_class(range_of(null_class)),u)),v),union(apply(null_class,w),u))* -> subclass(complement(union(apply(null_class,w),u)),v).
% 299.74/300.47 104401[4:Rew:102293.0,102255.1,102293.0,102255.0] || member(not_subclass_element(complement(union(apply(null_class,u),v)),w),union(sum_class(range_of(null_class)),v))* -> subclass(complement(union(sum_class(range_of(null_class)),v)),w).
% 299.74/300.47 104402[0:Rew:102293.0,102253.1,102293.0,102253.0] || member(not_subclass_element(complement(union(symmetric_difference(u,v),w)),x),union(symmetric_difference(v,u),w))* -> subclass(complement(union(symmetric_difference(v,u),w)),x).
% 299.74/300.47 104404[4:Rew:102293.0,102233.1,102293.0,102233.0] || member(not_subclass_element(complement(union(u,apply(null_class,v))),w),union(u,apply(null_class,x)))* -> subclass(complement(union(u,apply(null_class,x))),w).
% 299.74/300.47 104405[4:Rew:102293.0,102232.1,102293.0,102232.0] || member(not_subclass_element(complement(union(u,sum_class(range_of(null_class)))),v),union(u,apply(null_class,w)))* -> subclass(complement(union(u,apply(null_class,w))),v).
% 299.74/300.47 104410[4:Rew:102293.0,102227.1,102293.0,102227.0] || member(not_subclass_element(complement(union(u,apply(null_class,v))),w),union(u,sum_class(range_of(null_class))))* -> subclass(complement(union(u,sum_class(range_of(null_class)))),w).
% 299.74/300.47 104411[0:Rew:102293.0,102225.1,102293.0,102225.0] || member(not_subclass_element(complement(union(u,symmetric_difference(v,w))),x),union(u,symmetric_difference(w,v)))* -> subclass(complement(union(u,symmetric_difference(w,v))),x).
% 299.74/300.47 104591[0:Rew:80005.0,104590.0,46.0,104590.0] || -> equal(complement(union(restrict(complement(successor(u)),v,w),intersection(successor(u),complement(cross_product(v,w))))),symmetric_difference(complement(successor(u)),cross_product(v,w)))**.
% 299.74/300.47 106675[0:SpR:77631.0,102302.0] || -> equal(union(symmetric_difference(u,v),complement(union(union(u,v),complement(intersection(u,v))))),complement(symmetric_difference(union(u,v),complement(intersection(u,v)))))**.
% 299.74/300.47 107337[4:Res:106506.0,7841.0] || -> equal(regular(union(null_class,complement(restrict(u,v,w)))),null_class) member(regular(regular(union(null_class,complement(restrict(u,v,w))))),cross_product(v,w))*.
% 299.74/300.47 107598[0:SpR:103871.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(v),power_class(complement(successor(w))))) member(u,union(complement(power_class(v)),image(element_relation,successor(w))))*.
% 299.74/300.47 107596[0:SpR:103871.0,47997.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(successor(v))),power_class(w))) member(u,union(image(element_relation,successor(v)),complement(power_class(w))))*.
% 299.74/300.47 108373[0:SpL:103948.0,48187.0] || member(u,intersection(power_class(v),union(w,complement(successor(x))))) member(u,union(complement(power_class(v)),intersection(complement(w),successor(x))))* -> .
% 299.74/300.47 108367[0:SpL:103948.0,885.1] || member(u,union(complement(v),successor(w))) member(u,union(v,complement(successor(w)))) -> member(u,symmetric_difference(complement(v),successor(w)))*.
% 299.74/300.47 108365[0:SpL:103948.0,47998.0] || member(u,intersection(union(v,complement(successor(w))),power_class(x))) member(u,union(intersection(complement(v),successor(w)),complement(power_class(x))))* -> .
% 299.74/300.47 108740[4:SpL:48874.0,107302.0] || subclass(union(complement(power_class(u)),intersection(power_class(v),complement(w))),null_class)* -> subclass(regular(null_class),intersection(power_class(u),union(complement(power_class(v)),w))).
% 299.74/300.47 108739[4:SpL:48870.0,107302.0] || subclass(union(complement(power_class(u)),intersection(complement(v),power_class(w))),null_class)* -> subclass(regular(null_class),intersection(power_class(u),union(v,complement(power_class(w))))).
% 299.74/300.47 108738[4:SpL:48872.0,107302.0] || subclass(union(intersection(power_class(u),complement(v)),complement(power_class(w))),null_class)* -> subclass(regular(null_class),intersection(union(complement(power_class(u)),v),power_class(w))).
% 299.74/300.47 108737[4:SpL:48871.0,107302.0] || subclass(union(intersection(complement(u),power_class(v)),complement(power_class(w))),null_class)* -> subclass(regular(null_class),intersection(union(u,complement(power_class(v))),power_class(w))).
% 299.74/300.47 109438[9:SpR:102302.0,107477.1] function(intersection(complement(u),union(v,w))) || -> subclass(regular(successor(intersection(complement(u),union(v,w)))),union(u,complement(union(v,w))))*.
% 299.74/300.47 109431[9:SpR:102312.0,107477.1] function(intersection(union(u,v),complement(w))) || -> subclass(regular(successor(intersection(union(u,v),complement(w)))),union(complement(union(u,v)),w))*.
% 299.74/300.47 110071[0:SpL:106411.0,48062.0] || member(u,intersection(power_class(complement(power_class(v))),complement(union(w,x))))* member(u,union(image(element_relation,power_class(v)),union(x,w))) -> .
% 299.74/300.47 110067[0:SpL:106411.0,48030.0] || member(u,intersection(complement(union(v,w)),power_class(complement(power_class(x)))))* member(u,union(union(w,v),image(element_relation,power_class(x)))) -> .
% 299.74/300.47 109906[0:SpR:106411.0,9418.1] || -> equal(symmetric_difference(complement(u),complement(union(v,w))),null_class) member(regular(symmetric_difference(complement(u),complement(union(w,v)))),union(u,union(v,w)))*.
% 299.74/300.47 109851[0:SpR:106411.0,9418.1] || -> equal(symmetric_difference(complement(union(u,v)),complement(w)),null_class) member(regular(symmetric_difference(complement(union(v,u)),complement(w))),union(union(u,v),w))*.
% 299.74/300.47 110724[4:Res:17312.2,102304.0] || member(u,universal_class) subclass(domain_relation,image(element_relation,union(v,w))) member(ordered_pair(u,cantor(u)),power_class(complement(union(v,w))))* -> .
% 299.74/300.47 113184[6:SpL:112707.0,62.0] || member(u,image(v,range_of(null_class))) member(ordered_pair(w,u),cross_product(universal_class,universal_class)) -> member(ordered_pair(w,u),compose(v,successor(null_class)))*.
% 299.74/300.47 114205[0:Res:431.1,102294.0] || subclass(ordered_pair(u,v),intersection(complement(w),union(x,y))) member(unordered_pair(u,singleton(v)),union(w,complement(union(x,y))))* -> .
% 299.74/300.47 114181[0:Res:407.2,102294.0] || member(u,universal_class) subclass(universal_class,intersection(complement(v),union(w,x))) member(power_class(u),union(v,complement(union(w,x))))* -> .
% 299.74/300.47 114180[0:Res:408.2,102294.0] || member(u,universal_class) subclass(universal_class,intersection(complement(v),union(w,x))) member(sum_class(u),union(v,complement(union(w,x))))* -> .
% 299.74/300.47 114177[0:Res:417.2,102294.0] || subclass(u,intersection(complement(v),union(w,x))) member(not_subclass_element(u,y),union(v,complement(union(w,x))))* -> subclass(u,y).
% 299.74/300.47 114105[0:SpL:103871.0,102294.0] || member(u,intersection(power_class(complement(successor(v))),union(w,x))) member(u,union(image(element_relation,successor(v)),complement(union(w,x))))* -> .
% 299.74/300.47 114103[0:SpL:47972.0,102294.0] || member(u,intersection(power_class(complement(power_class(v))),union(w,x))) member(u,union(image(element_relation,power_class(v)),complement(union(w,x))))* -> .
% 299.74/300.47 115177[0:Res:431.1,102308.0] || subclass(ordered_pair(u,v),intersection(union(w,x),complement(y))) member(unordered_pair(u,singleton(v)),union(complement(union(w,x)),y))* -> .
% 299.74/300.47 115153[0:Res:407.2,102308.0] || member(u,universal_class) subclass(universal_class,intersection(union(v,w),complement(x))) member(power_class(u),union(complement(union(v,w)),x))* -> .
% 299.74/300.47 115152[0:Res:408.2,102308.0] || member(u,universal_class) subclass(universal_class,intersection(union(v,w),complement(x))) member(sum_class(u),union(complement(union(v,w)),x))* -> .
% 299.74/300.47 115149[0:Res:417.2,102308.0] || subclass(u,intersection(union(v,w),complement(x))) member(not_subclass_element(u,y),union(complement(union(v,w)),x))* -> subclass(u,y).
% 299.74/300.47 115037[0:SpL:103871.0,102308.0] || member(u,intersection(union(v,w),power_class(complement(successor(x))))) member(u,union(complement(union(v,w)),image(element_relation,successor(x))))* -> .
% 299.74/300.47 115035[0:SpL:47972.0,102308.0] || member(u,intersection(union(v,w),power_class(complement(power_class(x))))) member(u,union(complement(union(v,w)),image(element_relation,power_class(x))))* -> .
% 299.74/300.47 116042[4:Rew:103496.0,115863.1,28759.0,115863.1,103496.0,115863.0,28759.0,115863.0] || member(u,union(v,w)) member(u,union(x,y)) member(u,complement(intersection(union(x,y),union(v,w))))* -> .
% 299.74/300.47 118877[4:SpL:102945.0,57575.0] || subclass(union(complement(power_class(u)),image(element_relation,union(v,w))),null_class)* -> member(singleton(x),intersection(power_class(u),power_class(complement(union(v,w)))))*.
% 299.74/300.47 118876[4:SpL:102945.0,107302.0] || subclass(union(complement(power_class(u)),image(element_relation,union(v,w))),null_class)* -> subclass(regular(null_class),intersection(power_class(u),power_class(complement(union(v,w))))).
% 299.74/300.47 118875[6:SpL:102945.0,55384.0] || equal(successor(union(complement(power_class(u)),image(element_relation,union(v,w)))),null_class)** -> member(null_class,intersection(power_class(u),power_class(complement(union(v,w))))).
% 299.74/300.47 118874[4:SpL:102945.0,55572.0] || equal(successor(union(complement(power_class(u)),image(element_relation,union(v,w)))),null_class)** -> member(omega,intersection(power_class(u),power_class(complement(union(v,w))))).
% 299.74/300.47 118873[4:SpL:102945.0,55718.0] || equal(successor(union(complement(power_class(u)),image(element_relation,union(v,w)))),null_class)** -> member(x__dfg,intersection(power_class(u),power_class(complement(union(v,w))))).
% 299.74/300.47 118872[4:SpL:102945.0,95426.0] || equal(successor(union(complement(power_class(u)),image(element_relation,union(v,w)))),null_class)** -> subclass(universal_class,intersection(power_class(u),power_class(complement(union(v,w))))).
% 299.74/300.47 118865[2:SpL:102945.0,14917.1] || equal(intersection(power_class(u),power_class(complement(union(v,w)))),domain_relation) equal(union(complement(power_class(u)),image(element_relation,union(v,w))),domain_relation)** -> .
% 299.74/300.47 118864[2:SpL:102945.0,14644.1] || subclass(domain_relation,intersection(power_class(u),power_class(complement(union(v,w))))) subclass(domain_relation,union(complement(power_class(u)),image(element_relation,union(v,w))))* -> .
% 299.74/300.47 118863[2:SpL:102945.0,37652.1] || equal(intersection(power_class(u),power_class(complement(union(v,w)))),domain_relation) subclass(domain_relation,union(complement(power_class(u)),image(element_relation,union(v,w))))* -> .
% 299.74/300.47 118853[2:SpL:102945.0,17229.1] || subclass(domain_relation,intersection(power_class(u),power_class(complement(union(v,w))))) subclass(universal_class,union(complement(power_class(u)),image(element_relation,union(v,w))))* -> .
% 299.74/300.47 118852[2:SpL:102945.0,37648.1] || equal(intersection(power_class(u),power_class(complement(union(v,w)))),domain_relation) subclass(universal_class,union(complement(power_class(u)),image(element_relation,union(v,w))))* -> .
% 299.74/300.47 118829[0:SpR:25457.1,102945.0] || equal(complement(union(u,v)),universal_class) -> equal(union(complement(power_class(w)),image(element_relation,union(u,v))),complement(intersection(power_class(w),power_class(universal_class))))**.
% 299.74/300.47 118821[4:SpR:63899.1,102945.0] || equal(successor(union(u,v)),null_class) -> equal(union(complement(power_class(w)),image(element_relation,union(u,v))),complement(intersection(power_class(w),power_class(universal_class))))**.
% 299.74/300.47 118756[0:SpR:102945.0,80315.0] || -> subclass(symmetric_difference(complement(u),union(complement(power_class(v)),image(element_relation,union(w,x)))),union(intersection(power_class(v),power_class(complement(union(w,x)))),u))*.
% 299.74/300.47 118754[0:SpR:102945.0,7868.0] || -> subclass(symmetric_difference(complement(u),union(complement(power_class(v)),image(element_relation,union(w,x)))),union(u,intersection(power_class(v),power_class(complement(union(w,x))))))*.
% 299.74/300.47 118739[0:SpR:102945.0,43541.0] || -> equal(intersection(union(complement(power_class(u)),image(element_relation,union(v,w))),restrict(intersection(power_class(u),power_class(complement(union(v,w)))),x,y)),null_class)**.
% 299.74/300.47 118703[4:SpR:102945.0,20262.1] || -> member(singleton(null_class),intersection(power_class(u),power_class(complement(union(v,w))))) member(singleton(null_class),union(complement(power_class(u)),image(element_relation,union(v,w))))*.
% 299.74/300.47 118699[0:SpR:102945.0,80315.0] || -> subclass(symmetric_difference(union(complement(power_class(u)),image(element_relation,union(v,w))),complement(x)),union(x,intersection(power_class(u),power_class(complement(union(v,w))))))*.
% 299.74/300.47 118697[0:SpR:102945.0,7868.0] || -> subclass(symmetric_difference(union(complement(power_class(u)),image(element_relation,union(v,w))),complement(x)),union(intersection(power_class(u),power_class(complement(union(v,w)))),x))*.
% 299.74/300.47 118695[4:SpR:102945.0,63899.1] || equal(successor(intersection(power_class(u),power_class(complement(union(v,w))))),null_class) -> equal(union(complement(power_class(u)),image(element_relation,union(v,w))),universal_class)**.
% 299.74/300.47 122007[4:Res:92199.1,3477.0] || subclass(u,unordered_pair(v,w))* -> equal(union(u,u),null_class) equal(regular(union(u,u)),w)* equal(regular(union(u,u)),v)*.
% 299.74/300.47 121998[4:Res:92199.1,9800.1] || subclass(u,singleton(v))* member(union(u,u),universal_class) -> equal(union(u,u),null_class) equal(apply(choice,union(u,u)),v)*.
% 299.74/300.47 122382[0:SpR:92837.1,75585.0] || subclass(union(power_class(u),complement(v)),union(complement(power_class(u)),v))* -> equal(symmetric_difference(power_class(u),complement(v)),union(power_class(u),complement(v))).
% 299.74/300.47 122361[0:SpR:92837.1,48104.0] || subclass(union(u,complement(power_class(v))),union(complement(u),power_class(v)))* -> equal(symmetric_difference(complement(u),power_class(v)),union(u,complement(power_class(v)))).
% 299.74/300.47 122357[0:SpR:92837.1,75587.0] || subclass(union(u,cross_product(v,w)),complement(restrict(u,v,w)))* -> equal(symmetric_difference(u,cross_product(v,w)),union(u,cross_product(v,w))).
% 299.74/300.47 122356[0:SpR:92837.1,75586.0] || subclass(union(cross_product(u,v),w),complement(restrict(w,u,v)))* -> equal(symmetric_difference(cross_product(u,v),w),union(cross_product(u,v),w)).
% 299.74/300.47 123204[4:SpL:103074.0,57575.0] || subclass(union(image(element_relation,power_class(u)),complement(union(v,w))),null_class)* -> member(singleton(x),intersection(power_class(complement(power_class(u))),union(v,w)))*.
% 299.74/300.47 123203[4:SpL:103074.0,107302.0] || subclass(union(image(element_relation,power_class(u)),complement(union(v,w))),null_class)* -> subclass(regular(null_class),intersection(power_class(complement(power_class(u))),union(v,w))).
% 299.74/300.47 123202[6:SpL:103074.0,55384.0] || equal(successor(union(image(element_relation,power_class(u)),complement(union(v,w)))),null_class)** -> member(null_class,intersection(power_class(complement(power_class(u))),union(v,w))).
% 299.74/300.47 123201[4:SpL:103074.0,55572.0] || equal(successor(union(image(element_relation,power_class(u)),complement(union(v,w)))),null_class)** -> member(omega,intersection(power_class(complement(power_class(u))),union(v,w))).
% 299.74/300.47 123200[4:SpL:103074.0,55718.0] || equal(successor(union(image(element_relation,power_class(u)),complement(union(v,w)))),null_class)** -> member(x__dfg,intersection(power_class(complement(power_class(u))),union(v,w))).
% 299.74/300.47 123199[4:SpL:103074.0,95426.0] || equal(successor(union(image(element_relation,power_class(u)),complement(union(v,w)))),null_class)** -> subclass(universal_class,intersection(power_class(complement(power_class(u))),union(v,w))).
% 299.74/300.47 123191[2:SpL:103074.0,14917.1] || equal(intersection(power_class(complement(power_class(u))),union(v,w)),domain_relation) equal(union(image(element_relation,power_class(u)),complement(union(v,w))),domain_relation)** -> .
% 299.74/300.47 123190[2:SpL:103074.0,14644.1] || subclass(domain_relation,intersection(power_class(complement(power_class(u))),union(v,w))) subclass(domain_relation,union(image(element_relation,power_class(u)),complement(union(v,w))))* -> .
% 299.74/300.47 123189[2:SpL:103074.0,37652.1] || equal(intersection(power_class(complement(power_class(u))),union(v,w)),domain_relation) subclass(domain_relation,union(image(element_relation,power_class(u)),complement(union(v,w))))* -> .
% 299.74/300.47 123179[2:SpL:103074.0,17229.1] || subclass(domain_relation,intersection(power_class(complement(power_class(u))),union(v,w))) subclass(universal_class,union(image(element_relation,power_class(u)),complement(union(v,w))))* -> .
% 299.74/300.47 123178[2:SpL:103074.0,37648.1] || equal(intersection(power_class(complement(power_class(u))),union(v,w)),domain_relation) subclass(universal_class,union(image(element_relation,power_class(u)),complement(union(v,w))))* -> .
% 299.74/300.47 123170[0:SpR:71286.1,103074.0] || subclass(union(u,v),power_class(complement(power_class(w)))) -> equal(union(image(element_relation,power_class(w)),complement(union(u,v))),complement(union(u,v)))**.
% 299.74/300.47 123159[0:SpR:25457.1,103074.0] || equal(complement(power_class(u)),universal_class) -> equal(union(image(element_relation,power_class(u)),complement(union(v,w))),complement(intersection(power_class(universal_class),union(v,w))))**.
% 299.74/300.47 123081[0:SpR:103074.0,80315.0] || -> subclass(symmetric_difference(complement(u),union(image(element_relation,power_class(v)),complement(union(w,x)))),union(intersection(power_class(complement(power_class(v))),union(w,x)),u))*.
% 299.74/300.47 123079[0:SpR:103074.0,7868.0] || -> subclass(symmetric_difference(complement(u),union(image(element_relation,power_class(v)),complement(union(w,x)))),union(u,intersection(power_class(complement(power_class(v))),union(w,x))))*.
% 299.74/300.47 123064[0:SpR:103074.0,43541.0] || -> equal(intersection(union(image(element_relation,power_class(u)),complement(union(v,w))),restrict(intersection(power_class(complement(power_class(u))),union(v,w)),x,y)),null_class)**.
% 299.74/300.47 123028[4:SpR:103074.0,20262.1] || -> member(singleton(null_class),intersection(power_class(complement(power_class(u))),union(v,w))) member(singleton(null_class),union(image(element_relation,power_class(u)),complement(union(v,w))))*.
% 299.74/300.47 123024[0:SpR:103074.0,80315.0] || -> subclass(symmetric_difference(union(image(element_relation,power_class(u)),complement(union(v,w))),complement(x)),union(x,intersection(power_class(complement(power_class(u))),union(v,w))))*.
% 299.74/300.47 123022[0:SpR:103074.0,7868.0] || -> subclass(symmetric_difference(union(image(element_relation,power_class(u)),complement(union(v,w))),complement(x)),union(intersection(power_class(complement(power_class(u))),union(v,w)),x))*.
% 299.74/300.47 123020[4:SpR:103074.0,63899.1] || equal(successor(intersection(power_class(complement(power_class(u))),union(v,w))),null_class) -> equal(union(image(element_relation,power_class(u)),complement(union(v,w))),universal_class)**.
% 299.74/300.47 123750[4:SpL:103320.0,57575.0] || subclass(union(image(element_relation,union(u,v)),complement(power_class(w))),null_class)* -> member(singleton(x),intersection(power_class(complement(union(u,v))),power_class(w)))*.
% 299.74/300.47 123749[4:SpL:103320.0,107302.0] || subclass(union(image(element_relation,union(u,v)),complement(power_class(w))),null_class)* -> subclass(regular(null_class),intersection(power_class(complement(union(u,v))),power_class(w))).
% 299.74/300.47 123748[6:SpL:103320.0,55384.0] || equal(successor(union(image(element_relation,union(u,v)),complement(power_class(w)))),null_class)** -> member(null_class,intersection(power_class(complement(union(u,v))),power_class(w))).
% 299.74/300.47 123747[4:SpL:103320.0,55572.0] || equal(successor(union(image(element_relation,union(u,v)),complement(power_class(w)))),null_class)** -> member(omega,intersection(power_class(complement(union(u,v))),power_class(w))).
% 299.74/300.47 123746[4:SpL:103320.0,55718.0] || equal(successor(union(image(element_relation,union(u,v)),complement(power_class(w)))),null_class)** -> member(x__dfg,intersection(power_class(complement(union(u,v))),power_class(w))).
% 299.74/300.47 123745[4:SpL:103320.0,95426.0] || equal(successor(union(image(element_relation,union(u,v)),complement(power_class(w)))),null_class)** -> subclass(universal_class,intersection(power_class(complement(union(u,v))),power_class(w))).
% 299.74/300.47 123737[2:SpL:103320.0,14917.1] || equal(intersection(power_class(complement(union(u,v))),power_class(w)),domain_relation) equal(union(image(element_relation,union(u,v)),complement(power_class(w))),domain_relation)** -> .
% 299.74/300.47 123736[2:SpL:103320.0,14644.1] || subclass(domain_relation,intersection(power_class(complement(union(u,v))),power_class(w))) subclass(domain_relation,union(image(element_relation,union(u,v)),complement(power_class(w))))* -> .
% 299.74/300.47 123735[2:SpL:103320.0,37652.1] || equal(intersection(power_class(complement(union(u,v))),power_class(w)),domain_relation) subclass(domain_relation,union(image(element_relation,union(u,v)),complement(power_class(w))))* -> .
% 299.74/300.47 123725[2:SpL:103320.0,17229.1] || subclass(domain_relation,intersection(power_class(complement(union(u,v))),power_class(w))) subclass(universal_class,union(image(element_relation,union(u,v)),complement(power_class(w))))* -> .
% 299.74/300.47 123724[2:SpL:103320.0,37648.1] || equal(intersection(power_class(complement(union(u,v))),power_class(w)),domain_relation) subclass(universal_class,union(image(element_relation,union(u,v)),complement(power_class(w))))* -> .
% 299.74/300.47 123708[0:SpR:25457.1,103320.0] || equal(complement(union(u,v)),universal_class) -> equal(union(image(element_relation,union(u,v)),complement(power_class(w))),complement(intersection(power_class(universal_class),power_class(w))))**.
% 299.74/300.47 123700[4:SpR:63899.1,103320.0] || equal(successor(union(u,v)),null_class) -> equal(union(image(element_relation,union(u,v)),complement(power_class(w))),complement(intersection(power_class(universal_class),power_class(w))))**.
% 299.74/300.47 123625[0:SpR:103320.0,80315.0] || -> subclass(symmetric_difference(complement(u),union(image(element_relation,union(v,w)),complement(power_class(x)))),union(intersection(power_class(complement(union(v,w))),power_class(x)),u))*.
% 299.74/300.47 123623[0:SpR:103320.0,7868.0] || -> subclass(symmetric_difference(complement(u),union(image(element_relation,union(v,w)),complement(power_class(x)))),union(u,intersection(power_class(complement(union(v,w))),power_class(x))))*.
% 299.74/300.47 123608[0:SpR:103320.0,43541.0] || -> equal(intersection(union(image(element_relation,union(u,v)),complement(power_class(w))),restrict(intersection(power_class(complement(union(u,v))),power_class(w)),x,y)),null_class)**.
% 299.74/300.47 123572[4:SpR:103320.0,20262.1] || -> member(singleton(null_class),intersection(power_class(complement(union(u,v))),power_class(w))) member(singleton(null_class),union(image(element_relation,union(u,v)),complement(power_class(w))))*.
% 299.74/300.47 123568[0:SpR:103320.0,80315.0] || -> subclass(symmetric_difference(union(image(element_relation,union(u,v)),complement(power_class(w))),complement(x)),union(x,intersection(power_class(complement(union(u,v))),power_class(w))))*.
% 299.74/300.47 123566[0:SpR:103320.0,7868.0] || -> subclass(symmetric_difference(union(image(element_relation,union(u,v)),complement(power_class(w))),complement(x)),union(intersection(power_class(complement(union(u,v))),power_class(w)),x))*.
% 299.74/300.47 123564[4:SpR:103320.0,63899.1] || equal(successor(intersection(power_class(complement(union(u,v))),power_class(w))),null_class) -> equal(union(image(element_relation,union(u,v)),complement(power_class(w))),universal_class)**.
% 299.74/300.47 124008[4:Res:123487.0,7729.0] || member(regular(complement(successor(complement(intersection(regular(u),v))))),u)* -> equal(complement(successor(complement(intersection(regular(u),v)))),null_class) equal(u,null_class).
% 299.74/300.47 124007[4:Res:123487.0,3483.0] || -> equal(complement(successor(complement(intersection(restrict(u,v,w),x)))),null_class) member(regular(complement(successor(complement(intersection(restrict(u,v,w),x))))),u)*.
% 299.74/300.47 124168[4:Res:123906.0,7729.0] || member(regular(complement(successor(complement(intersection(u,regular(v)))))),v)* -> equal(complement(successor(complement(intersection(u,regular(v))))),null_class) equal(v,null_class).
% 299.74/300.47 124167[4:Res:123906.0,3483.0] || -> equal(complement(successor(complement(intersection(u,restrict(v,w,x))))),null_class) member(regular(complement(successor(complement(intersection(u,restrict(v,w,x)))))),v)*.
% 299.74/300.47 124319[4:Res:123484.0,3481.0] || -> equal(regular(union(null_class,complement(intersection(intersection(u,v),w)))),null_class) member(regular(regular(union(null_class,complement(intersection(intersection(u,v),w))))),u)*.
% 299.74/300.47 124318[4:Res:123484.0,3482.0] || -> equal(regular(union(null_class,complement(intersection(intersection(u,v),w)))),null_class) member(regular(regular(union(null_class,complement(intersection(intersection(u,v),w))))),v)*.
% 299.74/300.47 124296[4:Res:123484.0,3479.0] || subclass(u,v) -> equal(regular(union(null_class,complement(intersection(u,w)))),null_class) member(regular(regular(union(null_class,complement(intersection(u,w))))),v)*.
% 299.74/300.47 124499[4:Res:124223.0,3481.0] || -> equal(regular(union(null_class,complement(intersection(u,intersection(v,w))))),null_class) member(regular(regular(union(null_class,complement(intersection(u,intersection(v,w)))))),v)*.
% 299.74/300.47 124498[4:Res:124223.0,3482.0] || -> equal(regular(union(null_class,complement(intersection(u,intersection(v,w))))),null_class) member(regular(regular(union(null_class,complement(intersection(u,intersection(v,w)))))),w)*.
% 299.74/300.47 124476[4:Res:124223.0,3479.0] || subclass(u,v) -> equal(regular(union(null_class,complement(intersection(w,u)))),null_class) member(regular(regular(union(null_class,complement(intersection(w,u))))),v)*.
% 299.74/300.47 124765[4:SpL:103450.0,57575.0] || subclass(union(complement(union(u,v)),image(element_relation,power_class(w))),null_class)* -> member(singleton(x),intersection(union(u,v),power_class(complement(power_class(w)))))*.
% 299.74/300.47 124764[4:SpL:103450.0,107302.0] || subclass(union(complement(union(u,v)),image(element_relation,power_class(w))),null_class)* -> subclass(regular(null_class),intersection(union(u,v),power_class(complement(power_class(w))))).
% 299.74/300.47 124763[6:SpL:103450.0,55384.0] || equal(successor(union(complement(union(u,v)),image(element_relation,power_class(w)))),null_class)** -> member(null_class,intersection(union(u,v),power_class(complement(power_class(w))))).
% 299.74/300.47 124762[4:SpL:103450.0,55572.0] || equal(successor(union(complement(union(u,v)),image(element_relation,power_class(w)))),null_class)** -> member(omega,intersection(union(u,v),power_class(complement(power_class(w))))).
% 299.74/300.47 124761[4:SpL:103450.0,55718.0] || equal(successor(union(complement(union(u,v)),image(element_relation,power_class(w)))),null_class)** -> member(x__dfg,intersection(union(u,v),power_class(complement(power_class(w))))).
% 299.74/300.47 124760[4:SpL:103450.0,95426.0] || equal(successor(union(complement(union(u,v)),image(element_relation,power_class(w)))),null_class)** -> subclass(universal_class,intersection(union(u,v),power_class(complement(power_class(w))))).
% 299.74/300.47 124752[2:SpL:103450.0,14917.1] || equal(intersection(union(u,v),power_class(complement(power_class(w)))),domain_relation) equal(union(complement(union(u,v)),image(element_relation,power_class(w))),domain_relation)** -> .
% 299.74/300.47 124751[2:SpL:103450.0,14644.1] || subclass(domain_relation,intersection(union(u,v),power_class(complement(power_class(w))))) subclass(domain_relation,union(complement(union(u,v)),image(element_relation,power_class(w))))* -> .
% 299.74/300.47 124750[2:SpL:103450.0,37652.1] || equal(intersection(union(u,v),power_class(complement(power_class(w)))),domain_relation) subclass(domain_relation,union(complement(union(u,v)),image(element_relation,power_class(w))))* -> .
% 299.74/300.47 124740[2:SpL:103450.0,17229.1] || subclass(domain_relation,intersection(union(u,v),power_class(complement(power_class(w))))) subclass(universal_class,union(complement(union(u,v)),image(element_relation,power_class(w))))* -> .
% 299.74/300.47 124739[2:SpL:103450.0,37648.1] || equal(intersection(union(u,v),power_class(complement(power_class(w)))),domain_relation) subclass(universal_class,union(complement(union(u,v)),image(element_relation,power_class(w))))* -> .
% 299.74/300.47 124725[0:SpR:92837.1,103450.0] || subclass(union(u,v),power_class(complement(power_class(w)))) -> equal(union(complement(union(u,v)),image(element_relation,power_class(w))),complement(union(u,v)))**.
% 299.74/300.47 124859[0:Rew:75578.0,124678.1] || equal(complement(power_class(u)),universal_class) -> equal(union(complement(union(v,w)),image(element_relation,power_class(u))),complement(intersection(power_class(universal_class),union(v,w))))**.
% 299.74/300.47 124642[0:SpR:103450.0,80315.0] || -> subclass(symmetric_difference(complement(u),union(complement(union(v,w)),image(element_relation,power_class(x)))),union(intersection(union(v,w),power_class(complement(power_class(x)))),u))*.
% 299.74/300.47 124640[0:SpR:103450.0,7868.0] || -> subclass(symmetric_difference(complement(u),union(complement(union(v,w)),image(element_relation,power_class(x)))),union(u,intersection(union(v,w),power_class(complement(power_class(x))))))*.
% 299.74/300.47 124625[0:SpR:103450.0,43541.0] || -> equal(intersection(union(complement(union(u,v)),image(element_relation,power_class(w))),restrict(intersection(union(u,v),power_class(complement(power_class(w)))),x,y)),null_class)**.
% 299.74/300.47 124589[4:SpR:103450.0,20262.1] || -> member(singleton(null_class),intersection(union(u,v),power_class(complement(power_class(w))))) member(singleton(null_class),union(complement(union(u,v)),image(element_relation,power_class(w))))*.
% 299.74/300.47 124585[0:SpR:103450.0,80315.0] || -> subclass(symmetric_difference(union(complement(union(u,v)),image(element_relation,power_class(w))),complement(x)),union(x,intersection(union(u,v),power_class(complement(power_class(w))))))*.
% 299.74/300.47 124583[0:SpR:103450.0,7868.0] || -> subclass(symmetric_difference(union(complement(union(u,v)),image(element_relation,power_class(w))),complement(x)),union(intersection(union(u,v),power_class(complement(power_class(w)))),x))*.
% 299.74/300.47 124581[4:SpR:103450.0,63899.1] || equal(successor(intersection(union(u,v),power_class(complement(power_class(w))))),null_class) -> equal(union(complement(union(u,v)),image(element_relation,power_class(w))),universal_class)**.
% 299.74/300.47 124989[4:Res:124374.0,10201.0] || member(not_subclass_element(regular(union(compose(element_relation,universal_class),complement(power_class(u)))),v),element_relation)* -> subclass(regular(union(compose(element_relation,universal_class),complement(power_class(u)))),v).
% 299.74/300.47 124981[4:Res:124374.0,7881.0] || subclass(complement(u),v) -> subclass(regular(union(u,complement(power_class(w)))),x) member(not_subclass_element(regular(union(u,complement(power_class(w)))),x),v)*.
% 299.74/300.47 124934[4:SpR:103074.0,124374.0] || -> subclass(regular(union(intersection(power_class(complement(power_class(u))),union(v,w)),complement(power_class(x)))),union(image(element_relation,power_class(u)),complement(union(v,w))))*.
% 299.74/300.47 124932[4:SpR:48874.0,124374.0] || -> subclass(regular(union(intersection(power_class(u),union(complement(power_class(v)),w)),complement(power_class(x)))),union(complement(power_class(u)),intersection(power_class(v),complement(w))))*.
% 299.74/300.47 124931[4:SpR:48870.0,124374.0] || -> subclass(regular(union(intersection(power_class(u),union(v,complement(power_class(w)))),complement(power_class(x)))),union(complement(power_class(u)),intersection(complement(v),power_class(w))))*.
% 299.74/300.47 124930[4:SpR:103450.0,124374.0] || -> subclass(regular(union(intersection(union(u,v),power_class(complement(power_class(w)))),complement(power_class(x)))),union(complement(union(u,v)),image(element_relation,power_class(w))))*.
% 299.74/300.47 124929[4:SpR:48872.0,124374.0] || -> subclass(regular(union(intersection(union(complement(power_class(u)),v),power_class(w)),complement(power_class(x)))),union(intersection(power_class(u),complement(v)),complement(power_class(w))))*.
% 299.74/300.47 124928[4:SpR:48871.0,124374.0] || -> subclass(regular(union(intersection(union(u,complement(power_class(v))),power_class(w)),complement(power_class(x)))),union(intersection(complement(u),power_class(v)),complement(power_class(w))))*.
% 299.74/300.47 124927[4:SpR:103320.0,124374.0] || -> subclass(regular(union(intersection(power_class(complement(union(u,v))),power_class(w)),complement(power_class(x)))),union(image(element_relation,union(u,v)),complement(power_class(w))))*.
% 299.74/300.47 124925[4:SpR:102945.0,124374.0] || -> subclass(regular(union(intersection(power_class(u),power_class(complement(union(v,w)))),complement(power_class(x)))),union(complement(power_class(u)),image(element_relation,union(v,w))))*.
% 299.74/300.47 125075[4:Res:124375.0,10201.0] || member(not_subclass_element(regular(union(compose(element_relation,universal_class),complement(successor(u)))),v),element_relation)* -> subclass(regular(union(compose(element_relation,universal_class),complement(successor(u)))),v).
% 299.74/300.47 125067[4:Res:124375.0,7881.0] || subclass(complement(u),v) -> subclass(regular(union(u,complement(successor(w)))),x) member(not_subclass_element(regular(union(u,complement(successor(w)))),x),v)*.
% 299.74/300.47 125029[4:SpR:103074.0,124375.0] || -> subclass(regular(union(intersection(power_class(complement(power_class(u))),union(v,w)),complement(successor(x)))),union(image(element_relation,power_class(u)),complement(union(v,w))))*.
% 299.74/300.47 125027[4:SpR:48874.0,124375.0] || -> subclass(regular(union(intersection(power_class(u),union(complement(power_class(v)),w)),complement(successor(x)))),union(complement(power_class(u)),intersection(power_class(v),complement(w))))*.
% 299.74/300.47 125026[4:SpR:48870.0,124375.0] || -> subclass(regular(union(intersection(power_class(u),union(v,complement(power_class(w)))),complement(successor(x)))),union(complement(power_class(u)),intersection(complement(v),power_class(w))))*.
% 299.74/300.47 125025[4:SpR:103450.0,124375.0] || -> subclass(regular(union(intersection(union(u,v),power_class(complement(power_class(w)))),complement(successor(x)))),union(complement(union(u,v)),image(element_relation,power_class(w))))*.
% 299.74/300.47 125024[4:SpR:48872.0,124375.0] || -> subclass(regular(union(intersection(union(complement(power_class(u)),v),power_class(w)),complement(successor(x)))),union(intersection(power_class(u),complement(v)),complement(power_class(w))))*.
% 299.74/300.47 125023[4:SpR:48871.0,124375.0] || -> subclass(regular(union(intersection(union(u,complement(power_class(v))),power_class(w)),complement(successor(x)))),union(intersection(complement(u),power_class(v)),complement(power_class(w))))*.
% 299.74/300.47 125022[4:SpR:103320.0,124375.0] || -> subclass(regular(union(intersection(power_class(complement(union(u,v))),power_class(w)),complement(successor(x)))),union(image(element_relation,union(u,v)),complement(power_class(w))))*.
% 299.74/300.47 125020[4:SpR:102945.0,124375.0] || -> subclass(regular(union(intersection(power_class(u),power_class(complement(union(v,w)))),complement(successor(x)))),union(complement(power_class(u)),image(element_relation,union(v,w))))*.
% 299.74/300.47 125143[4:Res:124376.0,7881.0] || subclass(power_class(u),v) -> subclass(regular(union(complement(power_class(u)),w)),x) member(not_subclass_element(regular(union(complement(power_class(u)),w)),x),v)*.
% 299.74/300.47 125254[4:Res:124549.0,7881.0] || subclass(power_class(u),v) -> subclass(regular(union(w,complement(power_class(u)))),x) member(not_subclass_element(regular(union(w,complement(power_class(u)))),x),v)*.
% 299.74/300.47 125295[4:Res:124550.0,7881.0] || subclass(successor(u),v) -> subclass(regular(union(w,complement(successor(u)))),x) member(not_subclass_element(regular(union(w,complement(successor(u)))),x),v)*.
% 299.74/300.47 125679[4:Res:124551.0,7881.0] || subclass(complement(u),v) -> subclass(regular(union(complement(power_class(w)),u)),x) member(not_subclass_element(regular(union(complement(power_class(w)),u)),x),v)*.
% 299.74/300.47 125626[4:SpR:103074.0,124551.0] || -> subclass(regular(union(complement(power_class(u)),intersection(power_class(complement(power_class(v))),union(w,x)))),union(image(element_relation,power_class(v)),complement(union(w,x))))*.
% 299.74/300.47 125624[4:SpR:48874.0,124551.0] || -> subclass(regular(union(complement(power_class(u)),intersection(power_class(v),union(complement(power_class(w)),x)))),union(complement(power_class(v)),intersection(power_class(w),complement(x))))*.
% 299.74/300.47 125623[4:SpR:48870.0,124551.0] || -> subclass(regular(union(complement(power_class(u)),intersection(power_class(v),union(w,complement(power_class(x)))))),union(complement(power_class(v)),intersection(complement(w),power_class(x))))*.
% 299.74/300.47 125622[4:SpR:103450.0,124551.0] || -> subclass(regular(union(complement(power_class(u)),intersection(union(v,w),power_class(complement(power_class(x)))))),union(complement(union(v,w)),image(element_relation,power_class(x))))*.
% 299.74/300.47 125621[4:SpR:48872.0,124551.0] || -> subclass(regular(union(complement(power_class(u)),intersection(union(complement(power_class(v)),w),power_class(x)))),union(intersection(power_class(v),complement(w)),complement(power_class(x))))*.
% 299.74/300.47 125620[4:SpR:48871.0,124551.0] || -> subclass(regular(union(complement(power_class(u)),intersection(union(v,complement(power_class(w))),power_class(x)))),union(intersection(complement(v),power_class(w)),complement(power_class(x))))*.
% 299.74/300.47 125619[4:SpR:103320.0,124551.0] || -> subclass(regular(union(complement(power_class(u)),intersection(power_class(complement(union(v,w))),power_class(x)))),union(image(element_relation,union(v,w)),complement(power_class(x))))*.
% 299.74/300.47 125617[4:SpR:102945.0,124551.0] || -> subclass(regular(union(complement(power_class(u)),intersection(power_class(v),power_class(complement(union(w,x)))))),union(complement(power_class(v)),image(element_relation,union(w,x))))*.
% 299.74/300.47 125779[4:Res:125049.0,7881.0] || subclass(complement(u),v) -> subclass(regular(union(complement(successor(w)),u)),x) member(not_subclass_element(regular(union(complement(successor(w)),u)),x),v)*.
% 299.74/300.47 125736[4:SpR:103074.0,125049.0] || -> subclass(regular(union(complement(successor(u)),intersection(power_class(complement(power_class(v))),union(w,x)))),union(image(element_relation,power_class(v)),complement(union(w,x))))*.
% 299.74/300.47 125734[4:SpR:48874.0,125049.0] || -> subclass(regular(union(complement(successor(u)),intersection(power_class(v),union(complement(power_class(w)),x)))),union(complement(power_class(v)),intersection(power_class(w),complement(x))))*.
% 299.74/300.47 125733[4:SpR:48870.0,125049.0] || -> subclass(regular(union(complement(successor(u)),intersection(power_class(v),union(w,complement(power_class(x)))))),union(complement(power_class(v)),intersection(complement(w),power_class(x))))*.
% 299.74/300.47 125732[4:SpR:103450.0,125049.0] || -> subclass(regular(union(complement(successor(u)),intersection(union(v,w),power_class(complement(power_class(x)))))),union(complement(union(v,w)),image(element_relation,power_class(x))))*.
% 299.74/300.47 125731[4:SpR:48872.0,125049.0] || -> subclass(regular(union(complement(successor(u)),intersection(union(complement(power_class(v)),w),power_class(x)))),union(intersection(power_class(v),complement(w)),complement(power_class(x))))*.
% 299.74/300.47 125730[4:SpR:48871.0,125049.0] || -> subclass(regular(union(complement(successor(u)),intersection(union(v,complement(power_class(w))),power_class(x)))),union(intersection(complement(v),power_class(w)),complement(power_class(x))))*.
% 299.74/300.47 125729[4:SpR:103320.0,125049.0] || -> subclass(regular(union(complement(successor(u)),intersection(power_class(complement(union(v,w))),power_class(x)))),union(image(element_relation,union(v,w)),complement(power_class(x))))*.
% 299.74/300.47 125727[4:SpR:102945.0,125049.0] || -> subclass(regular(union(complement(successor(u)),intersection(power_class(v),power_class(complement(union(w,x)))))),union(complement(power_class(v)),image(element_relation,union(w,x))))*.
% 299.74/300.47 125843[4:Res:125277.0,7881.0] || subclass(successor(u),v) -> subclass(regular(union(complement(successor(u)),w)),x) member(not_subclass_element(regular(union(complement(successor(u)),w)),x),v)*.
% 299.74/300.47 126029[4:Rew:32.0,125924.1] || member(not_subclass_element(union(null_class,restrict(u,v,w)),x),symmetric_difference(cross_product(v,w),u))* -> subclass(union(null_class,restrict(u,v,w)),x).
% 299.74/300.47 126030[4:Rew:31.0,125917.1] || member(not_subclass_element(union(null_class,restrict(u,v,w)),x),symmetric_difference(u,cross_product(v,w)))* -> subclass(union(null_class,restrict(u,v,w)),x).
% 299.74/300.47 126149[4:Res:123479.0,3481.0] || -> equal(union(null_class,intersection(intersection(intersection(u,v),w),x)),null_class) member(regular(union(null_class,intersection(intersection(intersection(u,v),w),x))),u)*.
% 299.74/300.47 126148[4:Res:123479.0,3482.0] || -> equal(union(null_class,intersection(intersection(intersection(u,v),w),x)),null_class) member(regular(union(null_class,intersection(intersection(intersection(u,v),w),x))),v)*.
% 299.74/300.47 126126[4:Res:123479.0,3479.0] || subclass(u,v) -> equal(union(null_class,intersection(intersection(u,w),x)),null_class) member(regular(union(null_class,intersection(intersection(u,w),x))),v)*.
% 299.74/300.47 126324[4:Res:123491.0,3481.0] || -> equal(intersection(union(null_class,intersection(intersection(u,v),w)),x),null_class) member(regular(intersection(union(null_class,intersection(intersection(u,v),w)),x)),u)*.
% 299.74/300.47 126323[4:Res:123491.0,3482.0] || -> equal(intersection(union(null_class,intersection(intersection(u,v),w)),x),null_class) member(regular(intersection(union(null_class,intersection(intersection(u,v),w)),x)),v)*.
% 299.74/300.47 126301[4:Res:123491.0,3479.0] || subclass(u,v) -> equal(intersection(union(null_class,intersection(u,w)),x),null_class) member(regular(intersection(union(null_class,intersection(u,w)),x)),v)*.
% 299.74/300.47 126491[4:Res:123520.0,3481.0] || -> equal(intersection(u,union(null_class,intersection(intersection(v,w),x))),null_class) member(regular(intersection(u,union(null_class,intersection(intersection(v,w),x)))),v)*.
% 299.74/300.47 126490[4:Res:123520.0,3482.0] || -> equal(intersection(u,union(null_class,intersection(intersection(v,w),x))),null_class) member(regular(intersection(u,union(null_class,intersection(intersection(v,w),x)))),w)*.
% 299.74/300.47 126468[4:Res:123520.0,3479.0] || subclass(u,v) -> equal(intersection(w,union(null_class,intersection(u,x))),null_class) member(regular(intersection(w,union(null_class,intersection(u,x)))),v)*.
% 299.74/300.47 126655[4:Res:123529.0,3481.0] || -> equal(union(null_class,intersection(u,intersection(intersection(v,w),x))),null_class) member(regular(union(null_class,intersection(u,intersection(intersection(v,w),x)))),v)*.
% 299.74/300.47 126654[4:Res:123529.0,3482.0] || -> equal(union(null_class,intersection(u,intersection(intersection(v,w),x))),null_class) member(regular(union(null_class,intersection(u,intersection(intersection(v,w),x)))),w)*.
% 299.74/300.47 126632[4:Res:123529.0,3479.0] || subclass(u,v) -> equal(union(null_class,intersection(w,intersection(u,x))),null_class) member(regular(union(null_class,intersection(w,intersection(u,x)))),v)*.
% 299.74/300.47 126796[4:Res:123909.0,3481.0] || -> equal(complement(successor(complement(restrict(intersection(u,v),w,x)))),null_class) member(regular(complement(successor(complement(restrict(intersection(u,v),w,x))))),u)*.
% 299.74/300.47 126795[4:Res:123909.0,3482.0] || -> equal(complement(successor(complement(restrict(intersection(u,v),w,x)))),null_class) member(regular(complement(successor(complement(restrict(intersection(u,v),w,x))))),v)*.
% 299.74/300.47 126773[4:Res:123909.0,3479.0] || subclass(u,v) -> equal(complement(successor(complement(restrict(u,w,x)))),null_class) member(regular(complement(successor(complement(restrict(u,w,x))))),v)*.
% 299.74/300.47 127075[4:Res:126047.0,3481.0] || -> equal(union(null_class,intersection(intersection(u,intersection(v,w)),x)),null_class) member(regular(union(null_class,intersection(intersection(u,intersection(v,w)),x))),v)*.
% 299.74/300.47 127074[4:Res:126047.0,3482.0] || -> equal(union(null_class,intersection(intersection(u,intersection(v,w)),x)),null_class) member(regular(union(null_class,intersection(intersection(u,intersection(v,w)),x))),w)*.
% 299.74/300.47 127052[4:Res:126047.0,3479.0] || subclass(u,v) -> equal(union(null_class,intersection(intersection(w,u),x)),null_class) member(regular(union(null_class,intersection(intersection(w,u),x))),v)*.
% 299.74/300.47 127250[4:Res:126220.0,3481.0] || -> equal(intersection(union(null_class,intersection(u,intersection(v,w))),x),null_class) member(regular(intersection(union(null_class,intersection(u,intersection(v,w))),x)),v)*.
% 299.74/300.47 127249[4:Res:126220.0,3482.0] || -> equal(intersection(union(null_class,intersection(u,intersection(v,w))),x),null_class) member(regular(intersection(union(null_class,intersection(u,intersection(v,w))),x)),w)*.
% 299.74/300.47 127227[4:Res:126220.0,3479.0] || subclass(u,v) -> equal(intersection(union(null_class,intersection(w,u)),x),null_class) member(regular(intersection(union(null_class,intersection(w,u)),x)),v)*.
% 299.74/300.47 127471[4:Res:126395.0,3481.0] || -> equal(intersection(u,union(null_class,intersection(v,intersection(w,x)))),null_class) member(regular(intersection(u,union(null_class,intersection(v,intersection(w,x))))),w)*.
% 299.74/300.47 127470[4:Res:126395.0,3482.0] || -> equal(intersection(u,union(null_class,intersection(v,intersection(w,x)))),null_class) member(regular(intersection(u,union(null_class,intersection(v,intersection(w,x))))),x)*.
% 299.74/300.47 127448[4:Res:126395.0,3479.0] || subclass(u,v) -> equal(intersection(w,union(null_class,intersection(x,u))),null_class) member(regular(intersection(w,union(null_class,intersection(x,u)))),v)*.
% 299.74/300.47 127638[4:Res:126557.0,3481.0] || -> equal(union(null_class,intersection(u,intersection(v,intersection(w,x)))),null_class) member(regular(union(null_class,intersection(u,intersection(v,intersection(w,x))))),w)*.
% 299.74/300.47 127637[4:Res:126557.0,3482.0] || -> equal(union(null_class,intersection(u,intersection(v,intersection(w,x)))),null_class) member(regular(union(null_class,intersection(u,intersection(v,intersection(w,x))))),x)*.
% 299.74/300.47 127615[4:Res:126557.0,3479.0] || subclass(u,v) -> equal(union(null_class,intersection(w,intersection(x,u))),null_class) member(regular(union(null_class,intersection(w,intersection(x,u)))),v)*.
% 299.74/300.47 128091[2:Res:36356.0,102790.1] || member(u,universal_class) -> equal(singleton(union(v,w)),null_class) member(u,complement(union(v,w))) member(u,complement(singleton(union(v,w))))*.
% 299.74/300.47 128431[0:Res:7827.1,4.0] || subclass(cross_product(u,v),w) -> equal(intersection(restrict(x,u,v),y),null_class) member(regular(intersection(restrict(x,u,v),y)),w)*.
% 299.74/300.47 128399[0:SpR:277.0,7827.1] || -> equal(intersection(restrict(cross_product(u,v),w,x),y),null_class) member(regular(intersection(restrict(cross_product(w,x),u,v),y)),cross_product(w,x))*.
% 299.74/300.47 128545[4:Res:98788.0,3479.0] || subclass(u,v) -> equal(intersection(intersection(union(u,u),w),x),null_class) member(regular(intersection(intersection(union(u,u),w),x)),v)*.
% 299.74/300.47 128641[4:Rew:80005.0,128585.1,77740.0,128585.1] single_valued_class(intersection(intersection(union(cross_product(universal_class,universal_class),cross_product(universal_class,universal_class)),u),v)) || -> function(intersection(intersection(union(null_class,cross_product(universal_class,universal_class)),u),v))*.
% 299.74/300.47 128728[4:Res:98926.0,3479.0] || subclass(u,v) -> equal(intersection(w,intersection(x,union(u,u))),null_class) member(regular(intersection(w,intersection(x,union(u,u)))),v)*.
% 299.74/300.47 128814[4:Rew:80005.0,128768.1,77740.0,128768.1] single_valued_class(intersection(u,intersection(v,union(cross_product(universal_class,universal_class),cross_product(universal_class,universal_class))))) || -> function(intersection(u,intersection(v,union(null_class,cross_product(universal_class,universal_class)))))*.
% 299.74/300.47 128906[4:Res:99049.0,3479.0] || subclass(u,v) -> equal(intersection(w,intersection(union(u,u),x)),null_class) member(regular(intersection(w,intersection(union(u,u),x))),v)*.
% 299.74/300.47 129000[4:Rew:80005.0,128946.1,77740.0,128946.1] single_valued_class(intersection(u,intersection(union(cross_product(universal_class,universal_class),cross_product(universal_class,universal_class)),v))) || -> function(intersection(u,intersection(union(null_class,cross_product(universal_class,universal_class)),v)))*.
% 299.74/300.47 129091[4:Res:99476.0,3479.0] || subclass(u,v) -> equal(intersection(intersection(w,union(u,u)),x),null_class) member(regular(intersection(intersection(w,union(u,u)),x)),v)*.
% 299.74/300.47 129179[4:Rew:80005.0,129131.1,77740.0,129131.1] single_valued_class(intersection(intersection(u,union(cross_product(universal_class,universal_class),cross_product(universal_class,universal_class))),v)) || -> function(intersection(intersection(u,union(null_class,cross_product(universal_class,universal_class))),v))*.
% 299.74/300.47 129229[0:Res:7840.1,4.0] || subclass(cross_product(u,v),w) -> equal(intersection(x,restrict(y,u,v)),null_class) member(regular(intersection(x,restrict(y,u,v))),w)*.
% 299.74/300.47 129204[0:SpR:277.0,7840.1] || -> equal(intersection(u,restrict(cross_product(v,w),x,y)),null_class) member(regular(intersection(u,restrict(cross_product(x,y),v,w))),cross_product(x,y))*.
% 299.74/300.47 135007[4:Res:8432.2,17917.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,cantor(ordered_pair(flip(cross_product(u,universal_class)),inverse(u))))* subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.47 134980[0:Res:8432.2,271.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,restrict(v,w,x))* -> member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),v)*.
% 299.74/300.47 135585[4:Res:8431.2,17917.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,cantor(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u))))* subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.47 135558[0:Res:8431.2,271.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,restrict(v,w,x))* -> member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),v)*.
% 299.74/300.47 135536[2:SpR:7424.0,8431.2] || member(restrict(element_relation,universal_class,range_of(null_class)),universal_class) subclass(domain_relation,u) -> member(ordered_pair(restrict(element_relation,universal_class,range_of(null_class)),apply(null_class,v)),u)*.
% 299.74/300.47 136212[2:SpR:103074.0,130204.0] || -> equal(intersection(intersection(power_class(complement(power_class(u))),union(v,w)),restrict(union(image(element_relation,power_class(u)),complement(union(v,w))),x,y)),null_class)**.
% 299.74/300.47 136210[2:SpR:48874.0,130204.0] || -> equal(intersection(intersection(power_class(u),union(complement(power_class(v)),w)),restrict(union(complement(power_class(u)),intersection(power_class(v),complement(w))),x,y)),null_class)**.
% 299.74/300.47 136209[2:SpR:48870.0,130204.0] || -> equal(intersection(intersection(power_class(u),union(v,complement(power_class(w)))),restrict(union(complement(power_class(u)),intersection(complement(v),power_class(w))),x,y)),null_class)**.
% 299.74/300.47 136208[2:SpR:103450.0,130204.0] || -> equal(intersection(intersection(union(u,v),power_class(complement(power_class(w)))),restrict(union(complement(union(u,v)),image(element_relation,power_class(w))),x,y)),null_class)**.
% 299.74/300.47 136207[2:SpR:48872.0,130204.0] || -> equal(intersection(intersection(union(complement(power_class(u)),v),power_class(w)),restrict(union(intersection(power_class(u),complement(v)),complement(power_class(w))),x,y)),null_class)**.
% 299.74/300.47 136206[2:SpR:48871.0,130204.0] || -> equal(intersection(intersection(union(u,complement(power_class(v))),power_class(w)),restrict(union(intersection(complement(u),power_class(v)),complement(power_class(w))),x,y)),null_class)**.
% 299.74/300.47 136205[2:SpR:103320.0,130204.0] || -> equal(intersection(intersection(power_class(complement(union(u,v))),power_class(w)),restrict(union(image(element_relation,union(u,v)),complement(power_class(w))),x,y)),null_class)**.
% 299.74/300.47 136203[2:SpR:102945.0,130204.0] || -> equal(intersection(intersection(power_class(u),power_class(complement(union(v,w)))),restrict(union(complement(power_class(u)),image(element_relation,union(v,w))),x,y)),null_class)**.
% 299.74/300.47 136943[4:Rew:136834.0,136928.1] || member(ordered_pair(u,not_subclass_element(v,image(w,range_of(null_class)))),compose(w,singleton(cross_product(singleton(u),universal_class))))* -> subclass(v,image(w,range_of(null_class))).
% 299.74/300.47 136983[4:Res:1040.2,136895.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,cantor(singleton(cross_product(singleton(ordered_pair(u,ordered_pair(v,compose(u,v)))),universal_class))))* -> .
% 299.74/300.47 137060[4:Res:1040.2,132175.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,singleton(w)) member(ordered_pair(u,ordered_pair(v,compose(u,v))),w)* -> .
% 299.74/300.47 137849[0:SpL:314.0,14012.0] || member(singleton(singleton(singleton(u))),cross_product(universal_class,universal_class))* subclass(composition_function,successor_relation) -> equal(ordered_pair(u,compose(singleton(u),u)),successor(singleton(u)))**.
% 299.74/300.47 138591[4:SpL:28759.0,48887.0] || member(regular(union(complement(u),complement(power_class(v)))),intersection(union(null_class,u),power_class(v)))* -> equal(union(complement(u),complement(power_class(v))),null_class).
% 299.74/300.47 138849[4:SpL:28759.0,48893.0] || member(regular(union(complement(power_class(u)),complement(v))),intersection(power_class(u),union(null_class,v)))* -> equal(union(complement(power_class(u)),complement(v)),null_class).
% 299.74/300.47 140609[0:SpL:25086.1,48064.1] || equal(power_class(u),universal_class) member(v,universal_class) subclass(power_class(null_class),w)* -> member(v,image(element_relation,power_class(u)))* member(v,w)*.
% 299.74/300.47 140608[4:SpL:47746.1,48064.1] || equal(power_class(u),null_class) member(v,universal_class) subclass(power_class(universal_class),w)* -> member(v,image(element_relation,power_class(u)))* member(v,w)*.
% 299.74/300.47 141322[0:Res:123475.0,3481.0] || -> equal(intersection(intersection(intersection(intersection(u,v),w),x),y),null_class) member(regular(intersection(intersection(intersection(intersection(u,v),w),x),y)),u)*.
% 299.74/300.47 141321[0:Res:123475.0,3482.0] || -> equal(intersection(intersection(intersection(intersection(u,v),w),x),y),null_class) member(regular(intersection(intersection(intersection(intersection(u,v),w),x),y)),v)*.
% 299.74/300.47 141297[0:Res:123475.0,3479.0] || subclass(u,v) -> equal(intersection(intersection(intersection(u,w),x),y),null_class) member(regular(intersection(intersection(intersection(u,w),x),y)),v)*.
% 299.74/300.47 141683[0:Res:123485.0,3481.0] || -> equal(intersection(u,intersection(v,intersection(intersection(w,x),y))),null_class) member(regular(intersection(u,intersection(v,intersection(intersection(w,x),y)))),w)*.
% 299.74/300.47 141682[0:Res:123485.0,3482.0] || -> equal(intersection(u,intersection(v,intersection(intersection(w,x),y))),null_class) member(regular(intersection(u,intersection(v,intersection(intersection(w,x),y)))),x)*.
% 299.74/300.47 141658[0:Res:123485.0,3479.0] || subclass(u,v) -> equal(intersection(w,intersection(x,intersection(u,y))),null_class) member(regular(intersection(w,intersection(x,intersection(u,y)))),v)*.
% 299.74/300.47 141925[0:Res:123517.0,3481.0] || -> equal(intersection(u,intersection(intersection(intersection(v,w),x),y)),null_class) member(regular(intersection(u,intersection(intersection(intersection(v,w),x),y))),v)*.
% 299.74/300.47 141924[0:Res:123517.0,3482.0] || -> equal(intersection(u,intersection(intersection(intersection(v,w),x),y)),null_class) member(regular(intersection(u,intersection(intersection(intersection(v,w),x),y))),w)*.
% 299.74/300.47 141900[0:Res:123517.0,3479.0] || subclass(u,v) -> equal(intersection(w,intersection(intersection(u,x),y)),null_class) member(regular(intersection(w,intersection(intersection(u,x),y))),v)*.
% 299.74/300.47 142172[0:Res:123525.0,3481.0] || -> equal(intersection(intersection(u,intersection(intersection(v,w),x)),y),null_class) member(regular(intersection(intersection(u,intersection(intersection(v,w),x)),y)),v)*.
% 299.74/300.47 142171[0:Res:123525.0,3482.0] || -> equal(intersection(intersection(u,intersection(intersection(v,w),x)),y),null_class) member(regular(intersection(intersection(u,intersection(intersection(v,w),x)),y)),w)*.
% 299.74/300.47 142147[0:Res:123525.0,3479.0] || subclass(u,v) -> equal(intersection(intersection(w,intersection(u,x)),y),null_class) member(regular(intersection(intersection(w,intersection(u,x)),y)),v)*.
% 299.74/300.47 142519[4:Res:19302.1,9362.0] || equal(symmetric_difference(union(u,v),union(complement(u),complement(v))),singleton(singleton(null_class)))** -> member(singleton(null_class),complement(symmetric_difference(complement(u),complement(v)))).
% 299.74/300.47 142583[4:Rew:28759.0,142394.1] || member(u,symmetric_difference(union(complement(v),w),union(union(null_class,v),complement(w))))* -> member(u,complement(symmetric_difference(union(null_class,v),complement(w)))).
% 299.74/300.47 142587[4:Rew:28759.0,142359.1] || member(u,symmetric_difference(union(v,complement(w)),union(complement(v),union(null_class,w))))* -> member(u,complement(symmetric_difference(complement(v),union(null_class,w)))).
% 299.74/300.47 142820[0:Res:127908.0,3481.0] || -> equal(intersection(intersection(intersection(u,intersection(v,w)),x),y),null_class) member(regular(intersection(intersection(intersection(u,intersection(v,w)),x),y)),v)*.
% 299.74/300.47 142819[0:Res:127908.0,3482.0] || -> equal(intersection(intersection(intersection(u,intersection(v,w)),x),y),null_class) member(regular(intersection(intersection(intersection(u,intersection(v,w)),x),y)),w)*.
% 299.74/300.47 142795[0:Res:127908.0,3479.0] || subclass(u,v) -> equal(intersection(intersection(intersection(w,u),x),y),null_class) member(regular(intersection(intersection(intersection(w,u),x),y)),v)*.
% 299.74/300.47 143063[0:Res:127918.0,3481.0] || -> equal(intersection(u,intersection(v,intersection(w,intersection(x,y)))),null_class) member(regular(intersection(u,intersection(v,intersection(w,intersection(x,y))))),x)*.
% 299.74/300.47 143062[0:Res:127918.0,3482.0] || -> equal(intersection(u,intersection(v,intersection(w,intersection(x,y)))),null_class) member(regular(intersection(u,intersection(v,intersection(w,intersection(x,y))))),y)*.
% 299.74/300.47 143038[0:Res:127918.0,3479.0] || subclass(u,v) -> equal(intersection(w,intersection(x,intersection(y,u))),null_class) member(regular(intersection(w,intersection(x,intersection(y,u)))),v)*.
% 299.74/300.47 143305[0:Res:127954.0,3481.0] || -> equal(intersection(u,intersection(intersection(v,intersection(w,x)),y)),null_class) member(regular(intersection(u,intersection(intersection(v,intersection(w,x)),y))),w)*.
% 299.74/300.47 143304[0:Res:127954.0,3482.0] || -> equal(intersection(u,intersection(intersection(v,intersection(w,x)),y)),null_class) member(regular(intersection(u,intersection(intersection(v,intersection(w,x)),y))),x)*.
% 299.74/300.47 143280[0:Res:127954.0,3479.0] || subclass(u,v) -> equal(intersection(w,intersection(intersection(x,u),y)),null_class) member(regular(intersection(w,intersection(intersection(x,u),y))),v)*.
% 299.74/300.47 143552[0:Res:127963.0,3481.0] || -> equal(intersection(intersection(u,intersection(v,intersection(w,x))),y),null_class) member(regular(intersection(intersection(u,intersection(v,intersection(w,x))),y)),w)*.
% 299.74/300.47 143551[0:Res:127963.0,3482.0] || -> equal(intersection(intersection(u,intersection(v,intersection(w,x))),y),null_class) member(regular(intersection(intersection(u,intersection(v,intersection(w,x))),y)),x)*.
% 299.74/300.47 143527[0:Res:127963.0,3479.0] || subclass(u,v) -> equal(intersection(intersection(w,intersection(x,u)),y),null_class) member(regular(intersection(intersection(w,intersection(x,u)),y)),v)*.
% 299.74/300.47 143792[0:Res:58786.0,3481.0] || -> equal(restrict(restrict(intersection(u,v),w,x),y,z),null_class) member(regular(restrict(restrict(intersection(u,v),w,x),y,z)),u)*.
% 299.74/300.47 143791[0:Res:58786.0,3482.0] || -> equal(restrict(restrict(intersection(u,v),w,x),y,z),null_class) member(regular(restrict(restrict(intersection(u,v),w,x),y,z)),v)*.
% 299.74/300.47 143767[0:Res:58786.0,3479.0] || subclass(u,v) -> equal(restrict(restrict(u,w,x),y,z),null_class) member(regular(restrict(restrict(u,w,x),y,z)),v)*.
% 299.74/300.47 144238[0:MRR:144237.0,14.0] || subclass(unordered_pair(u,v),symmetric_difference(w,x))* -> member(u,unordered_pair(u,v))* equal(unordered_pair(u,v),null_class) member(v,union(w,x)).
% 299.74/300.47 144241[0:MRR:144240.0,14.0] || subclass(unordered_pair(u,v),symmetric_difference(w,x))* -> member(v,unordered_pair(u,v))* equal(unordered_pair(u,v),null_class) member(u,union(w,x)).
% 299.74/300.47 144348[4:Res:35099.1,9801.0] || member(u,universal_class) subclass(cantor(u),v)* subclass(v,w)* -> equal(cantor(u),null_class) member(apply(choice,cantor(u)),w)*.
% 299.74/300.47 144338[0:Res:57.1,9801.0] || member(u,universal_class) subclass(sum_class(u),v)* subclass(v,w)* -> equal(sum_class(u),null_class) member(apply(choice,sum_class(u)),w)*.
% 299.74/300.47 144337[0:Res:59.1,9801.0] || member(u,universal_class) subclass(power_class(u),v)* subclass(v,w)* -> equal(power_class(u),null_class) member(apply(choice,power_class(u)),w)*.
% 299.74/300.47 144655[0:Rew:80005.0,144573.1] || member(u,intersection(union(v,w),image(element_relation,power_class(universal_class)))) member(u,union(power_class(complement(power_class(universal_class))),complement(union(v,w))))* -> .
% 299.74/300.47 144554[0:SpL:50817.0,102294.0] || member(u,intersection(image(element_relation,power_class(universal_class)),union(v,w))) member(u,union(power_class(complement(power_class(universal_class))),complement(union(v,w))))* -> .
% 299.74/300.47 144470[0:SpR:50817.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(v),image(element_relation,power_class(universal_class)))) member(u,union(complement(power_class(v)),power_class(complement(power_class(universal_class)))))*.
% 299.74/300.47 144466[0:SpR:50817.0,47997.1] || member(u,universal_class) -> member(u,intersection(image(element_relation,power_class(universal_class)),power_class(v))) member(u,union(power_class(complement(power_class(universal_class))),complement(power_class(v))))*.
% 299.74/300.47 144939[4:Rew:80005.0,144860.1] || member(u,intersection(union(v,w),image(element_relation,power_class(null_class)))) member(u,union(power_class(complement(power_class(null_class))),complement(union(v,w))))* -> .
% 299.74/300.47 144841[4:SpL:50818.0,102294.0] || member(u,intersection(image(element_relation,power_class(null_class)),union(v,w))) member(u,union(power_class(complement(power_class(null_class))),complement(union(v,w))))* -> .
% 299.74/300.47 144758[4:SpR:50818.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(v),image(element_relation,power_class(null_class)))) member(u,union(complement(power_class(v)),power_class(complement(power_class(null_class)))))*.
% 299.74/300.47 144754[4:SpR:50818.0,47997.1] || member(u,universal_class) -> member(u,intersection(image(element_relation,power_class(null_class)),power_class(v))) member(u,union(power_class(complement(power_class(null_class))),complement(power_class(v))))*.
% 299.74/300.47 145138[4:Res:35099.1,14385.0] || member(u,universal_class) -> equal(ordered_pair(first(ordered_pair(cantor(u),singleton(v))),second(ordered_pair(cantor(u),singleton(v)))),ordered_pair(cantor(u),singleton(v)))**.
% 299.74/300.47 145128[0:Res:57.1,14385.0] || member(u,universal_class) -> equal(ordered_pair(first(ordered_pair(sum_class(u),singleton(v))),second(ordered_pair(sum_class(u),singleton(v)))),ordered_pair(sum_class(u),singleton(v)))**.
% 299.74/300.47 145127[0:Res:59.1,14385.0] || member(u,universal_class) -> equal(ordered_pair(first(ordered_pair(power_class(u),singleton(v))),second(ordered_pair(power_class(u),singleton(v)))),ordered_pair(power_class(u),singleton(v)))**.
% 299.74/300.47 145883[4:SpR:28759.0,104218.0] || -> equal(intersection(union(complement(u),complement(union(v,w))),union(union(null_class,u),union(v,w))),symmetric_difference(union(null_class,u),union(v,w)))**.
% 299.74/300.47 146836[4:SpR:28759.0,103225.0] || -> equal(intersection(union(union(u,v),union(null_class,w)),union(complement(union(u,v)),complement(w))),symmetric_difference(union(u,v),union(null_class,w)))**.
% 299.74/300.47 147373[9:SpL:40368.1,13769.0] one_to_one(u) || equal(v,image(w,image(x,null_class)))* member(ordered_pair(inverse(u),y),compose(w,x))* -> member(y,v)*.
% 299.74/300.47 147370[4:SpL:71468.1,13769.0] || equal(u,universal_class) equal(v,image(w,image(x,null_class)))* member(ordered_pair(u,y),compose(w,x))* -> member(y,v)*.
% 299.74/300.47 148282[2:MRR:148237.0,12507.2] || member(u,universal_class) subclass(u,regular(unordered_pair(apply(choice,u),v)))* -> equal(u,null_class) equal(unordered_pair(apply(choice,u),v),null_class).
% 299.74/300.47 148283[2:MRR:148233.0,12507.2] || member(u,universal_class) subclass(u,regular(unordered_pair(v,apply(choice,u))))* -> equal(u,null_class) equal(unordered_pair(v,apply(choice,u)),null_class).
% 299.74/300.47 148294[2:MRR:148293.1,14.0] || equal(u,v) subclass(unordered_pair(v,u),regular(w))* member(v,w) -> equal(unordered_pair(v,u),null_class) equal(w,null_class).
% 299.74/300.47 148678[4:SpR:29043.2,91863.0] || member(u,universal_class) -> member(u,cantor(v)) subclass(intersection(w,union(v,cross_product(singleton(u),universal_class))),union(cross_product(singleton(u),universal_class),v))*.
% 299.74/300.47 148663[4:SpR:29043.2,92692.0] || member(u,universal_class) -> member(u,cantor(v)) subclass(intersection(union(v,cross_product(singleton(u),universal_class)),w),union(cross_product(singleton(u),universal_class),v))*.
% 299.74/300.47 148793[4:SpR:29051.2,91863.0] || member(u,universal_class) -> member(u,cantor(v)) subclass(intersection(w,union(cross_product(singleton(u),universal_class),v)),union(v,cross_product(singleton(u),universal_class)))*.
% 299.74/300.47 148769[4:SpR:29051.2,92692.0] || member(u,universal_class) -> member(u,cantor(v)) subclass(intersection(union(cross_product(singleton(u),universal_class),v),w),union(v,cross_product(singleton(u),universal_class)))*.
% 299.74/300.47 149023[4:Res:48029.1,64986.1] || member(u,universal_class) equal(successor(intersection(complement(v),power_class(complement(power_class(w))))),null_class)** -> member(u,union(v,image(element_relation,power_class(w))))*.
% 299.74/300.47 148958[4:SpR:28759.0,48029.1] || member(u,universal_class) -> member(u,intersection(union(null_class,v),power_class(complement(power_class(w)))))* member(u,union(complement(v),image(element_relation,power_class(w)))).
% 299.74/300.47 149236[4:Res:48061.1,64986.1] || member(u,universal_class) equal(successor(intersection(power_class(complement(power_class(v))),complement(w))),null_class)** -> member(u,union(image(element_relation,power_class(v)),w))*.
% 299.74/300.47 149155[4:SpR:28759.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),union(null_class,w)))* member(u,union(image(element_relation,power_class(v)),complement(w))).
% 299.74/300.47 149393[0:SpR:71286.1,13323.2] || subclass(u,v) member(symmetric_difference(v,u),universal_class) -> equal(symmetric_difference(v,u),null_class) member(apply(choice,symmetric_difference(v,u)),complement(u))*.
% 299.74/300.47 149343[0:SpR:92837.1,13323.2] || subclass(u,v) member(symmetric_difference(u,v),universal_class) -> equal(symmetric_difference(u,v),null_class) member(apply(choice,symmetric_difference(u,v)),complement(u))*.
% 299.74/300.47 149598[0:SpL:314.0,14014.0] || member(singleton(singleton(singleton(u))),cross_product(universal_class,universal_class)) subclass(composition_function,cross_product(v,w))* -> member(ordered_pair(u,compose(singleton(u),u)),w)*.
% 299.74/300.47 149798[2:Res:7349.1,47989.0] || subclass(domain_relation,intersection(complement(u),union(v,complement(power_class(w))))) member(ordered_pair(null_class,null_class),union(u,intersection(complement(v),power_class(w))))* -> .
% 299.74/300.47 149797[2:Res:31230.1,47989.0] || equal(intersection(complement(u),union(v,complement(power_class(w)))),domain_relation) member(ordered_pair(null_class,null_class),union(u,intersection(complement(v),power_class(w))))* -> .
% 299.74/300.47 149796[0:Res:429.1,47989.0] || subclass(universal_class,intersection(complement(u),union(v,complement(power_class(w))))) member(ordered_pair(x,y),union(u,intersection(complement(v),power_class(w))))* -> .
% 299.74/300.47 149795[4:Res:27911.1,47989.0] || equal(intersection(complement(u),union(v,complement(power_class(w)))),universal_class) member(ordered_pair(x,y),union(u,intersection(complement(v),power_class(w))))* -> .
% 299.74/300.47 149780[0:Res:26.2,47989.0] || member(u,union(v,complement(power_class(w)))) member(u,complement(x)) member(u,union(x,intersection(complement(v),power_class(w))))* -> .
% 299.74/300.47 149777[5:Res:21256.1,47989.0] || subclass(universal_class,intersection(complement(u),union(v,complement(power_class(w))))) member(sum_class(range_of(null_class)),union(u,intersection(complement(v),power_class(w))))* -> .
% 299.74/300.47 149776[5:Res:25575.1,47989.0] || equal(intersection(complement(u),union(v,complement(power_class(w)))),universal_class) member(sum_class(range_of(null_class)),union(u,intersection(complement(v),power_class(w))))* -> .
% 299.74/300.47 149770[0:Res:405.1,47989.0] || subclass(universal_class,intersection(complement(u),union(v,complement(power_class(w))))) member(unordered_pair(x,y),union(u,intersection(complement(v),power_class(w))))* -> .
% 299.74/300.47 149769[4:Res:27909.1,47989.0] || equal(intersection(complement(u),union(v,complement(power_class(w)))),universal_class) member(unordered_pair(x,y),union(u,intersection(complement(v),power_class(w))))* -> .
% 299.74/300.47 149768[5:Res:21248.1,47989.0] || subclass(universal_class,intersection(complement(u),union(v,complement(power_class(w))))) member(apply(null_class,x),union(u,intersection(complement(v),power_class(w))))* -> .
% 299.74/300.47 149767[5:Res:25573.1,47989.0] || equal(intersection(complement(u),union(v,complement(power_class(w)))),universal_class) member(apply(null_class,x),union(u,intersection(complement(v),power_class(w))))* -> .
% 299.74/300.47 149738[4:SpL:117109.1,47989.0] || equal(complement(u),universal_class) member(v,union(w,complement(power_class(x)))) member(v,union(u,intersection(complement(w),power_class(x))))* -> .
% 299.74/300.47 149721[4:SpL:28759.0,47989.0] || member(u,intersection(union(null_class,v),union(w,complement(power_class(x)))))* member(u,union(complement(v),intersection(complement(w),power_class(x)))) -> .
% 299.74/300.47 149858[4:Rew:28748.0,149700.1] || equal(successor(u),null_class) member(v,union(w,complement(power_class(x)))) member(v,union(u,intersection(complement(w),power_class(x))))* -> .
% 299.74/300.47 150135[2:Res:7349.1,48009.0] || subclass(domain_relation,intersection(union(u,complement(power_class(v))),complement(w))) member(ordered_pair(null_class,null_class),union(intersection(complement(u),power_class(v)),w))* -> .
% 299.74/300.47 150134[2:Res:31230.1,48009.0] || equal(intersection(union(u,complement(power_class(v))),complement(w)),domain_relation) member(ordered_pair(null_class,null_class),union(intersection(complement(u),power_class(v)),w))* -> .
% 299.74/300.47 150133[0:Res:429.1,48009.0] || subclass(universal_class,intersection(union(u,complement(power_class(v))),complement(w))) member(ordered_pair(x,y),union(intersection(complement(u),power_class(v)),w))* -> .
% 299.74/300.47 150132[4:Res:27911.1,48009.0] || equal(intersection(union(u,complement(power_class(v))),complement(w)),universal_class) member(ordered_pair(x,y),union(intersection(complement(u),power_class(v)),w))* -> .
% 299.74/300.47 150117[0:Res:26.2,48009.0] || member(u,complement(v)) member(u,union(w,complement(power_class(x)))) member(u,union(intersection(complement(w),power_class(x)),v))* -> .
% 299.74/300.47 150114[5:Res:21256.1,48009.0] || subclass(universal_class,intersection(union(u,complement(power_class(v))),complement(w))) member(sum_class(range_of(null_class)),union(intersection(complement(u),power_class(v)),w))* -> .
% 299.74/300.47 150113[5:Res:25575.1,48009.0] || equal(intersection(union(u,complement(power_class(v))),complement(w)),universal_class) member(sum_class(range_of(null_class)),union(intersection(complement(u),power_class(v)),w))* -> .
% 299.74/300.47 150107[0:Res:405.1,48009.0] || subclass(universal_class,intersection(union(u,complement(power_class(v))),complement(w))) member(unordered_pair(x,y),union(intersection(complement(u),power_class(v)),w))* -> .
% 299.74/300.47 150106[4:Res:27909.1,48009.0] || equal(intersection(union(u,complement(power_class(v))),complement(w)),universal_class) member(unordered_pair(x,y),union(intersection(complement(u),power_class(v)),w))* -> .
% 299.74/300.47 150105[5:Res:21248.1,48009.0] || subclass(universal_class,intersection(union(u,complement(power_class(v))),complement(w))) member(apply(null_class,x),union(intersection(complement(u),power_class(v)),w))* -> .
% 299.74/300.47 150104[5:Res:25573.1,48009.0] || equal(intersection(union(u,complement(power_class(v))),complement(w)),universal_class) member(apply(null_class,x),union(intersection(complement(u),power_class(v)),w))* -> .
% 299.74/300.47 150026[4:SpL:28759.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),union(null_class,x)))* member(u,union(intersection(complement(v),power_class(w)),complement(x))) -> .
% 299.74/300.47 150471[2:Res:7349.1,48038.0] || subclass(domain_relation,intersection(complement(u),union(complement(power_class(v)),w))) member(ordered_pair(null_class,null_class),union(u,intersection(power_class(v),complement(w))))* -> .
% 299.74/300.47 150470[2:Res:31230.1,48038.0] || equal(intersection(complement(u),union(complement(power_class(v)),w)),domain_relation) member(ordered_pair(null_class,null_class),union(u,intersection(power_class(v),complement(w))))* -> .
% 299.74/300.47 150469[0:Res:429.1,48038.0] || subclass(universal_class,intersection(complement(u),union(complement(power_class(v)),w))) member(ordered_pair(x,y),union(u,intersection(power_class(v),complement(w))))* -> .
% 299.74/300.47 150468[4:Res:27911.1,48038.0] || equal(intersection(complement(u),union(complement(power_class(v)),w)),universal_class) member(ordered_pair(x,y),union(u,intersection(power_class(v),complement(w))))* -> .
% 299.74/300.47 150453[0:Res:26.2,48038.0] || member(u,union(complement(power_class(v)),w)) member(u,complement(x)) member(u,union(x,intersection(power_class(v),complement(w))))* -> .
% 299.74/300.47 150450[5:Res:21256.1,48038.0] || subclass(universal_class,intersection(complement(u),union(complement(power_class(v)),w))) member(sum_class(range_of(null_class)),union(u,intersection(power_class(v),complement(w))))* -> .
% 299.74/300.47 150449[5:Res:25575.1,48038.0] || equal(intersection(complement(u),union(complement(power_class(v)),w)),universal_class) member(sum_class(range_of(null_class)),union(u,intersection(power_class(v),complement(w))))* -> .
% 299.74/300.47 150443[0:Res:405.1,48038.0] || subclass(universal_class,intersection(complement(u),union(complement(power_class(v)),w))) member(unordered_pair(x,y),union(u,intersection(power_class(v),complement(w))))* -> .
% 299.74/300.47 150442[4:Res:27909.1,48038.0] || equal(intersection(complement(u),union(complement(power_class(v)),w)),universal_class) member(unordered_pair(x,y),union(u,intersection(power_class(v),complement(w))))* -> .
% 299.74/300.47 150441[5:Res:21248.1,48038.0] || subclass(universal_class,intersection(complement(u),union(complement(power_class(v)),w))) member(apply(null_class,x),union(u,intersection(power_class(v),complement(w))))* -> .
% 299.74/300.47 150440[5:Res:25573.1,48038.0] || equal(intersection(complement(u),union(complement(power_class(v)),w)),universal_class) member(apply(null_class,x),union(u,intersection(power_class(v),complement(w))))* -> .
% 299.74/300.47 150411[4:SpL:117109.1,48038.0] || equal(complement(u),universal_class) member(v,union(complement(power_class(w)),x)) member(v,union(u,intersection(power_class(w),complement(x))))* -> .
% 299.74/300.47 150394[4:SpL:28759.0,48038.0] || member(u,intersection(union(null_class,v),union(complement(power_class(w)),x)))* member(u,union(complement(v),intersection(power_class(w),complement(x)))) -> .
% 299.74/300.47 150536[4:Rew:28748.0,150373.1] || equal(successor(u),null_class) member(v,union(complement(power_class(w)),x)) member(v,union(u,intersection(power_class(w),complement(x))))* -> .
% 299.74/300.47 150712[2:Res:7349.1,48198.0] || subclass(domain_relation,intersection(union(complement(power_class(u)),v),complement(w))) member(ordered_pair(null_class,null_class),union(intersection(power_class(u),complement(v)),w))* -> .
% 299.74/300.47 150711[2:Res:31230.1,48198.0] || equal(intersection(union(complement(power_class(u)),v),complement(w)),domain_relation) member(ordered_pair(null_class,null_class),union(intersection(power_class(u),complement(v)),w))* -> .
% 299.74/300.47 150710[0:Res:429.1,48198.0] || subclass(universal_class,intersection(union(complement(power_class(u)),v),complement(w))) member(ordered_pair(x,y),union(intersection(power_class(u),complement(v)),w))* -> .
% 299.74/300.47 150709[4:Res:27911.1,48198.0] || equal(intersection(union(complement(power_class(u)),v),complement(w)),universal_class) member(ordered_pair(x,y),union(intersection(power_class(u),complement(v)),w))* -> .
% 299.74/300.47 150694[0:Res:26.2,48198.0] || member(u,complement(v)) member(u,union(complement(power_class(w)),x)) member(u,union(intersection(power_class(w),complement(x)),v))* -> .
% 299.74/300.47 150691[5:Res:21256.1,48198.0] || subclass(universal_class,intersection(union(complement(power_class(u)),v),complement(w))) member(sum_class(range_of(null_class)),union(intersection(power_class(u),complement(v)),w))* -> .
% 299.74/300.47 150690[5:Res:25575.1,48198.0] || equal(intersection(union(complement(power_class(u)),v),complement(w)),universal_class) member(sum_class(range_of(null_class)),union(intersection(power_class(u),complement(v)),w))* -> .
% 299.74/300.47 150684[0:Res:405.1,48198.0] || subclass(universal_class,intersection(union(complement(power_class(u)),v),complement(w))) member(unordered_pair(x,y),union(intersection(power_class(u),complement(v)),w))* -> .
% 299.74/300.47 150683[4:Res:27909.1,48198.0] || equal(intersection(union(complement(power_class(u)),v),complement(w)),universal_class) member(unordered_pair(x,y),union(intersection(power_class(u),complement(v)),w))* -> .
% 299.74/300.47 150682[5:Res:21248.1,48198.0] || subclass(universal_class,intersection(union(complement(power_class(u)),v),complement(w))) member(apply(null_class,x),union(intersection(power_class(u),complement(v)),w))* -> .
% 299.74/300.47 150681[5:Res:25573.1,48198.0] || equal(intersection(union(complement(power_class(u)),v),complement(w)),universal_class) member(apply(null_class,x),union(intersection(power_class(u),complement(v)),w))* -> .
% 299.74/300.47 150596[4:SpL:28759.0,48198.0] || member(u,intersection(union(complement(power_class(v)),w),union(null_class,x)))* member(u,union(intersection(power_class(v),complement(w)),complement(x))) -> .
% 299.74/300.47 151696[4:Rew:80005.0,151430.0] || -> subclass(regular(union(null_class,intersection(power_class(u),union(v,complement(union(w,x)))))),union(complement(power_class(u)),intersection(complement(v),union(w,x))))*.
% 299.74/300.47 151386[6:SpR:102583.0,32578.1] || -> member(null_class,intersection(power_class(u),union(v,complement(union(w,x))))) member(null_class,union(complement(power_class(u)),intersection(complement(v),union(w,x))))*.
% 299.74/300.47 151374[4:SpR:102583.0,28759.0] || -> equal(complement(union(complement(power_class(u)),intersection(complement(v),union(w,x)))),union(null_class,intersection(power_class(u),union(v,complement(union(w,x))))))**.
% 299.74/300.47 151720[4:Rew:103496.0,151590.0,80005.0,151590.0] || equal(union(null_class,intersection(power_class(u),union(v,complement(union(w,x))))),union(complement(power_class(u)),intersection(complement(v),union(w,x))))** -> .
% 299.74/300.47 151732[4:Rew:103496.0,151402.0] || -> subclass(regular(union(complement(power_class(u)),intersection(complement(v),union(w,x)))),union(null_class,intersection(power_class(u),union(v,complement(union(w,x))))))*.
% 299.74/300.47 151973[2:Res:7349.1,102607.0] || subclass(domain_relation,intersection(complement(u),power_class(complement(union(v,w))))) member(ordered_pair(null_class,null_class),union(u,image(element_relation,union(v,w))))* -> .
% 299.74/300.47 151972[2:Res:31230.1,102607.0] || equal(intersection(complement(u),power_class(complement(union(v,w)))),domain_relation) member(ordered_pair(null_class,null_class),union(u,image(element_relation,union(v,w))))* -> .
% 299.74/300.47 151971[0:Res:429.1,102607.0] || subclass(universal_class,intersection(complement(u),power_class(complement(union(v,w))))) member(ordered_pair(x,y),union(u,image(element_relation,union(v,w))))* -> .
% 299.74/300.47 151970[4:Res:27911.1,102607.0] || equal(intersection(complement(u),power_class(complement(union(v,w)))),universal_class) member(ordered_pair(x,y),union(u,image(element_relation,union(v,w))))* -> .
% 299.74/300.47 151955[0:Res:26.2,102607.0] || member(u,power_class(complement(union(v,w)))) member(u,complement(x)) member(u,union(x,image(element_relation,union(v,w))))* -> .
% 299.74/300.47 151952[5:Res:21256.1,102607.0] || subclass(universal_class,intersection(complement(u),power_class(complement(union(v,w))))) member(sum_class(range_of(null_class)),union(u,image(element_relation,union(v,w))))* -> .
% 299.74/300.47 151951[5:Res:25575.1,102607.0] || equal(intersection(complement(u),power_class(complement(union(v,w)))),universal_class) member(sum_class(range_of(null_class)),union(u,image(element_relation,union(v,w))))* -> .
% 299.74/300.47 151945[0:Res:405.1,102607.0] || subclass(universal_class,intersection(complement(u),power_class(complement(union(v,w))))) member(unordered_pair(x,y),union(u,image(element_relation,union(v,w))))* -> .
% 299.74/300.47 151944[4:Res:27909.1,102607.0] || equal(intersection(complement(u),power_class(complement(union(v,w)))),universal_class) member(unordered_pair(x,y),union(u,image(element_relation,union(v,w))))* -> .
% 299.74/300.47 151943[5:Res:21248.1,102607.0] || subclass(universal_class,intersection(complement(u),power_class(complement(union(v,w))))) member(apply(null_class,x),union(u,image(element_relation,union(v,w))))* -> .
% 299.74/300.47 151942[5:Res:25573.1,102607.0] || equal(intersection(complement(u),power_class(complement(union(v,w)))),universal_class) member(apply(null_class,x),union(u,image(element_relation,union(v,w))))* -> .
% 299.74/300.47 151917[4:SpL:117109.1,102607.0] || equal(complement(u),universal_class) member(v,power_class(complement(union(w,x)))) member(v,union(u,image(element_relation,union(w,x))))* -> .
% 299.74/300.47 151900[4:SpL:28759.0,102607.0] || member(u,intersection(union(null_class,v),power_class(complement(union(w,x)))))* member(u,union(complement(v),image(element_relation,union(w,x)))) -> .
% 299.74/300.47 152064[4:Rew:28748.0,151878.1] || equal(successor(u),null_class) member(v,power_class(complement(union(w,x)))) member(v,union(u,image(element_relation,union(w,x))))* -> .
% 299.74/300.47 152745[4:Rew:80005.0,152475.0] || -> subclass(regular(union(null_class,intersection(union(u,complement(power_class(v))),union(w,x)))),union(intersection(complement(u),power_class(v)),complement(union(w,x))))*.
% 299.74/300.47 152431[6:SpR:102667.0,32578.1] || -> member(null_class,intersection(union(u,complement(power_class(v))),union(w,x))) member(null_class,union(intersection(complement(u),power_class(v)),complement(union(w,x))))*.
% 299.74/300.47 152419[4:SpR:102667.0,28759.0] || -> equal(complement(union(intersection(complement(u),power_class(v)),complement(union(w,x)))),union(null_class,intersection(union(u,complement(power_class(v))),union(w,x))))**.
% 299.74/300.47 152769[4:Rew:103496.0,152639.0,80005.0,152639.0] || equal(union(null_class,intersection(union(u,complement(power_class(v))),union(w,x))),union(intersection(complement(u),power_class(v)),complement(union(w,x))))** -> .
% 299.74/300.47 152784[4:Rew:103496.0,152447.0] || -> subclass(regular(union(intersection(complement(u),power_class(v)),complement(union(w,x)))),union(null_class,intersection(union(u,complement(power_class(v))),union(w,x))))*.
% 299.74/300.47 153215[4:Rew:80005.0,152936.0] || -> subclass(regular(union(null_class,intersection(union(complement(power_class(u)),v),union(w,x)))),union(intersection(power_class(u),complement(v)),complement(union(w,x))))*.
% 299.74/300.47 152892[6:SpR:102668.0,32578.1] || -> member(null_class,intersection(union(complement(power_class(u)),v),union(w,x))) member(null_class,union(intersection(power_class(u),complement(v)),complement(union(w,x))))*.
% 299.74/300.47 152880[4:SpR:102668.0,28759.0] || -> equal(complement(union(intersection(power_class(u),complement(v)),complement(union(w,x)))),union(null_class,intersection(union(complement(power_class(u)),v),union(w,x))))**.
% 299.74/300.47 153239[4:Rew:103496.0,153107.0,80005.0,153107.0] || equal(union(null_class,intersection(union(complement(power_class(u)),v),union(w,x))),union(intersection(power_class(u),complement(v)),complement(union(w,x))))** -> .
% 299.74/300.47 153256[4:Rew:103496.0,152908.0] || -> subclass(regular(union(intersection(power_class(u),complement(v)),complement(union(w,x)))),union(null_class,intersection(union(complement(power_class(u)),v),union(w,x))))*.
% 299.74/300.47 153678[4:Rew:80005.0,153413.0] || -> subclass(regular(union(null_class,intersection(union(u,complement(union(v,w))),power_class(x)))),union(intersection(complement(u),union(v,w)),complement(power_class(x))))*.
% 299.74/300.47 153369[6:SpR:102866.0,32578.1] || -> member(null_class,intersection(union(u,complement(union(v,w))),power_class(x))) member(null_class,union(intersection(complement(u),union(v,w)),complement(power_class(x))))*.
% 299.74/300.47 153357[4:SpR:102866.0,28759.0] || -> equal(complement(union(intersection(complement(u),union(v,w)),complement(power_class(x)))),union(null_class,intersection(union(u,complement(union(v,w))),power_class(x))))**.
% 299.74/300.47 153704[4:Rew:103496.0,153573.0,80005.0,153573.0] || equal(union(null_class,intersection(union(u,complement(union(v,w))),power_class(x))),union(intersection(complement(u),union(v,w)),complement(power_class(x))))** -> .
% 299.74/300.47 153715[4:Rew:103496.0,153385.0] || -> subclass(regular(union(intersection(complement(u),union(v,w)),complement(power_class(x)))),union(null_class,intersection(union(u,complement(union(v,w))),power_class(x))))*.
% 299.74/300.47 153796[4:Res:144482.0,7881.0] || subclass(power_class(complement(power_class(universal_class))),u) -> subclass(regular(image(element_relation,power_class(universal_class))),v) member(not_subclass_element(regular(image(element_relation,power_class(universal_class))),v),u)*.
% 299.74/300.47 153817[4:Res:144770.0,7881.0] || subclass(power_class(complement(power_class(null_class))),u) -> subclass(regular(image(element_relation,power_class(null_class))),v) member(not_subclass_element(regular(image(element_relation,power_class(null_class))),v),u)*.
% 299.74/300.47 153993[2:Res:7349.1,102909.0] || subclass(domain_relation,intersection(power_class(complement(union(u,v))),complement(w))) member(ordered_pair(null_class,null_class),union(image(element_relation,union(u,v)),w))* -> .
% 299.74/300.47 153992[2:Res:31230.1,102909.0] || equal(intersection(power_class(complement(union(u,v))),complement(w)),domain_relation) member(ordered_pair(null_class,null_class),union(image(element_relation,union(u,v)),w))* -> .
% 299.74/300.47 153991[0:Res:429.1,102909.0] || subclass(universal_class,intersection(power_class(complement(union(u,v))),complement(w))) member(ordered_pair(x,y),union(image(element_relation,union(u,v)),w))* -> .
% 299.74/300.47 153990[4:Res:27911.1,102909.0] || equal(intersection(power_class(complement(union(u,v))),complement(w)),universal_class) member(ordered_pair(x,y),union(image(element_relation,union(u,v)),w))* -> .
% 299.74/300.47 153975[0:Res:26.2,102909.0] || member(u,complement(v)) member(u,power_class(complement(union(w,x)))) member(u,union(image(element_relation,union(w,x)),v))* -> .
% 299.74/300.47 153972[5:Res:21256.1,102909.0] || subclass(universal_class,intersection(power_class(complement(union(u,v))),complement(w))) member(sum_class(range_of(null_class)),union(image(element_relation,union(u,v)),w))* -> .
% 299.74/300.47 153971[5:Res:25575.1,102909.0] || equal(intersection(power_class(complement(union(u,v))),complement(w)),universal_class) member(sum_class(range_of(null_class)),union(image(element_relation,union(u,v)),w))* -> .
% 299.74/300.47 153965[0:Res:405.1,102909.0] || subclass(universal_class,intersection(power_class(complement(union(u,v))),complement(w))) member(unordered_pair(x,y),union(image(element_relation,union(u,v)),w))* -> .
% 299.74/300.47 153964[4:Res:27909.1,102909.0] || equal(intersection(power_class(complement(union(u,v))),complement(w)),universal_class) member(unordered_pair(x,y),union(image(element_relation,union(u,v)),w))* -> .
% 299.74/300.47 153963[5:Res:21248.1,102909.0] || subclass(universal_class,intersection(power_class(complement(union(u,v))),complement(w))) member(apply(null_class,x),union(image(element_relation,union(u,v)),w))* -> .
% 299.74/300.47 153962[5:Res:25573.1,102909.0] || equal(intersection(power_class(complement(union(u,v))),complement(w)),universal_class) member(apply(null_class,x),union(image(element_relation,union(u,v)),w))* -> .
% 299.74/300.47 153863[4:SpL:28759.0,102909.0] || member(u,intersection(power_class(complement(union(v,w))),union(null_class,x)))* member(u,union(image(element_relation,union(v,w)),complement(x))) -> .
% 299.74/300.47 154460[4:Rew:80005.0,154183.0] || -> subclass(regular(union(null_class,intersection(power_class(u),union(complement(union(v,w)),x)))),union(complement(power_class(u)),intersection(union(v,w),complement(x))))*.
% 299.74/300.47 154139[6:SpR:103019.0,32578.1] || -> member(null_class,intersection(power_class(u),union(complement(union(v,w)),x))) member(null_class,union(complement(power_class(u)),intersection(union(v,w),complement(x))))*.
% 299.74/300.47 154127[4:SpR:103019.0,28759.0] || -> equal(complement(union(complement(power_class(u)),intersection(union(v,w),complement(x)))),union(null_class,intersection(power_class(u),union(complement(union(v,w)),x))))**.
% 299.74/300.47 154485[4:Rew:103496.0,154349.0,80005.0,154349.0] || equal(union(null_class,intersection(power_class(u),union(complement(union(v,w)),x))),union(complement(power_class(u)),intersection(union(v,w),complement(x))))** -> .
% 299.74/300.47 154497[4:Rew:103496.0,154155.0] || -> subclass(regular(union(complement(power_class(u)),intersection(union(v,w),complement(x)))),union(null_class,intersection(power_class(u),union(complement(union(v,w)),x))))*.
% 299.74/300.47 154941[4:Rew:80005.0,154666.0] || -> subclass(regular(union(null_class,intersection(union(complement(union(u,v)),w),power_class(x)))),union(intersection(union(u,v),complement(w)),complement(power_class(x))))*.
% 299.74/300.47 154622[6:SpR:103205.0,32578.1] || -> member(null_class,intersection(union(complement(union(u,v)),w),power_class(x))) member(null_class,union(intersection(union(u,v),complement(w)),complement(power_class(x))))*.
% 299.74/300.47 154610[4:SpR:103205.0,28759.0] || -> equal(complement(union(intersection(union(u,v),complement(w)),complement(power_class(x)))),union(null_class,intersection(union(complement(union(u,v)),w),power_class(x))))**.
% 299.74/300.47 154968[4:Rew:103496.0,154832.0,80005.0,154832.0] || equal(union(null_class,intersection(union(complement(union(u,v)),w),power_class(x))),union(intersection(union(u,v),complement(w)),complement(power_class(x))))** -> .
% 299.74/300.47 154979[4:Rew:103496.0,154638.0] || -> subclass(regular(union(intersection(union(u,v),complement(w)),complement(power_class(x)))),union(null_class,intersection(union(complement(union(u,v)),w),power_class(x))))*.
% 299.74/300.47 155376[4:Rew:80005.0,155112.0] || -> subclass(regular(union(null_class,intersection(union(u,v),union(w,complement(power_class(x)))))),union(complement(union(u,v)),intersection(complement(w),power_class(x))))*.
% 299.74/300.47 155068[6:SpR:103451.0,32578.1] || -> member(null_class,intersection(union(u,v),union(w,complement(power_class(x))))) member(null_class,union(complement(union(u,v)),intersection(complement(w),power_class(x))))*.
% 299.74/300.47 155056[4:SpR:103451.0,28759.0] || -> equal(complement(union(complement(union(u,v)),intersection(complement(w),power_class(x)))),union(null_class,intersection(union(u,v),union(w,complement(power_class(x))))))**.
% 299.74/300.47 155398[4:Rew:103496.0,155272.0,80005.0,155272.0] || equal(union(null_class,intersection(union(u,v),union(w,complement(power_class(x))))),union(complement(union(u,v)),intersection(complement(w),power_class(x))))** -> .
% 299.74/300.47 155413[4:Rew:103496.0,155084.0] || -> subclass(regular(union(complement(union(u,v)),intersection(complement(w),power_class(x)))),union(null_class,intersection(union(u,v),union(w,complement(power_class(x))))))*.
% 299.74/300.47 156152[4:Rew:80005.0,155872.0] || -> subclass(regular(union(null_class,intersection(union(u,v),union(complement(power_class(w)),x)))),union(complement(union(u,v)),intersection(power_class(w),complement(x))))*.
% 299.74/300.47 155828[6:SpR:103452.0,32578.1] || -> member(null_class,intersection(union(u,v),union(complement(power_class(w)),x))) member(null_class,union(complement(union(u,v)),intersection(power_class(w),complement(x))))*.
% 299.74/300.47 155816[4:SpR:103452.0,28759.0] || -> equal(complement(union(complement(union(u,v)),intersection(power_class(w),complement(x)))),union(null_class,intersection(union(u,v),union(complement(power_class(w)),x))))**.
% 299.74/300.47 156174[4:Rew:103496.0,156041.0,80005.0,156041.0] || equal(union(null_class,intersection(union(u,v),union(complement(power_class(w)),x))),union(complement(union(u,v)),intersection(power_class(w),complement(x))))** -> .
% 299.74/300.47 156193[4:Rew:103496.0,155844.0] || -> subclass(regular(union(complement(union(u,v)),intersection(power_class(w),complement(x)))),union(null_class,intersection(union(u,v),union(complement(power_class(w)),x))))*.
% 299.74/300.47 157083[4:Rew:80005.0,156759.0] || -> subclass(regular(union(null_class,intersection(union(u,v),power_class(complement(union(w,x)))))),union(complement(union(u,v)),image(element_relation,union(w,x))))*.
% 299.74/300.47 156715[6:SpR:104283.0,32578.1] || -> member(null_class,intersection(union(u,v),power_class(complement(union(w,x))))) member(null_class,union(complement(union(u,v)),image(element_relation,union(w,x))))*.
% 299.74/300.47 156703[4:SpR:104283.0,28759.0] || -> equal(complement(union(complement(union(u,v)),image(element_relation,union(w,x)))),union(null_class,intersection(union(u,v),power_class(complement(union(w,x))))))**.
% 299.74/300.47 157104[4:Rew:103496.0,156942.0,80005.0,156942.0] || equal(union(null_class,intersection(union(u,v),power_class(complement(union(w,x))))),union(complement(union(u,v)),image(element_relation,union(w,x))))** -> .
% 299.74/300.47 157114[4:Rew:103496.0,156731.0] || -> subclass(regular(union(complement(union(u,v)),image(element_relation,union(w,x)))),union(null_class,intersection(union(u,v),power_class(complement(union(w,x))))))*.
% 299.74/300.47 157924[4:Rew:80005.0,157588.0] || -> subclass(regular(union(null_class,intersection(power_class(complement(union(u,v))),union(w,x)))),union(image(element_relation,union(u,v)),complement(union(w,x))))*.
% 299.74/300.47 157544[6:SpR:104284.0,32578.1] || -> member(null_class,intersection(power_class(complement(union(u,v))),union(w,x))) member(null_class,union(image(element_relation,union(u,v)),complement(union(w,x))))*.
% 299.74/300.47 157532[4:SpR:104284.0,28759.0] || -> equal(complement(union(image(element_relation,union(u,v)),complement(union(w,x)))),union(null_class,intersection(power_class(complement(union(u,v))),union(w,x))))**.
% 299.74/300.47 157945[4:Rew:103496.0,157776.0,80005.0,157776.0] || equal(union(null_class,intersection(power_class(complement(union(u,v))),union(w,x))),union(image(element_relation,union(u,v)),complement(union(w,x))))** -> .
% 299.74/300.47 157953[4:Rew:103496.0,157560.0] || -> subclass(regular(union(image(element_relation,union(u,v)),complement(union(w,x)))),union(null_class,intersection(power_class(complement(union(u,v))),union(w,x))))*.
% 299.74/300.47 158457[4:Res:9363.2,64986.1] || member(u,union(complement(v),complement(w)))* member(u,union(v,w)) equal(successor(symmetric_difference(complement(v),complement(w))),null_class) -> .
% 299.74/300.47 158434[0:Res:9363.2,1058.1] || member(null_class,union(complement(u),complement(v)))* member(null_class,union(u,v)) equal(complement(symmetric_difference(complement(u),complement(v))),universal_class) -> .
% 299.74/300.47 158428[0:Res:9363.2,444.1] || member(omega,union(complement(u),complement(v)))* member(omega,union(u,v)) equal(complement(symmetric_difference(complement(u),complement(v))),universal_class) -> .
% 299.74/300.47 158423[0:Res:9363.2,456.1] || member(x__dfg,union(complement(u),complement(v)))* member(x__dfg,union(u,v)) equal(complement(symmetric_difference(complement(u),complement(v))),universal_class) -> .
% 299.74/300.47 159566[4:Res:82661.0,7881.0] || subclass(complement(sum_class(range_of(null_class))),u) -> subclass(complement(successor(apply(null_class,v))),w) member(not_subclass_element(complement(successor(apply(null_class,v))),w),u)*.
% 299.74/300.47 160156[4:Res:82728.0,7881.0] || subclass(complement(apply(null_class,u)),v)* -> subclass(complement(successor(sum_class(range_of(null_class)))),w) member(not_subclass_element(complement(successor(sum_class(range_of(null_class)))),w),v)*.
% 299.74/300.47 161561[4:Res:95417.0,3479.0] || subclass(sum_class(range_of(null_class)),u) -> equal(complement(successor(complement(apply(null_class,v)))),null_class) member(regular(complement(successor(complement(apply(null_class,v))))),u)*.
% 299.74/300.47 161696[4:Res:95422.0,3479.0] || subclass(apply(null_class,u),v)* -> equal(complement(successor(complement(sum_class(range_of(null_class))))),null_class) member(regular(complement(successor(complement(sum_class(range_of(null_class)))))),v)*.
% 299.74/300.47 161847[2:Res:7349.1,11968.1] || subclass(domain_relation,unordered_pair(u,v))* member(ordered_pair(null_class,null_class),u) -> equal(regular(unordered_pair(u,v)),v) equal(unordered_pair(u,v),null_class).
% 299.74/300.47 161846[2:Res:31230.1,11968.1] || equal(unordered_pair(u,v),domain_relation) member(ordered_pair(null_class,null_class),u)* -> equal(regular(unordered_pair(u,v)),v)** equal(unordered_pair(u,v),null_class).
% 299.74/300.47 161978[2:Res:7349.1,11969.1] || subclass(domain_relation,unordered_pair(u,v))* member(ordered_pair(null_class,null_class),v) -> equal(regular(unordered_pair(u,v)),u) equal(unordered_pair(u,v),null_class).
% 299.74/300.47 161977[2:Res:31230.1,11969.1] || equal(unordered_pair(u,v),domain_relation) member(ordered_pair(null_class,null_class),v)* -> equal(regular(unordered_pair(u,v)),u)** equal(unordered_pair(u,v),null_class).
% 299.74/300.47 162063[4:Res:93346.1,13498.0] || equal(unordered_pair(u,v),successor(null_class)) -> equal(apply(choice,unordered_pair(u,v)),v)** equal(unordered_pair(u,v),null_class) member(u,singleton(null_class)).
% 299.74/300.47 162111[4:Res:93346.1,13500.0] || equal(unordered_pair(u,v),successor(null_class)) -> equal(apply(choice,unordered_pair(u,v)),u)** equal(unordered_pair(u,v),null_class) member(v,singleton(null_class)).
% 299.74/300.47 162715[0:SpL:48063.0,6316.1] || member(u,universal_class) subclass(universal_class,symmetric_difference(complement(v),power_class(complement(power_class(w)))))* -> member(sum_class(u),union(v,image(element_relation,power_class(w))))*.
% 299.74/300.47 162713[0:SpL:48063.0,6375.1] || member(u,universal_class) subclass(universal_class,symmetric_difference(complement(v),power_class(complement(power_class(w)))))* -> member(power_class(u),union(v,image(element_relation,power_class(w))))*.
% 299.74/300.47 162709[0:SpL:48063.0,7884.0] || subclass(u,symmetric_difference(complement(v),power_class(complement(power_class(w))))) -> subclass(u,x) member(not_subclass_element(u,x),union(v,image(element_relation,power_class(w))))*.
% 299.74/300.47 162772[0:Rew:80566.0,162558.0] || -> subclass(symmetric_difference(union(u,image(element_relation,power_class(v))),union(complement(u),power_class(complement(power_class(v))))),complement(symmetric_difference(complement(u),power_class(complement(power_class(v))))))*.
% 299.74/300.47 163190[0:SpL:48279.0,6316.1] || member(u,universal_class) subclass(universal_class,symmetric_difference(power_class(complement(power_class(v))),complement(w)))* -> member(sum_class(u),union(image(element_relation,power_class(v)),w))*.
% 299.74/300.47 163188[0:SpL:48279.0,6375.1] || member(u,universal_class) subclass(universal_class,symmetric_difference(power_class(complement(power_class(v))),complement(w)))* -> member(power_class(u),union(image(element_relation,power_class(v)),w))*.
% 299.74/300.47 163184[0:SpL:48279.0,7884.0] || subclass(u,symmetric_difference(power_class(complement(power_class(v))),complement(w))) -> subclass(u,x) member(not_subclass_element(u,x),union(image(element_relation,power_class(v)),w))*.
% 299.74/300.47 163244[0:Rew:80566.0,163026.0] || -> subclass(symmetric_difference(union(image(element_relation,power_class(u)),v),union(power_class(complement(power_class(u))),complement(v))),complement(symmetric_difference(power_class(complement(power_class(u))),complement(v))))*.
% 299.74/300.47 164174[0:Res:12960.4,96.0] || member(u,universal_class)* member(v,universal_class) equal(successor(v),u) subclass(successor_relation,compose_class(w))* -> equal(compose(w,v),u)*.
% 299.74/300.47 164106[0:Res:12960.4,628.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,singleton(w))* -> equal(ordered_pair(v,u),w)*.
% 299.74/300.47 164222[0:MRR:164191.1,308.0] || member(u,universal_class) equal(successor(ordered_pair(v,w)),u) subclass(successor_relation,rotate(x)) -> member(ordered_pair(ordered_pair(w,u),v),x)*.
% 299.74/300.47 164223[0:MRR:164190.1,308.0] || member(u,universal_class) equal(successor(ordered_pair(v,w)),u) subclass(successor_relation,flip(x)) -> member(ordered_pair(ordered_pair(w,v),u),x)*.
% 299.74/300.47 164524[0:MRR:164516.1,101.0] || member(inverse(u),universal_class) subclass(composition_function,compose_class(v)) -> equal(compose(v,inverse(u)),ordered_pair(range_of(u),compose(inverse(u),range_of(u))))*.
% 299.74/300.47 164588[0:MRR:164580.1,101.0] || member(inverse(u),universal_class) subclass(composition_function,singleton(v))* -> equal(ordered_pair(inverse(u),ordered_pair(range_of(u),compose(inverse(u),range_of(u)))),v)*.
% 299.74/300.47 165731[4:Obv:165720.0] || subclass(domain_relation,compose(u,v))* member(inverse(w),universal_class) -> member(inverse(w),cantor(v))* member(range_of(w),image(u,range_of(null_class)))*.
% 299.74/300.47 166218[0:Res:65.1,48011.1] function(union(u,complement(power_class(v)))) || member(w,universal_class) -> member(w,intersection(complement(u),power_class(v)))* member(w,cross_product(universal_class,universal_class)).
% 299.74/300.47 166527[0:Res:65.1,48200.1] function(union(complement(power_class(u)),v)) || member(w,universal_class) -> member(w,intersection(power_class(u),complement(v)))* member(w,cross_product(universal_class,universal_class)).
% 299.74/300.47 166683[0:Res:65.1,102918.1] function(power_class(complement(union(u,v)))) || member(w,universal_class) -> member(w,image(element_relation,union(u,v)))* member(w,cross_product(universal_class,universal_class)).
% 299.74/300.47 167853[0:Res:28414.1,12416.1] || equal(complement(successor(intersection(u,v))),universal_class)** member(null_class,union(u,v)) subclass(symmetric_difference(u,v),w)* -> member(null_class,w).
% 299.74/300.47 167834[0:Res:28303.1,12416.1] || equal(complement(successor(intersection(u,v))),universal_class)** member(omega,union(u,v)) subclass(symmetric_difference(u,v),w)* -> member(omega,w).
% 299.74/300.47 167804[6:Res:32575.1,12416.1] || equal(complement(intersection(u,v)),singleton(null_class)) member(null_class,union(u,v)) subclass(symmetric_difference(u,v),w)* -> member(null_class,w).
% 299.74/300.47 167803[6:Res:32644.1,12416.1] || equal(complement(intersection(u,v)),successor(null_class)) member(null_class,union(u,v)) subclass(symmetric_difference(u,v),w)* -> member(null_class,w).
% 299.74/300.47 167883[6:Rew:28759.0,167802.0] || equal(union(null_class,intersection(u,v)),null_class)** member(null_class,union(u,v)) subclass(symmetric_difference(u,v),w)* -> member(null_class,w).
% 299.74/300.47 167884[4:Rew:28759.0,167793.0] || equal(union(null_class,intersection(u,v)),null_class)** member(omega,union(u,v)) subclass(symmetric_difference(u,v),w)* -> member(omega,w).
% 299.74/300.47 167785[4:Res:11057.1,12416.1] || equal(complement(intersection(u,v)),cantor(xf)) member(x__dfg,union(u,v)) subclass(symmetric_difference(u,v),w)* -> member(x__dfg,w).
% 299.74/300.47 167885[4:Rew:28759.0,167784.0] || equal(union(null_class,intersection(u,v)),null_class)** member(x__dfg,union(u,v)) subclass(symmetric_difference(u,v),w)* -> member(x__dfg,w).
% 299.74/300.47 167781[0:Res:28182.1,12416.1] || equal(complement(successor(intersection(u,v))),universal_class)** member(x__dfg,union(u,v)) subclass(symmetric_difference(u,v),w)* -> member(x__dfg,w).
% 299.74/300.47 168271[6:Res:162162.1,78949.0] || equal(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),universal_class)** -> member(regular(element_relation),complement(symmetric_difference(cross_product(u,v),w))).
% 299.74/300.47 168270[6:Res:162163.1,78949.0] || subclass(universal_class,symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))))* -> member(regular(element_relation),complement(symmetric_difference(cross_product(u,v),w))).
% 299.74/300.47 168269[4:Res:148334.1,78949.0] || equal(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),universal_class)** -> member(regular(composition_function),complement(symmetric_difference(cross_product(u,v),w))).
% 299.74/300.47 168268[4:Res:148335.1,78949.0] || subclass(universal_class,symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))))* -> member(regular(composition_function),complement(symmetric_difference(cross_product(u,v),w))).
% 299.74/300.47 168267[4:Res:145289.1,78949.0] || equal(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),universal_class)** -> member(regular(domain_relation),complement(symmetric_difference(cross_product(u,v),w))).
% 299.74/300.47 168266[2:Res:145290.1,78949.0] || subclass(universal_class,symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))))* -> member(regular(domain_relation),complement(symmetric_difference(cross_product(u,v),w))).
% 299.74/300.47 168234[6:Res:32575.1,78949.0] || equal(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),singleton(null_class))** -> member(null_class,complement(symmetric_difference(cross_product(u,v),w))).
% 299.74/300.47 168233[6:Res:32644.1,78949.0] || equal(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),successor(null_class))** -> member(null_class,complement(symmetric_difference(cross_product(u,v),w))).
% 299.74/300.47 168232[6:Res:49515.1,78949.0] || equal(complement(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v)))),null_class)** -> member(null_class,complement(symmetric_difference(cross_product(u,v),w))).
% 299.74/300.47 168223[4:Res:61327.1,78949.0] || equal(complement(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v)))),null_class)** -> member(omega,complement(symmetric_difference(cross_product(u,v),w))).
% 299.74/300.47 168222[0:Res:406.1,78949.0] || subclass(universal_class,symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))))* -> member(singleton(x),complement(symmetric_difference(cross_product(u,v),w)))*.
% 299.74/300.47 168221[4:Res:27910.1,78949.0] || equal(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),universal_class)** -> member(singleton(x),complement(symmetric_difference(cross_product(u,v),w)))*.
% 299.74/300.47 168215[4:Res:11057.1,78949.0] || equal(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),cantor(xf))** -> member(x__dfg,complement(symmetric_difference(cross_product(u,v),w))).
% 299.74/300.47 168214[4:Res:61326.1,78949.0] || equal(complement(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v)))),null_class)** -> member(x__dfg,complement(symmetric_difference(cross_product(u,v),w))).
% 299.74/300.47 168571[6:Res:162162.1,79442.0] || equal(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),universal_class)** -> member(regular(element_relation),complement(symmetric_difference(u,cross_product(v,w)))).
% 299.74/300.47 168570[6:Res:162163.1,79442.0] || subclass(universal_class,symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))))* -> member(regular(element_relation),complement(symmetric_difference(u,cross_product(v,w)))).
% 299.74/300.47 168569[4:Res:148334.1,79442.0] || equal(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),universal_class)** -> member(regular(composition_function),complement(symmetric_difference(u,cross_product(v,w)))).
% 299.74/300.47 168568[4:Res:148335.1,79442.0] || subclass(universal_class,symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))))* -> member(regular(composition_function),complement(symmetric_difference(u,cross_product(v,w)))).
% 299.74/300.47 168567[4:Res:145289.1,79442.0] || equal(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),universal_class)** -> member(regular(domain_relation),complement(symmetric_difference(u,cross_product(v,w)))).
% 299.74/300.47 168566[2:Res:145290.1,79442.0] || subclass(universal_class,symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))))* -> member(regular(domain_relation),complement(symmetric_difference(u,cross_product(v,w)))).
% 299.74/300.47 168534[6:Res:32575.1,79442.0] || equal(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),singleton(null_class))** -> member(null_class,complement(symmetric_difference(u,cross_product(v,w)))).
% 299.74/300.47 168533[6:Res:32644.1,79442.0] || equal(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),successor(null_class))** -> member(null_class,complement(symmetric_difference(u,cross_product(v,w)))).
% 299.74/300.47 168532[6:Res:49515.1,79442.0] || equal(complement(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w)))),null_class)** -> member(null_class,complement(symmetric_difference(u,cross_product(v,w)))).
% 299.74/300.47 168523[4:Res:61327.1,79442.0] || equal(complement(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w)))),null_class)** -> member(omega,complement(symmetric_difference(u,cross_product(v,w)))).
% 299.74/300.47 168522[0:Res:406.1,79442.0] || subclass(universal_class,symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))))* -> member(singleton(x),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.74/300.47 168521[4:Res:27910.1,79442.0] || equal(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),universal_class)** -> member(singleton(x),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.74/300.47 168515[4:Res:11057.1,79442.0] || equal(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),cantor(xf))** -> member(x__dfg,complement(symmetric_difference(u,cross_product(v,w)))).
% 299.74/300.47 168514[4:Res:61326.1,79442.0] || equal(complement(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w)))),null_class)** -> member(x__dfg,complement(symmetric_difference(u,cross_product(v,w)))).
% 299.74/300.47 169014[4:MRR:169013.1,23545.0] || -> equal(regular(ordered_pair(universal_class,u)),null_class) equal(symmetric_difference(ordered_pair(universal_class,u),unordered_pair(universal_class,singleton(u))),union(ordered_pair(universal_class,u),unordered_pair(universal_class,singleton(u))))**.
% 299.74/300.47 170618[3:SpL:5066.0,13991.2] || member(ordered_pair(xf,inverse(xf)),cross_product(universal_class,universal_class)) subclass(composition_function,complement(u)) member(ordered_pair(xf,ordered_pair(inverse(xf),null_class)),u)* -> .
% 299.74/300.47 170895[0:Res:9.1,9799.1] || equal(unordered_pair(u,v),w)* member(w,universal_class) -> equal(w,null_class) equal(apply(choice,w),v)* equal(apply(choice,w),u)*.
% 299.74/300.47 171135[0:Res:19.2,13995.0] || member(u,universal_class) member(v,universal_class) subclass(composition_function,intersection(w,x))* -> member(ordered_pair(v,ordered_pair(u,compose(v,u))),x)*.
% 299.74/300.47 171132[4:SpL:19172.0,13995.0] || member(singleton(singleton(null_class)),cross_product(universal_class,universal_class)) subclass(composition_function,intersection(u,v))* -> member(ordered_pair(null_class,ordered_pair(universal_class,compose(null_class,universal_class))),v)*.
% 299.74/300.47 171149[0:MRR:171146.2,21.0] || member(u,universal_class) member(v,u) subclass(composition_function,intersection(w,x))* -> member(ordered_pair(v,ordered_pair(u,compose(v,u))),x)*.
% 299.74/300.47 171351[0:Res:19.2,13994.0] || member(u,universal_class) member(v,universal_class) subclass(composition_function,intersection(w,x))* -> member(ordered_pair(v,ordered_pair(u,compose(v,u))),w)*.
% 299.74/300.47 171348[4:SpL:19172.0,13994.0] || member(singleton(singleton(null_class)),cross_product(universal_class,universal_class)) subclass(composition_function,intersection(u,v))* -> member(ordered_pair(null_class,ordered_pair(universal_class,compose(null_class,universal_class))),u)*.
% 299.74/300.47 171365[0:MRR:171362.2,21.0] || member(u,universal_class) member(v,u) subclass(composition_function,intersection(w,x))* -> member(ordered_pair(v,ordered_pair(u,compose(v,u))),w)*.
% 299.74/300.47 171614[0:SpR:75578.0,47988.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),complement(x)))* member(u,union(x,intersection(complement(v),power_class(w)))).
% 299.74/300.47 171545[0:SpR:80005.0,47988.1] || member(u,universal_class) -> member(u,intersection(complement(v),union(complement(power_class(w)),x)))* member(u,union(v,intersection(complement(x),power_class(w)))).
% 299.74/300.47 172123[0:SpR:80566.0,47996.2] || member(u,union(complement(v),power_class(w))) member(u,union(v,complement(power_class(w)))) -> member(u,symmetric_difference(power_class(w),complement(v)))*.
% 299.74/300.47 172401[0:SpR:75578.0,48008.1] || member(u,universal_class) -> member(u,intersection(complement(v),union(w,complement(power_class(x)))))* member(u,union(intersection(complement(w),power_class(x)),v)).
% 299.74/300.47 172380[0:SpR:80005.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),w),complement(x)))* member(u,union(intersection(complement(w),power_class(v)),x)).
% 299.74/300.47 172956[0:SpR:75578.0,48037.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),w),complement(x)))* member(u,union(x,intersection(power_class(v),complement(w)))).
% 299.74/300.47 172888[0:SpR:80005.0,48037.1] || member(u,universal_class) -> member(u,intersection(complement(v),union(w,complement(power_class(x)))))* member(u,union(v,intersection(power_class(x),complement(w)))).
% 299.74/300.47 995[0:Res:61.1,174.0] || member(ordered_pair(u,regular(complement(image(v,image(w,singleton(u)))))),compose(v,w))* -> equal(complement(image(v,image(w,singleton(u)))),null_class).
% 299.74/300.47 1192[0:Res:429.1,40.1] || subclass(universal_class,cross_product(cross_product(universal_class,universal_class),universal_class)) member(ordered_pair(ordered_pair(u,v),w),x) -> member(ordered_pair(ordered_pair(v,u),w),flip(x))*.
% 299.74/300.47 1213[0:Res:429.1,37.1] || subclass(universal_class,cross_product(cross_product(universal_class,universal_class),universal_class)) member(ordered_pair(ordered_pair(u,v),w),x) -> member(ordered_pair(ordered_pair(w,u),v),rotate(x))*.
% 299.74/300.47 3070[0:Res:26.2,176.0] || member(not_subclass_element(complement(intersection(u,v)),w),v)* member(not_subclass_element(complement(intersection(u,v)),w),u)* -> subclass(complement(intersection(u,v)),w).
% 299.74/300.47 1142[0:Res:1052.1,62.0] || equal(image(u,image(v,singleton(w))),universal_class) member(ordered_pair(w,null_class),cross_product(universal_class,universal_class))* -> member(ordered_pair(w,null_class),compose(u,v))*.
% 299.74/300.47 1145[0:Res:440.1,62.0] || equal(image(u,image(v,singleton(w))),universal_class) member(ordered_pair(w,x__dfg),cross_product(universal_class,universal_class))* -> member(ordered_pair(w,x__dfg),compose(u,v))*.
% 299.74/300.47 1148[0:Res:435.1,62.0] || equal(image(u,image(v,singleton(w))),universal_class) member(ordered_pair(w,omega),cross_product(universal_class,universal_class))* -> member(ordered_pair(w,omega),compose(u,v))*.
% 299.74/300.47 13093[0:Res:497.2,25.0] || member(intersection(u,intersection(v,w)),universal_class) -> equal(intersection(u,intersection(v,w)),null_class) member(apply(choice,intersection(u,intersection(v,w))),w)*.
% 299.74/300.47 13092[0:Res:497.2,24.0] || member(intersection(u,intersection(v,w)),universal_class) -> equal(intersection(u,intersection(v,w)),null_class) member(apply(choice,intersection(u,intersection(v,w))),v)*.
% 299.74/300.47 13291[0:Res:496.2,25.0] || member(intersection(intersection(u,v),w),universal_class) -> equal(intersection(intersection(u,v),w),null_class) member(apply(choice,intersection(intersection(u,v),w)),v)*.
% 299.74/300.47 13290[0:Res:496.2,24.0] || member(intersection(intersection(u,v),w),universal_class) -> equal(intersection(intersection(u,v),w),null_class) member(apply(choice,intersection(intersection(u,v),w)),u)*.
% 299.74/300.47 13404[0:Res:407.2,885.1] || member(u,universal_class) subclass(universal_class,complement(intersection(v,w)))* member(power_class(u),union(v,w)) -> member(power_class(u),symmetric_difference(v,w))*.
% 299.74/300.47 13403[0:Res:408.2,885.1] || member(u,universal_class) subclass(universal_class,complement(intersection(v,w)))* member(sum_class(u),union(v,w)) -> member(sum_class(u),symmetric_difference(v,w))*.
% 299.74/300.47 13675[0:Res:1072.3,4.0] || member(u,universal_class) member(v,universal_class) equal(compose(w,v),u)* subclass(compose_class(w),x)* -> member(ordered_pair(v,u),x)*.
% 299.74/300.47 13914[0:SpL:823.1,48.0] || member(regular(cross_product(u,v)),successor_relation) -> equal(cross_product(u,v),null_class) equal(successor(first(regular(cross_product(u,v)))),second(regular(cross_product(u,v))))**.
% 299.74/300.47 13998[0:Res:1040.2,271.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,restrict(w,x,y))* -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),w)*.
% 299.74/300.47 13986[2:SpR:8951.1,1040.2] || equal(compose_class(u),domain_relation) member(ordered_pair(u,null_class),cross_product(universal_class,universal_class)) subclass(composition_function,v) -> member(ordered_pair(u,ordered_pair(null_class,null_class)),v)*.
% 299.74/300.47 13985[3:SpR:5069.1,1040.2] single_valued_class(u) || member(ordered_pair(u,inverse(u)),cross_product(universal_class,universal_class)) subclass(composition_function,v) -> member(ordered_pair(u,ordered_pair(inverse(u),null_class)),v)*.
% 299.74/300.47 13984[3:SpR:5072.1,1040.2] function(u) || member(ordered_pair(u,inverse(u)),cross_product(universal_class,universal_class)) subclass(composition_function,v) -> member(ordered_pair(u,ordered_pair(inverse(u),null_class)),v)*.
% 299.74/300.47 14390[0:Res:57.1,937.0] || member(u,universal_class) member(v,w)* -> equal(ordered_pair(first(ordered_pair(v,sum_class(u))),second(ordered_pair(v,sum_class(u)))),ordered_pair(v,sum_class(u)))**.
% 299.74/300.47 14389[0:Res:59.1,937.0] || member(u,universal_class) member(v,w)* -> equal(ordered_pair(first(ordered_pair(v,power_class(u))),second(ordered_pair(v,power_class(u)))),ordered_pair(v,power_class(u)))**.
% 299.74/300.47 14590[0:Rew:622.1,14589.1] || member(u,v) member(u,w) -> equal(not_subclass_element(unordered_pair(x,u),intersection(w,v)),x)** subclass(unordered_pair(x,u),intersection(w,v)).
% 299.74/300.47 14592[0:Rew:622.2,14591.1] || member(u,v) member(u,w) -> equal(not_subclass_element(unordered_pair(u,x),intersection(w,v)),x)** subclass(unordered_pair(u,x),intersection(w,v)).
% 299.74/300.47 15694[0:SpR:829.2,313.0] || member(cross_product(u,v),universal_class) -> equal(cross_product(u,v),null_class) member(singleton(first(apply(choice,cross_product(u,v)))),apply(choice,cross_product(u,v)))*.
% 299.74/300.47 17192[0:SpL:829.2,725.1] || member(cross_product(u,v),universal_class) subclass(universal_class,complement(w)) member(apply(choice,cross_product(u,v)),w)* -> equal(cross_product(u,v),null_class).
% 299.74/300.47 17390[4:Rew:17265.0,13913.2] || member(regular(cross_product(u,v)),domain_relation) -> equal(cross_product(u,v),null_class) equal(cantor(first(regular(cross_product(u,v)))),second(regular(cross_product(u,v))))**.
% 299.74/300.47 17916[4:Rew:17265.0,15126.2] || member(ordered_pair(u,not_subclass_element(cross_product(v,w),x)),application_function)* -> subclass(cross_product(v,w),x) member(first(not_subclass_element(cross_product(v,w),x)),cantor(u)).
% 299.74/300.47 19680[4:Res:1040.2,17917.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,cantor(ordered_pair(u,ordered_pair(v,compose(u,v)))))* subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.47 23534[0:Res:431.1,617.0] || subclass(ordered_pair(u,v),ordered_pair(w,x))* -> equal(unordered_pair(u,singleton(v)),unordered_pair(w,singleton(x))) equal(unordered_pair(u,singleton(v)),singleton(w)).
% 299.74/300.47 23519[0:Res:431.1,20.0] || subclass(ordered_pair(u,v),cross_product(w,x))* -> equal(ordered_pair(first(unordered_pair(u,singleton(v))),second(unordered_pair(u,singleton(v)))),unordered_pair(u,singleton(v)))**.
% 299.74/300.47 24684[2:Res:573.1,7715.0] || member(regular(regular(complement(intersection(u,v)))),symmetric_difference(u,v))* -> equal(regular(complement(intersection(u,v))),null_class) equal(complement(intersection(u,v)),null_class).
% 299.74/300.47 28685[0:Obv:28614.1] || member(u,v) -> equal(not_subclass_element(unordered_pair(w,u),intersection(v,unordered_pair(w,u))),w)** subclass(unordered_pair(w,u),intersection(v,unordered_pair(w,u))).
% 299.74/300.47 28686[0:Obv:28613.1] || member(u,v) -> equal(not_subclass_element(unordered_pair(u,w),intersection(v,unordered_pair(u,w))),w)** subclass(unordered_pair(u,w),intersection(v,unordered_pair(u,w))).
% 299.74/300.47 31134[4:Rew:29733.0,29152.2,29733.0,29152.1,28750.0,29152.1,29733.0,29152.0,28750.0,29152.0] || member(apply(choice,union(null_class,complement(u))),union(null_class,u))* member(union(null_class,complement(u)),universal_class) -> equal(union(null_class,complement(u)),null_class).
% 299.74/300.47 31136[4:Rew:29733.0,29513.0] || equal(union(null_class,complement(intersection(u,v))),universal_class) member(ordered_pair(null_class,null_class),union(u,v)) -> member(ordered_pair(null_class,null_class),symmetric_difference(u,v))*.
% 299.74/300.47 31137[5:Rew:29733.0,29514.0] || equal(union(null_class,complement(intersection(u,v))),universal_class) member(apply(null_class,w),union(u,v)) -> member(apply(null_class,w),symmetric_difference(u,v))*.
% 299.74/300.47 31138[5:Rew:29733.0,29515.0] || equal(union(null_class,complement(intersection(u,v))),universal_class) member(sum_class(range_of(null_class)),union(u,v)) -> member(sum_class(range_of(null_class)),symmetric_difference(u,v))*.
% 299.74/300.47 31139[4:Rew:29733.0,29517.0] || equal(union(null_class,complement(intersection(u,v))),domain_relation) member(ordered_pair(null_class,null_class),union(u,v)) -> member(ordered_pair(null_class,null_class),symmetric_difference(u,v))*.
% 299.74/300.47 32851[0:SpR:8781.1,61.1] || member(ordered_pair(u,v),compose(w,regular(cross_product(singleton(u),universal_class))))* -> equal(cross_product(singleton(u),universal_class),null_class) member(v,image(w,range_of(null_class))).
% 299.74/300.47 35700[4:Res:35099.1,937.0] || member(u,universal_class) member(v,w)* -> equal(ordered_pair(first(ordered_pair(v,cantor(u))),second(ordered_pair(v,cantor(u)))),ordered_pair(v,cantor(u)))**.
% 299.74/300.47 37722[0:Res:285.1,6535.0] || -> subclass(restrict(symmetric_difference(complement(u),complement(v)),w,x),y) member(not_subclass_element(restrict(symmetric_difference(complement(u),complement(v)),w,x),y),union(u,v))*.
% 299.74/300.47 38239[4:Res:51.1,10202.0] inductive(complement(compose(element_relation,universal_class))) || member(regular(image(successor_relation,complement(compose(element_relation,universal_class)))),element_relation)* -> equal(image(successor_relation,complement(compose(element_relation,universal_class))),null_class).
% 299.74/300.47 39558[9:Rew:39510.1,33029.2] function(u) || subclass(range_of(u),cantor(image(universal_class,v))) equal(cantor(cantor(w)),universal_class) -> compatible(u,w,inverse(cross_product(v,universal_class)))*.
% 299.74/300.47 40127[9:Rew:39752.1,39952.2] function(u) || member(ordered_pair(u,not_subclass_element(v,image(w,image(x,null_class)))),compose(w,x))* -> subclass(v,image(w,image(x,null_class))).
% 299.74/300.47 41675[4:Rew:36664.0,41612.2,36664.0,41612.0] || member(union(null_class,complement(u)),universal_class) member(apply(choice,union(null_class,complement(u))),union(u,u))* -> equal(union(null_class,complement(u)),null_class).
% 299.74/300.47 45590[0:Obv:45559.1] || subclass(unordered_pair(u,v),symmetric_difference(w,x))* -> equal(regular(unordered_pair(u,v)),u) equal(unordered_pair(u,v),null_class) member(v,union(w,x)).
% 299.74/300.47 45591[0:Obv:45558.1] || subclass(unordered_pair(u,v),symmetric_difference(w,x))* -> equal(regular(unordered_pair(u,v)),v) equal(unordered_pair(u,v),null_class) member(u,union(w,x)).
% 299.74/300.47 46943[0:Res:530.3,6525.0] function(u) || member(v,universal_class) subclass(universal_class,symmetric_difference(w,cross_product(x,y))) -> member(image(u,v),complement(restrict(w,x,y)))*.
% 299.74/300.47 46923[0:Res:494.3,6525.0] || member(u,universal_class) subclass(u,symmetric_difference(v,cross_product(w,x))) -> equal(u,null_class) member(apply(choice,u),complement(restrict(v,w,x)))*.
% 299.74/300.47 46917[0:Res:186.1,6525.0] || -> subclass(intersection(u,symmetric_difference(v,cross_product(w,x))),y) member(not_subclass_element(intersection(u,symmetric_difference(v,cross_product(w,x))),y),complement(restrict(v,w,x)))*.
% 299.74/300.47 46897[0:Res:194.1,6525.0] || -> subclass(intersection(symmetric_difference(u,cross_product(v,w)),x),y) member(not_subclass_element(intersection(symmetric_difference(u,cross_product(v,w)),x),y),complement(restrict(u,v,w)))*.
% 299.74/300.47 46896[4:Res:30453.0,6525.0] || -> subclass(union(null_class,symmetric_difference(u,cross_product(v,w))),x) member(not_subclass_element(union(null_class,symmetric_difference(u,cross_product(v,w))),x),complement(restrict(u,v,w)))*.
% 299.74/300.47 47125[0:Res:530.3,6526.0] function(u) || member(v,universal_class) subclass(universal_class,symmetric_difference(cross_product(w,x),y)) -> member(image(u,v),complement(restrict(y,w,x)))*.
% 299.74/300.47 47105[0:Res:494.3,6526.0] || member(u,universal_class) subclass(u,symmetric_difference(cross_product(v,w),x)) -> equal(u,null_class) member(apply(choice,u),complement(restrict(x,v,w)))*.
% 299.74/300.47 47099[0:Res:186.1,6526.0] || -> subclass(intersection(u,symmetric_difference(cross_product(v,w),x)),y) member(not_subclass_element(intersection(u,symmetric_difference(cross_product(v,w),x)),y),complement(restrict(x,v,w)))*.
% 299.74/300.47 47079[0:Res:194.1,6526.0] || -> subclass(intersection(symmetric_difference(cross_product(u,v),w),x),y) member(not_subclass_element(intersection(symmetric_difference(cross_product(u,v),w),x),y),complement(restrict(w,u,v)))*.
% 299.74/300.47 47078[4:Res:30453.0,6526.0] || -> subclass(union(null_class,symmetric_difference(cross_product(u,v),w)),x) member(not_subclass_element(union(null_class,symmetric_difference(cross_product(u,v),w)),x),complement(restrict(w,u,v)))*.
% 299.74/300.47 47863[0:Res:5957.2,6526.0] || member(inverse(u),universal_class) subclass(domain_relation,symmetric_difference(cross_product(v,w),x)) -> member(ordered_pair(inverse(u),range_of(u)),complement(restrict(x,v,w)))*.
% 299.74/300.47 47861[0:Res:5957.2,6525.0] || member(inverse(u),universal_class) subclass(domain_relation,symmetric_difference(v,cross_product(w,x))) -> member(ordered_pair(inverse(u),range_of(u)),complement(restrict(v,w,x)))*.
% 299.74/300.47 48950[0:Rew:47963.0,48020.1] || member(regular(intersection(u,union(v,complement(power_class(w))))),intersection(complement(v),power_class(w)))* -> equal(intersection(u,union(v,complement(power_class(w)))),null_class).
% 299.74/300.47 48951[0:Rew:47963.0,48165.1] || member(regular(intersection(union(u,complement(power_class(v))),w)),intersection(complement(u),power_class(v)))* -> equal(intersection(union(u,complement(power_class(v))),w),null_class).
% 299.74/300.47 48952[0:Rew:47963.0,48209.1] || member(regular(intersection(u,union(complement(power_class(v)),w))),intersection(power_class(v),complement(w)))* -> equal(intersection(u,union(complement(power_class(v)),w)),null_class).
% 299.74/300.47 48955[0:Rew:47963.0,48350.1] || member(not_subclass_element(restrict(power_class(complement(power_class(u))),v,w),x),image(element_relation,power_class(u)))* -> subclass(restrict(power_class(complement(power_class(u))),v,w),x).
% 299.74/300.47 48956[0:Rew:47963.0,48453.1] || member(regular(intersection(union(complement(power_class(u)),v),w)),intersection(power_class(u),complement(v)))* -> equal(intersection(union(complement(power_class(u)),v),w),null_class).
% 299.74/300.47 50262[0:Res:285.1,47968.0] || member(not_subclass_element(restrict(image(element_relation,power_class(u)),v,w),x),power_class(complement(power_class(u))))* -> subclass(restrict(image(element_relation,power_class(u)),v,w),x).
% 299.74/300.47 51451[0:SpR:49204.0,3276.1] || -> equal(symmetric_difference(complement(power_class(complement(power_class(u)))),v),null_class) member(regular(symmetric_difference(complement(power_class(complement(power_class(u)))),v)),union(image(element_relation,power_class(u)),v))*.
% 299.74/300.47 51636[0:SpR:49205.0,3276.1] || -> equal(symmetric_difference(u,complement(power_class(complement(power_class(v))))),null_class) member(regular(symmetric_difference(u,complement(power_class(complement(power_class(v)))))),union(u,image(element_relation,power_class(v))))*.
% 299.74/300.47 51909[0:Res:530.3,47999.0] function(u) || member(v,universal_class) subclass(universal_class,symmetric_difference(complement(w),power_class(x))) -> member(image(u,v),union(w,complement(power_class(x))))*.
% 299.74/300.47 51898[0:Res:5957.2,47999.0] || member(inverse(u),universal_class) subclass(domain_relation,symmetric_difference(complement(v),power_class(w))) -> member(ordered_pair(inverse(u),range_of(u)),union(v,complement(power_class(w))))*.
% 299.74/300.47 51888[0:Res:494.3,47999.0] || member(u,universal_class) subclass(u,symmetric_difference(complement(v),power_class(w))) -> equal(u,null_class) member(apply(choice,u),union(v,complement(power_class(w))))*.
% 299.74/300.47 51882[0:Res:186.1,47999.0] || -> subclass(intersection(u,symmetric_difference(complement(v),power_class(w))),x) member(not_subclass_element(intersection(u,symmetric_difference(complement(v),power_class(w))),x),union(v,complement(power_class(w))))*.
% 299.74/300.47 51862[0:Res:194.1,47999.0] || -> subclass(intersection(symmetric_difference(complement(u),power_class(v)),w),x) member(not_subclass_element(intersection(symmetric_difference(complement(u),power_class(v)),w),x),union(u,complement(power_class(v))))*.
% 299.74/300.47 51861[4:Res:30453.0,47999.0] || -> subclass(union(null_class,symmetric_difference(complement(u),power_class(v))),w) member(not_subclass_element(union(null_class,symmetric_difference(complement(u),power_class(v))),w),union(u,complement(power_class(v))))*.
% 299.74/300.47 52024[0:Res:530.3,48188.0] function(u) || member(v,universal_class) subclass(universal_class,symmetric_difference(power_class(w),complement(x))) -> member(image(u,v),union(complement(power_class(w)),x))*.
% 299.74/300.47 52013[0:Res:5957.2,48188.0] || member(inverse(u),universal_class) subclass(domain_relation,symmetric_difference(power_class(v),complement(w))) -> member(ordered_pair(inverse(u),range_of(u)),union(complement(power_class(v)),w))*.
% 299.74/300.47 52003[0:Res:494.3,48188.0] || member(u,universal_class) subclass(u,symmetric_difference(power_class(v),complement(w))) -> equal(u,null_class) member(apply(choice,u),union(complement(power_class(v)),w))*.
% 299.74/300.47 51997[0:Res:186.1,48188.0] || -> subclass(intersection(u,symmetric_difference(power_class(v),complement(w))),x) member(not_subclass_element(intersection(u,symmetric_difference(power_class(v),complement(w))),x),union(complement(power_class(v)),w))*.
% 299.74/300.47 51977[0:Res:194.1,48188.0] || -> subclass(intersection(symmetric_difference(power_class(u),complement(v)),w),x) member(not_subclass_element(intersection(symmetric_difference(power_class(u),complement(v)),w),x),union(complement(power_class(u)),v))*.
% 299.74/300.47 51976[4:Res:30453.0,48188.0] || -> subclass(union(null_class,symmetric_difference(power_class(u),complement(v))),w) member(not_subclass_element(union(null_class,symmetric_difference(power_class(u),complement(v))),w),union(complement(power_class(u)),v))*.
% 299.74/300.47 52855[2:MRR:52826.0,12497.1] || -> member(regular(regular(image(element_relation,power_class(u)))),power_class(complement(power_class(u))))* equal(regular(image(element_relation,power_class(u))),null_class) equal(image(element_relation,power_class(u)),null_class).
% 299.74/300.47 52915[0:SpL:47972.0,259.0] || member(regular(union(image(element_relation,power_class(u)),v)),intersection(power_class(complement(power_class(u))),complement(v)))* -> equal(union(image(element_relation,power_class(u)),v),null_class).
% 299.74/300.47 52900[0:SpL:47972.0,259.0] || member(regular(union(u,image(element_relation,power_class(v)))),intersection(complement(u),power_class(complement(power_class(v)))))* -> equal(union(u,image(element_relation,power_class(v))),null_class).
% 299.74/300.47 55656[0:Res:3143.2,47998.0] || subclass(u,intersection(complement(v),power_class(w))) member(regular(intersection(x,u)),union(v,complement(power_class(w))))* -> equal(intersection(x,u),null_class).
% 299.74/300.47 55655[0:Res:3315.2,47998.0] || subclass(u,intersection(complement(v),power_class(w))) member(regular(intersection(u,x)),union(v,complement(power_class(w))))* -> equal(intersection(u,x),null_class).
% 299.74/300.47 55643[4:Res:17399.1,47998.0] || subclass(domain_relation,flip(intersection(complement(u),power_class(v)))) member(ordered_pair(ordered_pair(w,x),cantor(ordered_pair(x,w))),union(u,complement(power_class(v))))* -> .
% 299.74/300.47 55642[4:Res:17398.1,47998.0] || subclass(domain_relation,rotate(intersection(complement(u),power_class(v)))) member(ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),x),union(u,complement(power_class(v))))* -> .
% 299.74/300.47 55634[0:Res:184.1,47998.0] || member(regular(intersection(u,intersection(complement(v),power_class(w)))),union(v,complement(power_class(w))))* -> equal(intersection(u,intersection(complement(v),power_class(w))),null_class).
% 299.74/300.47 55606[0:Res:192.1,47998.0] || member(regular(intersection(intersection(complement(u),power_class(v)),w)),union(u,complement(power_class(v))))* -> equal(intersection(intersection(complement(u),power_class(v)),w),null_class).
% 299.74/300.47 55803[0:Res:3143.2,48187.0] || subclass(u,intersection(power_class(v),complement(w))) member(regular(intersection(x,u)),union(complement(power_class(v)),w))* -> equal(intersection(x,u),null_class).
% 299.74/300.47 55802[0:Res:3315.2,48187.0] || subclass(u,intersection(power_class(v),complement(w))) member(regular(intersection(u,x)),union(complement(power_class(v)),w))* -> equal(intersection(u,x),null_class).
% 299.74/300.47 55790[4:Res:17399.1,48187.0] || subclass(domain_relation,flip(intersection(power_class(u),complement(v)))) member(ordered_pair(ordered_pair(w,x),cantor(ordered_pair(x,w))),union(complement(power_class(u)),v))* -> .
% 299.74/300.47 55789[4:Res:17398.1,48187.0] || subclass(domain_relation,rotate(intersection(power_class(u),complement(v)))) member(ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),x),union(complement(power_class(u)),v))* -> .
% 299.74/300.47 55781[0:Res:184.1,48187.0] || member(regular(intersection(u,intersection(power_class(v),complement(w)))),union(complement(power_class(v)),w))* -> equal(intersection(u,intersection(power_class(v),complement(w))),null_class).
% 299.74/300.47 55753[0:Res:192.1,48187.0] || member(regular(intersection(intersection(power_class(u),complement(v)),w)),union(complement(power_class(u)),v))* -> equal(intersection(intersection(power_class(u),complement(v)),w),null_class).
% 299.74/300.47 55940[0:Res:431.1,8686.2] || subclass(ordered_pair(u,v),union(w,x))* member(unordered_pair(u,singleton(v)),complement(x)) member(unordered_pair(u,singleton(v)),complement(w)) -> .
% 299.74/300.47 56248[4:MRR:56247.1,56171.0] || -> equal(regular(ordered_pair(u,v)),singleton(u)) equal(apply(choice,regular(ordered_pair(u,v))),singleton(v))** equal(apply(choice,regular(ordered_pair(u,v))),u)**.
% 299.74/300.47 56333[0:SpL:569.0,6546.1] || member(u,symmetric_difference(union(v,w),union(complement(v),complement(w))))* subclass(complement(symmetric_difference(complement(v),complement(w))),x)* -> member(u,x)*.
% 299.74/300.47 57133[0:Res:6563.2,48188.0] || subclass(u,symmetric_difference(power_class(v),complement(w))) -> subclass(intersection(x,u),y) member(not_subclass_element(intersection(x,u),y),union(complement(power_class(v)),w))*.
% 299.74/300.47 57132[0:Res:6563.2,6526.0] || subclass(u,symmetric_difference(cross_product(v,w),x)) -> subclass(intersection(y,u),z) member(not_subclass_element(intersection(y,u),z),complement(restrict(x,v,w)))*.
% 299.74/300.47 57131[0:Res:6563.2,47999.0] || subclass(u,symmetric_difference(complement(v),power_class(w))) -> subclass(intersection(x,u),y) member(not_subclass_element(intersection(x,u),y),union(v,complement(power_class(w))))*.
% 299.74/300.47 57129[0:Res:6563.2,6525.0] || subclass(u,symmetric_difference(v,cross_product(w,x))) -> subclass(intersection(y,u),z) member(not_subclass_element(intersection(y,u),z),complement(restrict(v,w,x)))*.
% 299.74/300.47 57669[0:Res:6565.1,270.0] || -> subclass(intersection(u,intersection(restrict(v,w,x),y)),z) member(not_subclass_element(intersection(u,intersection(restrict(v,w,x),y)),z),cross_product(w,x))*.
% 299.74/300.47 58204[0:Res:6566.1,270.0] || -> subclass(intersection(u,intersection(v,restrict(w,x,y))),z) member(not_subclass_element(intersection(u,intersection(v,restrict(w,x,y))),z),cross_product(x,y))*.
% 299.74/300.47 58558[0:Res:7755.2,48188.0] || subclass(u,symmetric_difference(power_class(v),complement(w))) -> subclass(intersection(u,x),y) member(not_subclass_element(intersection(u,x),y),union(complement(power_class(v)),w))*.
% 299.74/300.47 58557[0:Res:7755.2,6526.0] || subclass(u,symmetric_difference(cross_product(v,w),x)) -> subclass(intersection(u,y),z) member(not_subclass_element(intersection(u,y),z),complement(restrict(x,v,w)))*.
% 299.74/300.47 58556[0:Res:7755.2,47999.0] || subclass(u,symmetric_difference(complement(v),power_class(w))) -> subclass(intersection(u,x),y) member(not_subclass_element(intersection(u,x),y),union(v,complement(power_class(w))))*.
% 299.74/300.47 58554[0:Res:7755.2,6525.0] || subclass(u,symmetric_difference(v,cross_product(w,x))) -> subclass(intersection(u,y),z) member(not_subclass_element(intersection(u,y),z),complement(restrict(v,w,x)))*.
% 299.74/300.47 58649[0:Rew:566.0,58506.1] || subclass(complement(restrict(u,v,w)),x) -> subclass(symmetric_difference(cross_product(v,w),u),y) member(not_subclass_element(symmetric_difference(cross_product(v,w),u),y),x)*.
% 299.74/300.47 58650[0:Rew:565.0,58505.1] || subclass(complement(restrict(u,v,w)),x) -> subclass(symmetric_difference(u,cross_product(v,w)),y) member(not_subclass_element(symmetric_difference(u,cross_product(v,w)),y),x)*.
% 299.74/300.47 58761[4:Res:57960.0,7887.0] || -> subclass(restrict(union(null_class,restrict(u,v,w)),x,y),z) member(not_subclass_element(restrict(union(null_class,restrict(u,v,w)),x,y),z),u)*.
% 299.74/300.47 58753[4:Res:57960.0,10202.0] || member(regular(restrict(union(null_class,complement(compose(element_relation,universal_class))),u,v)),element_relation)* -> equal(restrict(union(null_class,complement(compose(element_relation,universal_class))),u,v),null_class).
% 299.74/300.47 58818[0:Res:57780.0,7887.0] || -> subclass(intersection(u,restrict(restrict(v,w,x),y,z)),x1) member(not_subclass_element(intersection(u,restrict(restrict(v,w,x),y,z)),x1),v)*.
% 299.74/300.47 58810[4:Res:57780.0,10202.0] || member(regular(intersection(u,restrict(complement(compose(element_relation,universal_class)),v,w))),element_relation)* -> equal(intersection(u,restrict(complement(compose(element_relation,universal_class)),v,w)),null_class).
% 299.74/300.47 58912[0:Res:57833.0,7887.0] || -> subclass(restrict(intersection(restrict(u,v,w),x),y,z),x1) member(not_subclass_element(restrict(intersection(restrict(u,v,w),x),y,z),x1),u)*.
% 299.74/300.47 58904[4:Res:57833.0,10202.0] || member(regular(restrict(intersection(complement(compose(element_relation,universal_class)),u),v,w)),element_relation)* -> equal(restrict(intersection(complement(compose(element_relation,universal_class)),u),v,w),null_class).
% 299.74/300.47 59037[0:Res:7758.1,270.0] || -> subclass(intersection(intersection(restrict(u,v,w),x),y),z) member(not_subclass_element(intersection(intersection(restrict(u,v,w),x),y),z),cross_product(v,w))*.
% 299.74/300.47 59406[0:Res:7759.1,270.0] || -> subclass(intersection(intersection(u,restrict(v,w,x)),y),z) member(not_subclass_element(intersection(intersection(u,restrict(v,w,x)),y),z),cross_product(w,x))*.
% 299.74/300.47 60599[0:Res:13412.1,6.0] || member(not_subclass_element(u,intersection(v,w)),union(v,w)) -> member(not_subclass_element(u,intersection(v,w)),symmetric_difference(v,w))* subclass(u,intersection(v,w)).
% 299.74/300.47 62607[4:Res:59822.0,7887.0] || -> subclass(union(null_class,restrict(restrict(u,v,w),x,y)),z) member(not_subclass_element(union(null_class,restrict(restrict(u,v,w),x,y)),z),u)*.
% 299.74/300.47 62599[4:Res:59822.0,10202.0] || member(regular(union(null_class,restrict(complement(compose(element_relation,universal_class)),u,v))),element_relation)* -> equal(union(null_class,restrict(complement(compose(element_relation,universal_class)),u,v)),null_class).
% 299.74/300.47 62754[0:SpL:48835.0,6546.1] || member(u,symmetric_difference(power_class(v),power_class(complement(power_class(w)))))* subclass(union(complement(power_class(v)),image(element_relation,power_class(w))),x)* -> member(u,x)*.
% 299.74/300.47 62960[0:Res:58368.0,7887.0] || -> subclass(restrict(intersection(u,restrict(v,w,x)),y,z),x1) member(not_subclass_element(restrict(intersection(u,restrict(v,w,x)),y,z),x1),v)*.
% 299.74/300.47 62952[4:Res:58368.0,10202.0] || member(regular(restrict(intersection(u,complement(compose(element_relation,universal_class))),v,w)),element_relation)* -> equal(restrict(intersection(u,complement(compose(element_relation,universal_class))),v,w),null_class).
% 299.74/300.47 63045[0:Res:59150.0,7887.0] || -> subclass(intersection(restrict(restrict(u,v,w),x,y),z),x1) member(not_subclass_element(intersection(restrict(restrict(u,v,w),x,y),z),x1),u)*.
% 299.74/300.47 63037[4:Res:59150.0,10202.0] || member(regular(intersection(restrict(complement(compose(element_relation,universal_class)),u,v),w)),element_relation)* -> equal(intersection(restrict(complement(compose(element_relation,universal_class)),u,v),w),null_class).
% 299.74/300.47 63213[0:SpL:48838.0,6546.1] || member(u,symmetric_difference(power_class(complement(power_class(v))),power_class(w)))* subclass(union(image(element_relation,power_class(v)),complement(power_class(w))),x)* -> member(u,x)*.
% 299.74/300.47 63686[0:Res:11961.2,14306.0] || -> equal(regular(unordered_pair(u,v)),u)** equal(unordered_pair(u,v),null_class) equal(ordered_pair(first(ordered_pair(v,x__dfg)),second(ordered_pair(v,x__dfg))),ordered_pair(v,x__dfg))**.
% 299.74/300.47 63625[0:Res:11960.2,14306.0] || -> equal(regular(unordered_pair(u,v)),v)** equal(unordered_pair(u,v),null_class) equal(ordered_pair(first(ordered_pair(u,x__dfg)),second(ordered_pair(u,x__dfg))),ordered_pair(u,x__dfg))**.
% 299.74/300.47 64056[0:Res:11961.2,14382.0] || -> equal(regular(unordered_pair(u,v)),u)** equal(unordered_pair(u,v),null_class) equal(ordered_pair(first(ordered_pair(v,omega)),second(ordered_pair(v,omega))),ordered_pair(v,omega))**.
% 299.74/300.47 63995[0:Res:11960.2,14382.0] || -> equal(regular(unordered_pair(u,v)),v)** equal(unordered_pair(u,v),null_class) equal(ordered_pair(first(ordered_pair(u,omega)),second(ordered_pair(u,omega))),ordered_pair(u,omega))**.
% 299.74/300.47 64254[0:SpL:47973.0,6171.1] || member(u,image(element_relation,union(intersection(power_class(v),complement(w)),x)))* member(u,power_class(intersection(union(complement(power_class(v)),w),complement(x)))) -> .
% 299.74/300.47 64253[0:SpL:47967.0,6171.1] || member(u,image(element_relation,union(intersection(complement(v),power_class(w)),x)))* member(u,power_class(intersection(union(v,complement(power_class(w))),complement(x)))) -> .
% 299.74/300.47 64237[0:SpL:47973.0,6171.1] || member(u,image(element_relation,union(v,intersection(power_class(w),complement(x)))))* member(u,power_class(intersection(complement(v),union(complement(power_class(w)),x)))) -> .
% 299.74/300.47 64236[0:SpL:47967.0,6171.1] || member(u,image(element_relation,union(v,intersection(complement(w),power_class(x)))))* member(u,power_class(intersection(complement(v),union(w,complement(power_class(x)))))) -> .
% 299.74/300.47 64493[2:Obv:64451.1] || subclass(intersection(regular(union(u,v)),w),symmetric_difference(u,v))* -> equal(intersection(regular(union(u,v)),w),null_class) equal(union(u,v),null_class).
% 299.74/300.47 65173[2:Obv:65132.1] || subclass(intersection(u,regular(union(v,w))),symmetric_difference(v,w))* -> equal(intersection(u,regular(union(v,w))),null_class) equal(union(v,w),null_class).
% 299.74/300.47 65668[0:Rew:47972.0,65604.0] || -> equal(symmetric_difference(power_class(complement(power_class(u))),complement(v)),null_class) member(regular(symmetric_difference(power_class(complement(power_class(u))),complement(v))),union(image(element_relation,power_class(u)),v))*.
% 299.74/300.47 65669[0:Rew:47972.0,65586.0] || -> equal(symmetric_difference(complement(u),power_class(complement(power_class(v)))),null_class) member(regular(symmetric_difference(complement(u),power_class(complement(power_class(v))))),union(u,image(element_relation,power_class(v))))*.
% 299.74/300.47 65770[0:Res:6600.0,9800.1] || member(restrict(singleton(u),v,w),universal_class) -> equal(restrict(singleton(u),v,w),null_class) equal(apply(choice,restrict(singleton(u),v,w)),u)**.
% 299.74/300.47 66863[0:SpR:47973.0,48025.0] || -> equal(union(intersection(union(complement(power_class(u)),v),complement(w)),complement(power_class(x))),complement(intersection(union(intersection(power_class(u),complement(v)),w),power_class(x))))**.
% 299.74/300.47 66862[0:SpR:47967.0,48025.0] || -> equal(union(intersection(union(u,complement(power_class(v))),complement(w)),complement(power_class(x))),complement(intersection(union(intersection(complement(u),power_class(v)),w),power_class(x))))**.
% 299.74/300.47 66845[0:SpR:47973.0,48025.0] || -> equal(union(intersection(complement(u),union(complement(power_class(v)),w)),complement(power_class(x))),complement(intersection(union(u,intersection(power_class(v),complement(w))),power_class(x))))**.
% 299.74/300.47 66844[0:SpR:47967.0,48025.0] || -> equal(union(intersection(complement(u),union(v,complement(power_class(w)))),complement(power_class(x))),complement(intersection(union(u,intersection(complement(v),power_class(w))),power_class(x))))**.
% 299.74/300.47 67201[0:Rew:48104.0,67044.1] || subclass(union(u,complement(power_class(v))),w) -> subclass(symmetric_difference(complement(u),power_class(v)),x) member(not_subclass_element(symmetric_difference(complement(u),power_class(v)),x),w)*.
% 299.74/300.47 67449[0:Rew:48392.0,67293.1] || subclass(union(complement(power_class(u)),v),w) -> subclass(symmetric_difference(power_class(u),complement(v)),x) member(not_subclass_element(symmetric_difference(power_class(u),complement(v)),x),w)*.
% 299.74/300.47 67579[0:SpR:47973.0,48473.0] || -> equal(union(complement(power_class(u)),intersection(union(complement(power_class(v)),w),complement(x))),complement(intersection(power_class(u),union(intersection(power_class(v),complement(w)),x))))**.
% 299.74/300.47 67578[0:SpR:47967.0,48473.0] || -> equal(union(complement(power_class(u)),intersection(union(v,complement(power_class(w))),complement(x))),complement(intersection(power_class(u),union(intersection(complement(v),power_class(w)),x))))**.
% 299.74/300.47 67561[0:SpR:47973.0,48473.0] || -> equal(union(complement(power_class(u)),intersection(complement(v),union(complement(power_class(w)),x))),complement(intersection(power_class(u),union(v,intersection(power_class(w),complement(x))))))**.
% 299.74/300.47 67560[0:SpR:47967.0,48473.0] || -> equal(union(complement(power_class(u)),intersection(complement(v),union(w,complement(power_class(x))))),complement(intersection(power_class(u),union(v,intersection(complement(w),power_class(x))))))**.
% 299.74/300.47 68347[0:Res:12468.3,47968.0] || member(u,universal_class) member(v,u) subclass(element_relation,image(element_relation,power_class(w))) member(ordered_pair(v,u),power_class(complement(power_class(w))))* -> .
% 299.74/300.47 68327[0:Res:12468.3,11.0] || member(u,universal_class) member(v,u) subclass(element_relation,unordered_pair(w,x))* -> equal(ordered_pair(v,u),x)* equal(ordered_pair(v,u),w)*.
% 299.74/300.47 69902[4:Res:497.2,42116.0] || member(intersection(u,union(null_class,v)),universal_class) -> equal(intersection(u,union(null_class,v)),null_class) member(apply(choice,intersection(u,union(null_class,v))),v)*.
% 299.74/300.47 69880[4:Res:496.2,42116.0] || member(intersection(union(null_class,u),v),universal_class) -> equal(intersection(union(null_class,u),v),null_class) member(apply(choice,intersection(union(null_class,u),v)),u)*.
% 299.74/300.47 70943[0:Obv:70820.1] || member(u,symmetric_difference(v,w)) -> equal(not_subclass_element(unordered_pair(x,u),complement(intersection(v,w))),x)** subclass(unordered_pair(x,u),complement(intersection(v,w))).
% 299.74/300.47 70944[0:Obv:70819.1] || member(u,symmetric_difference(v,w)) -> equal(not_subclass_element(unordered_pair(u,x),complement(intersection(v,w))),x)** subclass(unordered_pair(u,x),complement(intersection(v,w))).
% 299.74/300.47 72329[0:Res:3147.1,6547.1] || member(regular(intersection(u,restrict(intersection(v,w),x,y))),symmetric_difference(v,w))* -> equal(intersection(u,restrict(intersection(v,w),x,y)),null_class).
% 299.74/300.47 72565[0:Res:3319.1,6547.1] || member(regular(intersection(restrict(intersection(u,v),w,x),y)),symmetric_difference(u,v))* -> equal(intersection(restrict(intersection(u,v),w,x),y),null_class).
% 299.74/300.47 73302[0:Rew:116.0,73032.1] || member(not_subclass_element(intersection(u,union(v,w)),symmetric_difference(v,w)),complement(intersection(v,w)))* -> subclass(intersection(u,union(v,w)),symmetric_difference(v,w)).
% 299.74/300.47 73622[0:Rew:116.0,73350.1] || member(not_subclass_element(intersection(union(u,v),w),symmetric_difference(u,v)),complement(intersection(u,v)))* -> subclass(intersection(union(u,v),w),symmetric_difference(u,v)).
% 299.74/300.47 77379[0:SpR:75599.0,3413.1] || -> equal(symmetric_difference(union(u,v),complement(intersection(u,v))),null_class) member(regular(symmetric_difference(union(u,v),complement(intersection(u,v)))),complement(symmetric_difference(u,v)))*.
% 299.74/300.47 77662[4:Rew:77646.0,75725.0] || -> equal(union(symmetric_difference(u,v),intersection(complement(union(u,v)),union(null_class,intersection(u,v)))),complement(symmetric_difference(union(u,v),complement(intersection(u,v)))))**.
% 299.74/300.47 80236[4:Rew:80146.0,80074.1] || equal(successor(symmetric_difference(u,v)),null_class) -> equal(symmetric_difference(union(u,v),complement(intersection(u,v))),union(union(u,v),complement(intersection(u,v))))**.
% 299.74/300.47 80172[4:Rew:80146.0,55441.1] || member(u,universal_class) subclass(domain_relation,symmetric_difference(union(v,w),complement(intersection(v,w))))* -> member(ordered_pair(u,cantor(u)),complement(symmetric_difference(v,w)))*.
% 299.74/300.47 80237[0:Rew:80146.0,80197.0] || member(regular(symmetric_difference(union(u,v),complement(intersection(u,v)))),symmetric_difference(u,v))* -> equal(symmetric_difference(union(u,v),complement(intersection(u,v))),null_class).
% 299.74/300.47 82461[4:Res:60803.0,7886.0] || -> subclass(union(null_class,intersection(u,restrict(v,w,x))),y) member(not_subclass_element(union(null_class,intersection(u,restrict(v,w,x))),y),cross_product(w,x))*.
% 299.74/300.47 82467[4:Rew:80005.0,82458.1,80005.0,82458.0] || -> subclass(intersection(u,union(null_class,restrict(v,w,x))),y) member(not_subclass_element(intersection(u,union(null_class,restrict(v,w,x))),y),cross_product(w,x))*.
% 299.74/300.47 82468[4:Rew:80005.0,82453.1,80005.0,82453.0] || -> subclass(intersection(union(null_class,restrict(u,v,w)),x),y) member(not_subclass_element(intersection(union(null_class,restrict(u,v,w)),x),y),cross_product(v,w))*.
% 299.74/300.47 82447[9:Res:77998.1,7886.0] function(restrict(u,v,w)) || -> subclass(successor(restrict(u,v,w)),x) member(not_subclass_element(successor(restrict(u,v,w)),x),cross_product(v,w))*.
% 299.74/300.47 82444[4:Res:59213.0,7886.0] || -> subclass(union(null_class,intersection(restrict(u,v,w),x)),y) member(not_subclass_element(union(null_class,intersection(restrict(u,v,w),x)),y),cross_product(v,w))*.
% 299.74/300.47 83409[4:Res:30965.1,25.0] || member(union(null_class,intersection(u,v)),universal_class) -> equal(union(null_class,intersection(u,v)),null_class) member(apply(choice,union(null_class,intersection(u,v))),v)*.
% 299.74/300.47 83408[4:Res:30965.1,24.0] || member(union(null_class,intersection(u,v)),universal_class) -> equal(union(null_class,intersection(u,v)),null_class) member(apply(choice,union(null_class,intersection(u,v))),u)*.
% 299.74/300.47 83907[4:Rew:74143.0,83808.2,74143.0,83808.0] || member(union(null_class,complement(u)),universal_class) member(apply(choice,union(null_class,complement(u))),union(u,null_class))* -> equal(union(null_class,complement(u)),null_class).
% 299.74/300.47 84472[4:SpL:41644.0,48856.0] || member(not_subclass_element(power_class(complement(power_class(union(u,u)))),v),image(element_relation,power_class(union(u,u))))* -> subclass(power_class(complement(power_class(union(null_class,u)))),v).
% 299.74/300.47 84471[4:SpL:41644.0,48856.0] || member(not_subclass_element(power_class(complement(power_class(union(null_class,u)))),v),image(element_relation,power_class(union(null_class,u))))* -> subclass(power_class(complement(power_class(union(u,u)))),v).
% 299.74/300.47 84666[4:SpL:78724.0,48856.0] || member(not_subclass_element(power_class(complement(power_class(union(null_class,u)))),v),image(element_relation,power_class(union(null_class,u))))* -> subclass(power_class(complement(power_class(union(u,null_class)))),v).
% 299.74/300.47 84650[4:SpL:78724.0,48856.0] || member(not_subclass_element(power_class(complement(power_class(union(u,null_class)))),v),image(element_relation,power_class(union(u,null_class))))* -> subclass(power_class(complement(power_class(union(null_class,u)))),v).
% 299.74/300.47 84915[4:Rew:29733.0,84855.1] || member(regular(intersection(union(null_class,complement(u)),complement(v))),union(union(null_class,u),v))* -> equal(intersection(union(null_class,complement(u)),complement(v)),null_class).
% 299.74/300.47 84916[4:Rew:74143.0,84854.1] || member(regular(intersection(union(null_class,complement(u)),complement(v))),union(union(u,null_class),v))* -> equal(intersection(union(null_class,complement(u)),complement(v)),null_class).
% 299.74/300.47 84917[4:Rew:36664.0,84853.1] || member(regular(intersection(union(null_class,complement(u)),complement(v))),union(union(u,u),v))* -> equal(intersection(union(null_class,complement(u)),complement(v)),null_class).
% 299.74/300.47 84918[4:Rew:29733.0,84833.1] || member(regular(intersection(complement(u),union(null_class,complement(v)))),union(u,union(null_class,v)))* -> equal(intersection(complement(u),union(null_class,complement(v))),null_class).
% 299.74/300.47 84919[4:Rew:74143.0,84832.1] || member(regular(intersection(complement(u),union(null_class,complement(v)))),union(u,union(v,null_class)))* -> equal(intersection(complement(u),union(null_class,complement(v))),null_class).
% 299.74/300.47 84920[4:Rew:36664.0,84831.1] || member(regular(intersection(complement(u),union(null_class,complement(v)))),union(u,union(v,v)))* -> equal(intersection(complement(u),union(null_class,complement(v))),null_class).
% 299.74/300.47 84943[4:Rew:29.0,84814.1,48542.0,84814.1,28759.0,84814.1,29.0,84814.0,48542.0,84814.0,28759.0,84814.0] || member(regular(intersection(union(u,v),power_class(w))),complement(intersection(union(u,v),power_class(w))))* -> equal(intersection(union(u,v),power_class(w)),null_class).
% 299.74/300.47 84944[4:Rew:48542.0,84798.1,28759.0,84798.1,29.0,84798.1,48542.0,84798.0,28759.0,84798.0,29.0,84798.0] || member(regular(intersection(power_class(u),union(v,w))),complement(intersection(power_class(u),union(v,w))))* -> equal(intersection(power_class(u),union(v,w)),null_class).
% 299.74/300.47 85385[0:Res:12468.3,962.0] || member(u,universal_class) member(singleton(singleton(singleton(v))),u) subclass(element_relation,flip(w)) -> member(ordered_pair(ordered_pair(v,singleton(v)),u),w)*.
% 299.74/300.47 85464[0:Res:12468.3,984.0] || member(u,universal_class) member(singleton(singleton(singleton(v))),u) subclass(element_relation,rotate(w)) -> member(ordered_pair(ordered_pair(v,u),singleton(v)),w)*.
% 299.74/300.47 86911[4:SpL:77754.0,48856.0] || member(not_subclass_element(power_class(complement(power_class(union(u,null_class)))),v),image(element_relation,power_class(union(u,null_class))))* -> subclass(power_class(complement(power_class(union(u,u)))),v).
% 299.74/300.47 86895[4:SpL:77754.0,48856.0] || member(not_subclass_element(power_class(complement(power_class(union(u,u)))),v),image(element_relation,power_class(union(u,u))))* -> subclass(power_class(complement(power_class(union(u,null_class)))),v).
% 299.74/300.47 87434[4:Res:21039.1,17826.0] || subclass(domain_relation,u)* subclass(u,v)* -> equal(singleton(image(w,null_class)),null_class) member(ordered_pair(apply(w,universal_class),cantor(apply(w,universal_class))),v)*.
% 299.74/300.47 87586[4:Res:497.2,77882.0] || member(intersection(u,union(v,null_class)),universal_class) -> equal(intersection(u,union(v,null_class)),null_class) member(apply(choice,intersection(u,union(v,null_class))),v)*.
% 299.74/300.47 87562[4:Res:496.2,77882.0] || member(intersection(union(u,null_class),v),universal_class) -> equal(intersection(union(u,null_class),v),null_class) member(apply(choice,intersection(union(u,null_class),v)),u)*.
% 299.74/300.47 87697[4:SpR:18099.0,17832.2] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,symmetric_difference(v,w)) -> member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),union(v,w))*.
% 299.74/300.47 87696[4:SpR:18051.0,17832.2] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,symmetric_difference(v,w)) -> member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),union(v,w))*.
% 299.74/300.47 88315[0:SpL:80128.0,495.1] || member(complement(symmetric_difference(u,v)),universal_class) member(apply(choice,complement(symmetric_difference(v,u))),symmetric_difference(u,v))* -> equal(complement(symmetric_difference(u,v)),null_class).
% 299.74/300.47 89007[0:MRR:88948.0,12502.1] || -> member(not_subclass_element(u,intersection(intersection(complement(v),power_class(w)),u)),union(v,complement(power_class(w))))* subclass(u,intersection(intersection(complement(v),power_class(w)),u)).
% 299.74/300.47 89429[0:MRR:89366.0,12502.1] || -> member(not_subclass_element(u,intersection(intersection(power_class(v),complement(w)),u)),union(complement(power_class(v)),w))* subclass(u,intersection(intersection(power_class(v),complement(w)),u)).
% 299.74/300.47 90575[2:Rew:11940.2,90574.2] || equal(u,v) member(not_subclass_element(intersection(w,v),x),unordered_pair(v,u))* -> subclass(intersection(w,v),x) equal(unordered_pair(v,u),null_class).
% 299.74/300.47 90580[4:MRR:90517.0,12502.1] || -> equal(apply(u,not_subclass_element(intersection(v,regular(cantor(u))),w)),sum_class(range_of(null_class)))** subclass(intersection(v,regular(cantor(u))),w) equal(cantor(u),null_class).
% 299.74/300.47 90585[2:MRR:90515.0,12502.1] || -> member(not_subclass_element(intersection(u,regular(union(v,w))),x),complement(v))* subclass(intersection(u,regular(union(v,w))),x) equal(union(v,w),null_class).
% 299.74/300.47 90586[2:MRR:90514.0,12502.1] || -> member(not_subclass_element(intersection(u,regular(union(v,w))),x),complement(w))* subclass(intersection(u,regular(union(v,w))),x) equal(union(v,w),null_class).
% 299.74/300.47 90911[0:Res:57163.1,9804.1] || subclass(u,intersection(v,w))* member(intersection(x,u),universal_class) -> equal(intersection(x,u),null_class) member(apply(choice,intersection(x,u)),v)*.
% 299.74/300.47 90910[0:Res:57163.1,9805.1] || subclass(u,intersection(v,w))* member(intersection(x,u),universal_class) -> equal(intersection(x,u),null_class) member(apply(choice,intersection(x,u)),w)*.
% 299.74/300.47 91352[2:Rew:11940.2,91351.2] || equal(u,v) member(not_subclass_element(intersection(v,w),x),unordered_pair(v,u))* -> subclass(intersection(v,w),x) equal(unordered_pair(v,u),null_class).
% 299.74/300.47 91357[4:MRR:91292.0,12502.1] || -> equal(apply(u,not_subclass_element(intersection(regular(cantor(u)),v),w)),sum_class(range_of(null_class)))** subclass(intersection(regular(cantor(u)),v),w) equal(cantor(u),null_class).
% 299.74/300.47 91362[2:MRR:91290.0,12502.1] || -> member(not_subclass_element(intersection(regular(union(u,v)),w),x),complement(u))* subclass(intersection(regular(union(u,v)),w),x) equal(union(u,v),null_class).
% 299.74/300.47 91363[2:MRR:91289.0,12502.1] || -> member(not_subclass_element(intersection(regular(union(u,v)),w),x),complement(v))* subclass(intersection(regular(union(u,v)),w),x) equal(union(u,v),null_class).
% 299.74/300.47 91788[4:Res:497.2,58102.0] || member(intersection(u,union(v,v)),universal_class) -> equal(intersection(u,union(v,v)),null_class) member(apply(choice,intersection(u,union(v,v))),v)*.
% 299.74/300.47 91763[4:Res:496.2,58102.0] || member(intersection(union(u,u),v),universal_class) -> equal(intersection(union(u,u),v),null_class) member(apply(choice,intersection(union(u,u),v)),u)*.
% 299.74/300.47 92228[0:Res:58588.1,9804.1] || subclass(u,intersection(v,w))* member(intersection(u,x),universal_class) -> equal(intersection(u,x),null_class) member(apply(choice,intersection(u,x)),v)*.
% 299.74/300.47 92227[0:Res:58588.1,9805.1] || subclass(u,intersection(v,w))* member(intersection(u,x),universal_class) -> equal(intersection(u,x),null_class) member(apply(choice,intersection(u,x)),w)*.
% 299.74/300.47 92448[4:SpR:75150.0,9419.1] || -> subclass(symmetric_difference(complement(apply(null_class,u)),complement(v)),w) member(not_subclass_element(symmetric_difference(complement(apply(null_class,x)),complement(v)),w),union(apply(null_class,u),v))*.
% 299.74/300.47 92447[4:SpR:75151.0,9419.1] || -> subclass(symmetric_difference(complement(apply(null_class,u)),complement(v)),w) member(not_subclass_element(symmetric_difference(complement(sum_class(range_of(null_class))),complement(v)),w),union(apply(null_class,u),v))*.
% 299.74/300.47 92509[4:Rew:29733.0,92445.0] || -> subclass(symmetric_difference(union(null_class,complement(u)),complement(v)),w) member(not_subclass_element(symmetric_difference(union(null_class,complement(u)),complement(v)),w),union(union(null_class,u),v))*.
% 299.74/300.47 92510[4:Rew:74143.0,92444.0] || -> subclass(symmetric_difference(union(null_class,complement(u)),complement(v)),w) member(not_subclass_element(symmetric_difference(union(null_class,complement(u)),complement(v)),w),union(union(u,null_class),v))*.
% 299.74/300.47 92511[4:Rew:36664.0,92443.0] || -> subclass(symmetric_difference(union(null_class,complement(u)),complement(v)),w) member(not_subclass_element(symmetric_difference(union(null_class,complement(u)),complement(v)),w),union(union(u,u),v))*.
% 299.74/300.47 92442[4:SpR:75151.0,9419.1] || -> subclass(symmetric_difference(complement(sum_class(range_of(null_class))),complement(u)),v) member(not_subclass_element(symmetric_difference(complement(apply(null_class,w)),complement(u)),v),union(sum_class(range_of(null_class)),u))*.
% 299.74/300.47 92440[0:SpR:80128.0,9419.1] || -> subclass(symmetric_difference(complement(symmetric_difference(u,v)),complement(w)),x) member(not_subclass_element(symmetric_difference(complement(symmetric_difference(v,u)),complement(w)),x),union(symmetric_difference(u,v),w))*.
% 299.74/300.47 92424[4:SpR:75150.0,9419.1] || -> subclass(symmetric_difference(complement(u),complement(apply(null_class,v))),w) member(not_subclass_element(symmetric_difference(complement(u),complement(apply(null_class,x))),w),union(u,apply(null_class,v)))*.
% 299.74/300.47 92423[4:SpR:75151.0,9419.1] || -> subclass(symmetric_difference(complement(u),complement(apply(null_class,v))),w) member(not_subclass_element(symmetric_difference(complement(u),complement(sum_class(range_of(null_class)))),w),union(u,apply(null_class,v)))*.
% 299.74/300.47 92512[4:Rew:29733.0,92421.0] || -> subclass(symmetric_difference(complement(u),union(null_class,complement(v))),w) member(not_subclass_element(symmetric_difference(complement(u),union(null_class,complement(v))),w),union(u,union(null_class,v)))*.
% 299.74/300.47 92513[4:Rew:74143.0,92420.0] || -> subclass(symmetric_difference(complement(u),union(null_class,complement(v))),w) member(not_subclass_element(symmetric_difference(complement(u),union(null_class,complement(v))),w),union(u,union(v,null_class)))*.
% 299.74/300.47 92514[4:Rew:36664.0,92419.0] || -> subclass(symmetric_difference(complement(u),union(null_class,complement(v))),w) member(not_subclass_element(symmetric_difference(complement(u),union(null_class,complement(v))),w),union(u,union(v,v)))*.
% 299.74/300.47 92418[4:SpR:75151.0,9419.1] || -> subclass(symmetric_difference(complement(u),complement(sum_class(range_of(null_class)))),v) member(not_subclass_element(symmetric_difference(complement(u),complement(apply(null_class,w))),v),union(u,sum_class(range_of(null_class))))*.
% 299.74/300.47 92416[0:SpR:80128.0,9419.1] || -> subclass(symmetric_difference(complement(u),complement(symmetric_difference(v,w))),x) member(not_subclass_element(symmetric_difference(complement(u),complement(symmetric_difference(w,v))),x),union(u,symmetric_difference(v,w)))*.
% 299.74/300.47 92593[4:Res:92197.1,9804.1] || subclass(u,intersection(v,w))* member(union(null_class,u),universal_class) -> equal(union(null_class,u),null_class) member(apply(choice,union(null_class,u)),v)*.
% 299.74/300.47 92592[4:Res:92197.1,9805.1] || subclass(u,intersection(v,w))* member(union(null_class,u),universal_class) -> equal(union(null_class,u),null_class) member(apply(choice,union(null_class,u)),w)*.
% 299.74/300.47 92663[4:Res:92198.1,9804.1] || subclass(u,intersection(v,w))* member(union(u,null_class),universal_class) -> equal(union(u,null_class),null_class) member(apply(choice,union(u,null_class)),v)*.
% 299.74/300.47 92662[4:Res:92198.1,9805.1] || subclass(u,intersection(v,w))* member(union(u,null_class),universal_class) -> equal(union(u,null_class),null_class) member(apply(choice,union(u,null_class)),w)*.
% 299.74/300.47 93294[4:Rew:29733.0,93203.1] || -> member(not_subclass_element(u,intersection(union(null_class,complement(v)),complement(w))),union(union(null_class,v),w))* subclass(u,intersection(union(null_class,complement(v)),complement(w))).
% 299.74/300.47 93295[4:Rew:74143.0,93202.1] || -> member(not_subclass_element(u,intersection(union(null_class,complement(v)),complement(w))),union(union(v,null_class),w))* subclass(u,intersection(union(null_class,complement(v)),complement(w))).
% 299.74/300.47 93296[4:Rew:36664.0,93201.1] || -> member(not_subclass_element(u,intersection(union(null_class,complement(v)),complement(w))),union(union(v,v),w))* subclass(u,intersection(union(null_class,complement(v)),complement(w))).
% 299.74/300.47 93297[4:Rew:29733.0,93179.1] || -> member(not_subclass_element(u,intersection(complement(v),union(null_class,complement(w)))),union(v,union(null_class,w)))* subclass(u,intersection(complement(v),union(null_class,complement(w)))).
% 299.74/300.47 93298[4:Rew:74143.0,93178.1] || -> member(not_subclass_element(u,intersection(complement(v),union(null_class,complement(w)))),union(v,union(w,null_class)))* subclass(u,intersection(complement(v),union(null_class,complement(w)))).
% 299.74/300.47 93299[4:Rew:36664.0,93177.1] || -> member(not_subclass_element(u,intersection(complement(v),union(null_class,complement(w)))),union(v,union(w,w)))* subclass(u,intersection(complement(v),union(null_class,complement(w)))).
% 299.74/300.47 93333[4:Rew:29.0,93158.1,48542.0,93158.1,28759.0,93158.1,29.0,93158.0,48542.0,93158.0,28759.0,93158.0] || -> member(not_subclass_element(u,intersection(union(v,w),power_class(x))),complement(intersection(union(v,w),power_class(x))))* subclass(u,intersection(union(v,w),power_class(x))).
% 299.74/300.47 93334[4:Rew:48542.0,93141.1,28759.0,93141.1,29.0,93141.1,48542.0,93141.0,28759.0,93141.0,29.0,93141.0] || -> member(not_subclass_element(u,intersection(power_class(v),union(w,x))),complement(intersection(power_class(v),union(w,x))))* subclass(u,intersection(power_class(v),union(w,x))).
% 299.74/300.47 94231[4:Res:6567.1,12473.0] || -> subclass(intersection(u,restrict(apply(null_class,v),w,x)),y) member(not_subclass_element(intersection(u,restrict(apply(null_class,v),w,x)),y),sum_class(range_of(null_class)))*.
% 299.74/300.47 94230[4:Res:6567.1,12472.0] || -> subclass(intersection(u,restrict(apply(null_class,v),w,x)),y) member(not_subclass_element(intersection(u,restrict(apply(null_class,v),w,x)),y),apply(null_class,z))*.
% 299.74/300.47 94229[4:Res:6567.1,12471.0] || -> subclass(intersection(u,restrict(sum_class(range_of(null_class)),v,w)),x) member(not_subclass_element(intersection(u,restrict(sum_class(range_of(null_class)),v,w)),x),apply(null_class,y))*.
% 299.74/300.47 94226[2:Res:6567.1,6873.0] || member(not_subclass_element(intersection(u,restrict(regular(v),w,x)),y),v)* -> subclass(intersection(u,restrict(regular(v),w,x)),y) equal(v,null_class).
% 299.74/300.47 94211[0:Res:6567.1,574.0] || -> subclass(intersection(u,restrict(symmetric_difference(v,w),x,y)),z) member(not_subclass_element(intersection(u,restrict(symmetric_difference(v,w),x,y)),z),union(v,w))*.
% 299.74/300.47 94175[0:SpR:277.0,6567.1] || -> subclass(intersection(u,restrict(cross_product(v,w),x,y)),z) member(not_subclass_element(intersection(u,restrict(cross_product(x,y),v,w)),z),cross_product(v,w))*.
% 299.74/300.47 94610[4:Res:7760.1,12473.0] || -> subclass(intersection(restrict(apply(null_class,u),v,w),x),y) member(not_subclass_element(intersection(restrict(apply(null_class,u),v,w),x),y),sum_class(range_of(null_class)))*.
% 299.74/300.47 94609[4:Res:7760.1,12472.0] || -> subclass(intersection(restrict(apply(null_class,u),v,w),x),y) member(not_subclass_element(intersection(restrict(apply(null_class,u),v,w),x),y),apply(null_class,z))*.
% 299.74/300.47 94608[4:Res:7760.1,12471.0] || -> subclass(intersection(restrict(sum_class(range_of(null_class)),u,v),w),x) member(not_subclass_element(intersection(restrict(sum_class(range_of(null_class)),u,v),w),x),apply(null_class,y))*.
% 299.74/300.47 94605[2:Res:7760.1,6873.0] || member(not_subclass_element(intersection(restrict(regular(u),v,w),x),y),u)* -> subclass(intersection(restrict(regular(u),v,w),x),y) equal(u,null_class).
% 299.74/300.47 94590[0:Res:7760.1,574.0] || -> subclass(intersection(restrict(symmetric_difference(u,v),w,x),y),z) member(not_subclass_element(intersection(restrict(symmetric_difference(u,v),w,x),y),z),union(u,v))*.
% 299.74/300.47 94550[0:SpR:277.0,7760.1] || -> subclass(intersection(restrict(cross_product(u,v),w,x),y),z) member(not_subclass_element(intersection(restrict(cross_product(w,x),u,v),y),z),cross_product(u,v))*.
% 299.74/300.47 95453[4:Res:95322.0,9800.1] || member(complement(successor(complement(singleton(u)))),universal_class) -> equal(complement(successor(complement(singleton(u)))),null_class) equal(apply(choice,complement(successor(complement(singleton(u))))),u)**.
% 299.74/300.47 95530[4:Res:95463.0,9800.1] || member(complement(successor(complement(successor(null_class)))),universal_class) -> equal(complement(successor(complement(successor(null_class)))),null_class) equal(apply(choice,complement(successor(complement(successor(null_class))))),null_class)**.
% 299.74/300.47 95744[4:MRR:95693.0,308.0] || member(u,universal_class) subclass(domain_relation,regular(cantor(v))) -> equal(apply(v,ordered_pair(u,cantor(u))),sum_class(range_of(null_class)))** equal(cantor(v),null_class).
% 299.74/300.47 95826[4:Res:95477.0,7887.0] || -> subclass(complement(successor(union(null_class,complement(restrict(u,v,w))))),x) member(not_subclass_element(complement(successor(union(null_class,complement(restrict(u,v,w))))),x),u)*.
% 299.74/300.47 96257[0:Res:431.1,48030.0] || subclass(ordered_pair(u,v),intersection(complement(w),power_class(complement(power_class(x)))))* member(unordered_pair(u,singleton(v)),union(w,image(element_relation,power_class(x)))) -> .
% 299.74/300.47 96233[0:Res:407.2,48030.0] || member(u,universal_class) subclass(universal_class,intersection(complement(v),power_class(complement(power_class(w)))))* member(power_class(u),union(v,image(element_relation,power_class(w))))* -> .
% 299.74/300.47 96232[0:Res:408.2,48030.0] || member(u,universal_class) subclass(universal_class,intersection(complement(v),power_class(complement(power_class(w)))))* member(sum_class(u),union(v,image(element_relation,power_class(w))))* -> .
% 299.74/300.47 96229[0:Res:417.2,48030.0] || subclass(u,intersection(complement(v),power_class(complement(power_class(w))))) member(not_subclass_element(u,x),union(v,image(element_relation,power_class(w))))* -> subclass(u,x).
% 299.74/300.47 96192[0:SpL:71286.1,48030.0] || subclass(power_class(complement(power_class(u))),complement(v)) member(w,power_class(complement(power_class(u)))) member(w,union(v,image(element_relation,power_class(u))))* -> .
% 299.74/300.47 96169[0:SpL:47972.0,48030.0] || member(u,intersection(power_class(complement(power_class(v))),power_class(complement(power_class(w)))))* member(u,union(image(element_relation,power_class(v)),image(element_relation,power_class(w)))) -> .
% 299.74/300.47 96576[0:Res:431.1,48062.0] || subclass(ordered_pair(u,v),intersection(power_class(complement(power_class(w))),complement(x)))* member(unordered_pair(u,singleton(v)),union(image(element_relation,power_class(w)),x)) -> .
% 299.74/300.47 96552[0:Res:407.2,48062.0] || member(u,universal_class) subclass(universal_class,intersection(power_class(complement(power_class(v))),complement(w)))* member(power_class(u),union(image(element_relation,power_class(v)),w))* -> .
% 299.74/300.47 96551[0:Res:408.2,48062.0] || member(u,universal_class) subclass(universal_class,intersection(power_class(complement(power_class(v))),complement(w)))* member(sum_class(u),union(image(element_relation,power_class(v)),w))* -> .
% 299.74/300.47 96548[0:Res:417.2,48062.0] || subclass(u,intersection(power_class(complement(power_class(v))),complement(w))) member(not_subclass_element(u,x),union(image(element_relation,power_class(v)),w))* -> subclass(u,x).
% 299.74/300.47 96689[4:Res:95315.0,7884.0] || -> subclass(union(null_class,intersection(union(null_class,intersection(u,v)),w)),x) member(not_subclass_element(union(null_class,intersection(union(null_class,intersection(u,v)),w)),x),u)*.
% 299.74/300.47 96688[4:Res:95315.0,7885.0] || -> subclass(union(null_class,intersection(union(null_class,intersection(u,v)),w)),x) member(not_subclass_element(union(null_class,intersection(union(null_class,intersection(u,v)),w)),x),v)*.
% 299.74/300.47 96668[4:Res:95315.0,7881.0] || subclass(u,v) -> subclass(union(null_class,intersection(union(null_class,u),w)),x) member(not_subclass_element(union(null_class,intersection(union(null_class,u),w)),x),v)*.
% 299.74/300.47 97021[4:Res:95358.0,7884.0] || -> subclass(union(null_class,intersection(u,union(null_class,intersection(v,w)))),x) member(not_subclass_element(union(null_class,intersection(u,union(null_class,intersection(v,w)))),x),v)*.
% 299.74/300.47 97020[4:Res:95358.0,7885.0] || -> subclass(union(null_class,intersection(u,union(null_class,intersection(v,w)))),x) member(not_subclass_element(union(null_class,intersection(u,union(null_class,intersection(v,w)))),x),w)*.
% 299.74/300.47 97000[4:Res:95358.0,7881.0] || subclass(u,v) -> subclass(union(null_class,intersection(w,union(null_class,u))),x) member(not_subclass_element(union(null_class,intersection(w,union(null_class,u))),x),v)*.
% 299.74/300.47 97207[0:SpL:48870.0,469.0] || subclass(universal_class,union(complement(power_class(u)),intersection(complement(v),power_class(w))))* member(singleton(x),intersection(power_class(u),union(v,complement(power_class(w)))))* -> .
% 299.74/300.47 97116[0:SpR:48870.0,23432.0] || -> subclass(complement(union(u,intersection(power_class(v),union(w,complement(power_class(x)))))),intersection(complement(u),union(complement(power_class(v)),intersection(complement(w),power_class(x)))))*.
% 299.74/300.47 97084[0:SpR:48870.0,28414.1] || equal(complement(successor(intersection(power_class(u),union(v,complement(power_class(w)))))),universal_class) -> member(null_class,union(complement(power_class(u)),intersection(complement(v),power_class(w))))*.
% 299.74/300.47 97082[0:SpR:48870.0,28303.1] || equal(complement(successor(intersection(power_class(u),union(v,complement(power_class(w)))))),universal_class) -> member(omega,union(complement(power_class(u)),intersection(complement(v),power_class(w))))*.
% 299.74/300.47 97081[0:SpR:48870.0,28182.1] || equal(complement(successor(intersection(power_class(u),union(v,complement(power_class(w)))))),universal_class) -> member(x__dfg,union(complement(power_class(u)),intersection(complement(v),power_class(w))))*.
% 299.74/300.47 97064[0:SpR:48870.0,23432.0] || -> subclass(complement(union(intersection(power_class(u),union(v,complement(power_class(w)))),x)),intersection(union(complement(power_class(u)),intersection(complement(v),power_class(w))),complement(x)))*.
% 299.74/300.47 97541[4:Res:96617.0,7881.0] || subclass(u,v) -> subclass(union(null_class,intersection(union(u,null_class),w)),x) member(not_subclass_element(union(null_class,intersection(union(u,null_class),w)),x),v)*.
% 299.74/300.47 97909[0:SpL:48871.0,469.0] || subclass(universal_class,union(intersection(complement(u),power_class(v)),complement(power_class(w))))* member(singleton(x),intersection(union(u,complement(power_class(v))),power_class(w)))* -> .
% 299.74/300.47 97818[0:SpR:48871.0,23432.0] || -> subclass(complement(union(u,intersection(union(v,complement(power_class(w))),power_class(x)))),intersection(complement(u),union(intersection(complement(v),power_class(w)),complement(power_class(x)))))*.
% 299.74/300.47 97786[0:SpR:48871.0,28414.1] || equal(complement(successor(intersection(union(u,complement(power_class(v))),power_class(w)))),universal_class) -> member(null_class,union(intersection(complement(u),power_class(v)),complement(power_class(w))))*.
% 299.74/300.47 97784[0:SpR:48871.0,28303.1] || equal(complement(successor(intersection(union(u,complement(power_class(v))),power_class(w)))),universal_class) -> member(omega,union(intersection(complement(u),power_class(v)),complement(power_class(w))))*.
% 299.74/300.47 97783[0:SpR:48871.0,28182.1] || equal(complement(successor(intersection(union(u,complement(power_class(v))),power_class(w)))),universal_class) -> member(x__dfg,union(intersection(complement(u),power_class(v)),complement(power_class(w))))*.
% 299.74/300.47 97766[0:SpR:48871.0,23432.0] || -> subclass(complement(union(intersection(union(u,complement(power_class(v))),power_class(w)),x)),intersection(union(intersection(complement(u),power_class(v)),complement(power_class(w))),complement(x)))*.
% 299.74/300.47 98214[4:Res:96952.0,7881.0] || subclass(u,v) -> subclass(union(null_class,intersection(w,union(u,null_class))),x) member(not_subclass_element(union(null_class,intersection(w,union(u,null_class))),x),v)*.
% 299.74/300.47 98600[0:SpL:48872.0,469.0] || subclass(universal_class,union(intersection(power_class(u),complement(v)),complement(power_class(w))))* member(singleton(x),intersection(union(complement(power_class(u)),v),power_class(w)))* -> .
% 299.74/300.47 98505[0:SpR:48872.0,23432.0] || -> subclass(complement(union(u,intersection(union(complement(power_class(v)),w),power_class(x)))),intersection(complement(u),union(intersection(power_class(v),complement(w)),complement(power_class(x)))))*.
% 299.74/300.47 98473[0:SpR:48872.0,28414.1] || equal(complement(successor(intersection(union(complement(power_class(u)),v),power_class(w)))),universal_class) -> member(null_class,union(intersection(power_class(u),complement(v)),complement(power_class(w))))*.
% 299.74/300.47 98471[0:SpR:48872.0,28303.1] || equal(complement(successor(intersection(union(complement(power_class(u)),v),power_class(w)))),universal_class) -> member(omega,union(intersection(power_class(u),complement(v)),complement(power_class(w))))*.
% 299.74/300.47 98470[0:SpR:48872.0,28182.1] || equal(complement(successor(intersection(union(complement(power_class(u)),v),power_class(w)))),universal_class) -> member(x__dfg,union(intersection(power_class(u),complement(v)),complement(power_class(w))))*.
% 299.74/300.47 98453[0:SpR:48872.0,23432.0] || -> subclass(complement(union(intersection(union(complement(power_class(u)),v),power_class(w)),x)),intersection(union(intersection(power_class(u),complement(v)),complement(power_class(w))),complement(x)))*.
% 299.74/300.47 98860[4:Res:95309.0,7884.0] || -> subclass(intersection(intersection(union(null_class,intersection(u,v)),w),x),y) member(not_subclass_element(intersection(intersection(union(null_class,intersection(u,v)),w),x),y),u)*.
% 299.74/300.47 98859[4:Res:95309.0,7885.0] || -> subclass(intersection(intersection(union(null_class,intersection(u,v)),w),x),y) member(not_subclass_element(intersection(intersection(union(null_class,intersection(u,v)),w),x),y),v)*.
% 299.74/300.47 98839[4:Res:95309.0,7881.0] || subclass(u,v) -> subclass(intersection(intersection(union(null_class,u),w),x),y) member(not_subclass_element(intersection(intersection(union(null_class,u),w),x),y),v)*.
% 299.74/300.47 98992[4:Res:95320.0,7884.0] || -> subclass(intersection(u,intersection(v,union(null_class,intersection(w,x)))),y) member(not_subclass_element(intersection(u,intersection(v,union(null_class,intersection(w,x)))),y),w)*.
% 299.74/300.47 98991[4:Res:95320.0,7885.0] || -> subclass(intersection(u,intersection(v,union(null_class,intersection(w,x)))),y) member(not_subclass_element(intersection(u,intersection(v,union(null_class,intersection(w,x)))),y),x)*.
% 299.74/300.47 98971[4:Res:95320.0,7881.0] || subclass(u,v) -> subclass(intersection(w,intersection(x,union(null_class,u))),y) member(not_subclass_element(intersection(w,intersection(x,union(null_class,u))),y),v)*.
% 299.74/300.47 99118[4:Res:95350.0,7884.0] || -> subclass(intersection(u,intersection(union(null_class,intersection(v,w)),x)),y) member(not_subclass_element(intersection(u,intersection(union(null_class,intersection(v,w)),x)),y),v)*.
% 299.74/300.47 99117[4:Res:95350.0,7885.0] || -> subclass(intersection(u,intersection(union(null_class,intersection(v,w)),x)),y) member(not_subclass_element(intersection(u,intersection(union(null_class,intersection(v,w)),x)),y),w)*.
% 299.74/300.47 99097[4:Res:95350.0,7881.0] || subclass(u,v) -> subclass(intersection(w,intersection(union(null_class,u),x)),y) member(not_subclass_element(intersection(w,intersection(union(null_class,u),x)),y),v)*.
% 299.74/300.47 99319[0:SpL:48874.0,469.0] || subclass(universal_class,union(complement(power_class(u)),intersection(power_class(v),complement(w))))* member(singleton(x),intersection(power_class(u),union(complement(power_class(v)),w)))* -> .
% 299.74/300.47 99224[0:SpR:48874.0,23432.0] || -> subclass(complement(union(u,intersection(power_class(v),union(complement(power_class(w)),x)))),intersection(complement(u),union(complement(power_class(v)),intersection(power_class(w),complement(x)))))*.
% 299.74/300.47 99192[0:SpR:48874.0,28414.1] || equal(complement(successor(intersection(power_class(u),union(complement(power_class(v)),w)))),universal_class) -> member(null_class,union(complement(power_class(u)),intersection(power_class(v),complement(w))))*.
% 299.74/300.47 99190[0:SpR:48874.0,28303.1] || equal(complement(successor(intersection(power_class(u),union(complement(power_class(v)),w)))),universal_class) -> member(omega,union(complement(power_class(u)),intersection(power_class(v),complement(w))))*.
% 299.74/300.47 99189[0:SpR:48874.0,28182.1] || equal(complement(successor(intersection(power_class(u),union(complement(power_class(v)),w)))),universal_class) -> member(x__dfg,union(complement(power_class(u)),intersection(power_class(v),complement(w))))*.
% 299.74/300.47 99172[0:SpR:48874.0,23432.0] || -> subclass(complement(union(intersection(power_class(u),union(complement(power_class(v)),w)),x)),intersection(union(complement(power_class(u)),intersection(power_class(v),complement(w))),complement(x)))*.
% 299.74/300.47 99545[4:Res:95356.0,7884.0] || -> subclass(intersection(intersection(u,union(null_class,intersection(v,w))),x),y) member(not_subclass_element(intersection(intersection(u,union(null_class,intersection(v,w))),x),y),v)*.
% 299.74/300.47 99544[4:Res:95356.0,7885.0] || -> subclass(intersection(intersection(u,union(null_class,intersection(v,w))),x),y) member(not_subclass_element(intersection(intersection(u,union(null_class,intersection(v,w))),x),y),w)*.
% 299.74/300.47 99524[4:Res:95356.0,7881.0] || subclass(u,v) -> subclass(intersection(intersection(w,union(null_class,u)),x),y) member(not_subclass_element(intersection(intersection(w,union(null_class,u)),x),y),v)*.
% 299.74/300.47 99681[4:Res:96629.0,7881.0] || subclass(u,v) -> subclass(union(null_class,intersection(union(u,u),w)),x) member(not_subclass_element(union(null_class,intersection(union(u,u),w)),x),v)*.
% 299.74/300.47 100153[0:SpR:47972.0,7971.2] || member(u,universal_class) -> member(u,image(element_relation,union(image(element_relation,power_class(v)),w)))* member(u,power_class(intersection(power_class(complement(power_class(v))),complement(w)))).
% 299.74/300.47 100125[0:SpR:47972.0,7971.2] || member(u,universal_class) -> member(u,image(element_relation,union(v,image(element_relation,power_class(w)))))* member(u,power_class(intersection(complement(v),power_class(complement(power_class(w)))))).
% 299.74/300.47 100464[4:Res:431.1,17679.1] || subclass(ordered_pair(u,v),cross_product(singleton(w),universal_class))* member(w,universal_class) member(unordered_pair(u,singleton(v)),x)* -> member(w,cantor(x))*.
% 299.74/300.47 100462[4:Res:3275.1,17679.1] || member(u,universal_class) member(regular(restrict(v,singleton(u),universal_class)),w)* -> equal(restrict(v,singleton(u),universal_class),null_class) member(u,cantor(w)).
% 299.74/300.47 100433[4:Res:417.2,17679.1] || subclass(u,cross_product(singleton(v),universal_class))* member(v,universal_class) member(not_subclass_element(u,w),x)* -> subclass(u,w) member(v,cantor(x))*.
% 299.74/300.47 100430[4:Res:72136.0,17679.1] || member(u,universal_class) member(complement(cross_product(singleton(u),universal_class)),v)* -> equal(singleton(complement(cross_product(singleton(u),universal_class))),null_class) member(u,cantor(v)).
% 299.74/300.47 100908[0:SpL:47972.0,8658.1] || member(u,intersection(complement(v),union(image(element_relation,power_class(w)),x)))* member(u,union(v,intersection(power_class(complement(power_class(w))),complement(x)))) -> .
% 299.74/300.47 100880[0:SpL:47972.0,8658.1] || member(u,intersection(complement(v),union(w,image(element_relation,power_class(x)))))* member(u,union(v,intersection(complement(w),power_class(complement(power_class(x)))))) -> .
% 299.74/300.47 101158[4:Res:96964.0,7881.0] || subclass(u,v) -> subclass(union(null_class,intersection(w,union(u,u))),x) member(not_subclass_element(union(null_class,intersection(w,union(u,u))),x),v)*.
% 299.74/300.47 101338[4:Res:98337.0,7881.0] || subclass(u,v) -> subclass(intersection(intersection(union(u,null_class),w),x),y) member(not_subclass_element(intersection(intersection(union(u,null_class),w),x),y),v)*.
% 299.74/300.47 101492[4:Res:98348.0,7881.0] || subclass(u,v) -> subclass(intersection(w,intersection(x,union(u,null_class))),y) member(not_subclass_element(intersection(w,intersection(x,union(u,null_class))),y),v)*.
% 299.74/300.47 101617[0:SpL:47972.0,8668.1] || member(u,intersection(union(image(element_relation,power_class(v)),w),complement(x)))* member(u,union(intersection(power_class(complement(power_class(v))),complement(w)),x)) -> .
% 299.74/300.47 101589[0:SpL:47972.0,8668.1] || member(u,intersection(union(v,image(element_relation,power_class(w))),complement(x)))* member(u,union(intersection(complement(v),power_class(complement(power_class(w)))),x)) -> .
% 299.74/300.47 101877[4:Res:98382.0,7881.0] || subclass(u,v) -> subclass(intersection(w,intersection(union(u,null_class),x)),y) member(not_subclass_element(intersection(w,intersection(union(u,null_class),x)),y),v)*.
% 299.74/300.47 102032[4:Res:98390.0,7881.0] || subclass(u,v) -> subclass(intersection(intersection(w,union(u,null_class)),x),y) member(not_subclass_element(intersection(intersection(w,union(u,null_class)),x),y),v)*.
% 299.74/300.47 102503[0:Rew:102293.0,51954.0] || member(u,symmetric_difference(power_class(v),union(w,complement(union(x,y))))) -> member(u,union(complement(power_class(v)),intersection(complement(w),union(x,y))))*.
% 299.74/300.47 102510[4:Rew:102293.0,92158.1] || member(not_subclass_element(u,v),symmetric_difference(complement(w),union(x,y)))* subclass(u,regular(union(w,complement(union(x,y))))) -> subclass(u,v).
% 299.74/300.47 102556[0:Rew:102293.0,9506.1] || member(u,universal_class) subclass(union(v,complement(union(w,x))),y)* -> member(u,intersection(complement(v),union(w,x)))* member(u,y)*.
% 299.74/300.47 102582[0:Rew:102293.0,46765.0] || equal(u,union(v,complement(union(w,x))))* member(y,universal_class) -> member(y,intersection(complement(v),union(w,x)))* member(y,u)*.
% 299.74/300.47 102584[0:Rew:102293.0,51844.0] || member(u,symmetric_difference(union(v,complement(union(w,x))),power_class(y))) -> member(u,union(intersection(complement(v),union(w,x)),complement(power_class(y))))*.
% 299.74/300.47 102609[0:Rew:102293.0,64232.1] || member(u,image(element_relation,union(v,image(element_relation,union(w,x)))))* member(u,power_class(intersection(complement(v),power_class(complement(union(w,x)))))) -> .
% 299.74/300.47 102610[0:Rew:102293.0,67556.0] || -> equal(union(complement(power_class(u)),intersection(complement(v),power_class(complement(union(w,x))))),complement(intersection(power_class(u),union(v,image(element_relation,union(w,x))))))**.
% 299.74/300.47 102645[0:Rew:102293.0,51957.0] || member(u,symmetric_difference(power_class(v),union(complement(union(w,x)),y))) -> member(u,union(complement(power_class(v)),intersection(union(w,x),complement(y))))*.
% 299.74/300.47 102650[4:Rew:102293.0,91643.1] || member(not_subclass_element(u,v),symmetric_difference(union(w,x),complement(y)))* subclass(u,regular(union(complement(union(w,x)),y))) -> subclass(u,v).
% 299.74/300.47 102839[0:Rew:102293.0,24071.0] || -> subclass(complement(successor(intersection(complement(u),union(v,w)))),intersection(union(u,complement(union(v,w))),complement(singleton(intersection(complement(u),union(v,w))))))*.
% 299.74/300.47 102911[0:Rew:102293.0,64249.1] || member(u,image(element_relation,union(image(element_relation,union(v,w)),x)))* member(u,power_class(intersection(power_class(complement(union(v,w))),complement(x)))) -> .
% 299.74/300.47 102912[0:Rew:102293.0,67574.0] || -> equal(union(complement(power_class(u)),intersection(power_class(complement(union(v,w))),complement(x))),complement(intersection(power_class(u),union(image(element_relation,union(v,w)),x))))**.
% 299.74/300.47 102923[0:Rew:102293.0,64323.0] || subclass(u,power_class(complement(union(v,w)))) member(regular(intersection(u,x)),image(element_relation,union(v,w)))* -> equal(intersection(u,x),null_class).
% 299.74/300.47 102924[0:Rew:102293.0,64324.0] || subclass(u,power_class(complement(union(v,w)))) member(regular(intersection(x,u)),image(element_relation,union(v,w)))* -> equal(intersection(x,u),null_class).
% 299.74/300.47 102931[0:Rew:102293.0,66840.0] || -> equal(union(intersection(complement(u),power_class(complement(union(v,w)))),complement(power_class(x))),complement(intersection(union(u,image(element_relation,union(v,w))),power_class(x))))**.
% 299.74/300.47 102992[0:Rew:102293.0,9509.1] || member(u,universal_class) subclass(union(complement(union(v,w)),x),y)* -> member(u,intersection(union(v,w),complement(x)))* member(u,y)*.
% 299.74/300.47 103018[0:Rew:102293.0,46767.0] || equal(u,union(complement(union(v,w)),x))* member(y,universal_class) -> member(y,intersection(union(v,w),complement(x)))* member(y,u)*.
% 299.74/300.47 103020[0:Rew:102293.0,51847.0] || member(u,symmetric_difference(union(complement(union(v,w)),x),power_class(y))) -> member(u,union(intersection(union(v,w),complement(x)),complement(power_class(y))))*.
% 299.74/300.47 103071[4:Rew:102293.0,87690.1] || member(u,universal_class) subclass(domain_relation,symmetric_difference(intersection(v,w),complement(union(v,w))))* -> member(ordered_pair(u,cantor(u)),complement(symmetric_difference(v,w)))*.
% 299.74/300.47 103178[0:Rew:102293.0,24074.0] || -> subclass(complement(successor(intersection(union(u,v),complement(w)))),intersection(union(complement(union(u,v)),w),complement(singleton(intersection(union(u,v),complement(w))))))*.
% 299.74/300.47 103295[0:Rew:102293.0,66858.0] || -> equal(union(intersection(power_class(complement(union(u,v))),complement(w)),complement(power_class(x))),complement(intersection(union(image(element_relation,union(u,v)),w),power_class(x))))**.
% 299.74/300.47 103336[4:Rew:102293.0,64310.0] || subclass(domain_relation,flip(power_class(complement(union(u,v))))) member(ordered_pair(ordered_pair(w,x),cantor(ordered_pair(x,w))),image(element_relation,union(u,v)))* -> .
% 299.74/300.47 103337[4:Rew:102293.0,64309.0] || subclass(domain_relation,rotate(power_class(complement(union(u,v))))) member(ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),x),image(element_relation,union(u,v)))* -> .
% 299.74/300.47 104415[0:Rew:102293.0,102558.1] || member(not_subclass_element(u,union(v,complement(union(w,x)))),symmetric_difference(complement(v),union(w,x)))* -> subclass(u,union(v,complement(union(w,x)))).
% 299.74/300.47 104429[0:Rew:102293.0,102821.1] || member(not_subclass_element(union(u,complement(union(v,w))),x),intersection(complement(u),union(v,w)))* -> subclass(union(u,complement(union(v,w))),x).
% 299.74/300.47 104430[0:Rew:102293.0,102937.1] || member(regular(intersection(u,power_class(complement(union(v,w))))),image(element_relation,union(v,w)))* -> equal(intersection(u,power_class(complement(union(v,w)))),null_class).
% 299.74/300.47 104431[0:Rew:102293.0,102962.1] || -> member(not_subclass_element(u,intersection(power_class(complement(union(v,w))),u)),image(element_relation,union(v,w)))* subclass(u,intersection(power_class(complement(union(v,w))),u)).
% 299.74/300.47 104432[0:Rew:102293.0,102994.1] || member(not_subclass_element(u,union(complement(union(v,w)),x)),symmetric_difference(union(v,w),complement(x)))* -> subclass(u,union(complement(union(v,w)),x)).
% 299.74/300.47 104437[0:Rew:102293.0,103110.1] || member(not_subclass_element(symmetric_difference(u,complement(union(v,w))),x),intersection(complement(u),union(v,w)))* -> subclass(symmetric_difference(u,complement(union(v,w))),x).
% 299.74/300.47 104438[0:Rew:102293.0,103160.1] || member(not_subclass_element(union(complement(union(u,v)),w),x),intersection(union(u,v),complement(w)))* -> subclass(union(complement(union(u,v)),w),x).
% 299.74/300.47 104439[0:Rew:102293.0,103309.1] || member(regular(intersection(power_class(complement(union(u,v))),w)),image(element_relation,union(u,v)))* -> equal(intersection(power_class(complement(union(u,v))),w),null_class).
% 299.74/300.47 104443[0:Rew:102293.0,103431.1] || -> equal(symmetric_difference(intersection(u,v),complement(union(u,v))),null_class) member(regular(symmetric_difference(intersection(u,v),complement(union(u,v)))),complement(symmetric_difference(u,v)))*.
% 299.74/300.47 104444[0:Rew:102293.0,103475.1] || member(not_subclass_element(symmetric_difference(complement(union(u,v)),w),x),intersection(union(u,v),complement(w)))* -> subclass(symmetric_difference(complement(union(u,v)),w),x).
% 299.74/300.47 107336[4:Res:106506.0,7886.0] || -> subclass(regular(union(null_class,complement(restrict(u,v,w)))),x) member(not_subclass_element(regular(union(null_class,complement(restrict(u,v,w)))),x),cross_product(v,w))*.
% 299.74/300.47 107647[0:SpL:103871.0,48062.0] || member(u,intersection(power_class(complement(power_class(v))),power_class(complement(successor(w)))))* member(u,union(image(element_relation,power_class(v)),image(element_relation,successor(w)))) -> .
% 299.74/300.47 107643[0:SpL:103871.0,48030.0] || member(u,intersection(power_class(complement(successor(v))),power_class(complement(power_class(w)))))* member(u,union(image(element_relation,successor(v)),image(element_relation,power_class(w)))) -> .
% 299.74/300.47 107597[0:SpR:103871.0,75585.0] || -> equal(intersection(union(power_class(u),power_class(complement(successor(v)))),union(complement(power_class(u)),image(element_relation,successor(v)))),symmetric_difference(power_class(u),power_class(complement(successor(v)))))**.
% 299.74/300.47 107705[0:Rew:75578.0,107575.0] || -> equal(intersection(union(power_class(complement(successor(u))),power_class(v)),union(image(element_relation,successor(u)),complement(power_class(v)))),symmetric_difference(power_class(complement(successor(u))),power_class(v)))**.
% 299.74/300.47 107706[0:Rew:103871.0,107589.0] || -> equal(symmetric_difference(complement(u),power_class(complement(successor(v)))),null_class) member(regular(symmetric_difference(complement(u),power_class(complement(successor(v))))),union(u,image(element_relation,successor(v))))*.
% 299.74/300.47 107707[0:Rew:103871.0,107544.0] || -> equal(symmetric_difference(power_class(complement(successor(u))),complement(v)),null_class) member(regular(symmetric_difference(power_class(complement(successor(u))),complement(v))),union(image(element_relation,successor(u)),v))*.
% 299.74/300.47 108455[0:Rew:103948.0,108361.1] || member(regular(intersection(u,union(v,complement(successor(w))))),intersection(complement(v),successor(w)))* -> equal(intersection(u,union(v,complement(successor(w)))),null_class).
% 299.74/300.47 108456[0:Rew:103948.0,108343.1] || member(regular(intersection(union(u,complement(successor(v))),w)),intersection(complement(u),successor(v)))* -> equal(intersection(union(u,complement(successor(v))),w),null_class).
% 299.74/300.47 109136[0:Rew:80005.0,108967.0] || -> equal(union(complement(union(u,image(element_relation,power_class(v)))),intersection(u,complement(power_class(complement(power_class(v)))))),complement(symmetric_difference(u,complement(power_class(complement(power_class(v)))))))**.
% 299.74/300.47 109139[0:Rew:80005.0,108954.0] || -> equal(union(complement(union(image(element_relation,power_class(u)),v)),intersection(complement(power_class(complement(power_class(u)))),v)),complement(symmetric_difference(complement(power_class(complement(power_class(u)))),v)))**.
% 299.74/300.47 110038[0:SpL:106411.0,495.1] || member(complement(union(u,v)),universal_class) member(apply(choice,complement(union(v,u))),union(u,v))* -> equal(complement(union(u,v)),null_class).
% 299.74/300.47 109908[0:SpR:106411.0,9419.1] || -> subclass(symmetric_difference(complement(u),complement(union(v,w))),x) member(not_subclass_element(symmetric_difference(complement(u),complement(union(w,v))),x),union(u,union(v,w)))*.
% 299.74/300.47 109853[0:SpR:106411.0,9419.1] || -> subclass(symmetric_difference(complement(union(u,v)),complement(w)),x) member(not_subclass_element(symmetric_difference(complement(union(v,u)),complement(w)),x),union(union(u,v),w))*.
% 299.74/300.47 110741[0:Res:3143.2,102304.0] || subclass(u,image(element_relation,union(v,w))) member(regular(intersection(x,u)),power_class(complement(union(v,w))))* -> equal(intersection(x,u),null_class).
% 299.74/300.47 110739[0:Res:3315.2,102304.0] || subclass(u,image(element_relation,union(v,w))) member(regular(intersection(u,x)),power_class(complement(union(v,w))))* -> equal(intersection(u,x),null_class).
% 299.74/300.47 110726[4:Res:17399.1,102304.0] || subclass(domain_relation,flip(image(element_relation,union(u,v)))) member(ordered_pair(ordered_pair(w,x),cantor(ordered_pair(x,w))),power_class(complement(union(u,v))))* -> .
% 299.74/300.47 110725[4:Res:17398.1,102304.0] || subclass(domain_relation,rotate(image(element_relation,union(u,v)))) member(ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),x),power_class(complement(union(u,v))))* -> .
% 299.74/300.47 110717[0:Res:184.1,102304.0] || member(regular(intersection(u,image(element_relation,union(v,w)))),power_class(complement(union(v,w))))* -> equal(intersection(u,image(element_relation,union(v,w))),null_class).
% 299.74/300.47 110687[0:Res:192.1,102304.0] || member(regular(intersection(image(element_relation,union(u,v)),w)),power_class(complement(union(u,v))))* -> equal(intersection(image(element_relation,union(u,v)),w),null_class).
% 299.74/300.47 111194[0:SpR:77631.0,73202.0] || -> subclass(intersection(intersection(u,complement(symmetric_difference(v,w))),union(union(v,w),complement(intersection(v,w)))),symmetric_difference(union(v,w),complement(intersection(v,w))))*.
% 299.74/300.47 111637[0:SpR:77631.0,73203.0] || -> subclass(intersection(intersection(complement(symmetric_difference(u,v)),w),union(union(u,v),complement(intersection(u,v)))),symmetric_difference(union(u,v),complement(intersection(u,v))))*.
% 299.74/300.47 112888[4:Res:17312.2,102295.0] || member(u,universal_class) subclass(domain_relation,symmetric_difference(complement(v),union(w,x))) -> member(ordered_pair(u,cantor(u)),union(v,complement(union(w,x))))*.
% 299.74/300.47 112877[2:Res:72136.0,102295.0] || -> equal(singleton(complement(symmetric_difference(complement(u),union(v,w)))),null_class) member(complement(symmetric_difference(complement(u),union(v,w))),union(u,complement(union(v,w))))*.
% 299.74/300.47 112819[0:SpL:47973.0,102295.0] || member(u,symmetric_difference(union(complement(power_class(v)),w),union(x,y))) -> member(u,union(intersection(power_class(v),complement(w)),complement(union(x,y))))*.
% 299.74/300.47 112818[0:SpL:103948.0,102295.0] || member(u,symmetric_difference(union(v,complement(successor(w))),union(x,y))) -> member(u,union(intersection(complement(v),successor(w)),complement(union(x,y))))*.
% 299.74/300.47 112817[0:SpL:47967.0,102295.0] || member(u,symmetric_difference(union(v,complement(power_class(w))),union(x,y))) -> member(u,union(intersection(complement(v),power_class(w)),complement(union(x,y))))*.
% 299.74/300.47 112815[0:SpL:102311.0,102295.0] || member(u,symmetric_difference(power_class(complement(union(v,w))),union(x,y))) -> member(u,union(image(element_relation,union(v,w)),complement(union(x,y))))*.
% 299.74/300.47 113198[6:Rew:112707.0,113189.2,112707.0,113189.1] || member(ordered_pair(u,regular(range_of(null_class))),cross_product(universal_class,universal_class)) -> equal(range_of(null_class),null_class) member(ordered_pair(u,regular(range_of(null_class))),compose(successor(null_class),v))*.
% 299.74/300.47 113319[4:Res:17312.2,102309.0] || member(u,universal_class) subclass(domain_relation,symmetric_difference(union(v,w),complement(x))) -> member(ordered_pair(u,cantor(u)),union(complement(union(v,w)),x))*.
% 299.74/300.47 113308[2:Res:72136.0,102309.0] || -> equal(singleton(complement(symmetric_difference(union(u,v),complement(w)))),null_class) member(complement(symmetric_difference(union(u,v),complement(w))),union(complement(union(u,v)),w))*.
% 299.74/300.47 113212[0:SpL:47973.0,102309.0] || member(u,symmetric_difference(union(v,w),union(complement(power_class(x)),y))) -> member(u,union(complement(union(v,w)),intersection(power_class(x),complement(y))))*.
% 299.74/300.47 113211[0:SpL:103948.0,102309.0] || member(u,symmetric_difference(union(v,w),union(x,complement(successor(y))))) -> member(u,union(complement(union(v,w)),intersection(complement(x),successor(y))))*.
% 299.74/300.47 113210[0:SpL:47967.0,102309.0] || member(u,symmetric_difference(union(v,w),union(x,complement(power_class(y))))) -> member(u,union(complement(union(v,w)),intersection(complement(x),power_class(y))))*.
% 299.74/300.47 113208[0:SpL:102311.0,102309.0] || member(u,symmetric_difference(union(v,w),power_class(complement(union(x,y))))) -> member(u,union(complement(union(v,w)),image(element_relation,union(x,y))))*.
% 299.74/300.47 113598[0:MRR:113497.0,12502.1] || -> member(not_subclass_element(u,intersection(image(element_relation,union(v,w)),u)),power_class(complement(union(v,w))))* subclass(u,intersection(image(element_relation,union(v,w)),u)).
% 299.74/300.47 114150[0:Res:5.1,102294.0] || member(not_subclass_element(intersection(complement(u),union(v,w)),x),union(u,complement(union(v,w))))* -> subclass(intersection(complement(u),union(v,w)),x).
% 299.74/300.47 115122[0:Res:5.1,102308.0] || member(not_subclass_element(intersection(union(u,v),complement(w)),x),union(complement(union(u,v)),w))* -> subclass(intersection(union(u,v),complement(w)),x).
% 299.74/300.47 116623[0:SpR:102469.0,5691.1] || subclass(universal_class,symmetric_difference(restrict(u,v,w),complement(union(cross_product(v,w),u))))* -> member(unordered_pair(x,y),complement(symmetric_difference(cross_product(v,w),u)))*.
% 299.74/300.47 117485[0:SpR:102489.0,5691.1] || subclass(universal_class,symmetric_difference(restrict(u,v,w),complement(union(u,cross_product(v,w)))))* -> member(unordered_pair(x,y),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.74/300.47 118176[4:SpR:117109.1,77631.0] || equal(complement(symmetric_difference(u,v)),universal_class) -> equal(symmetric_difference(union(u,v),complement(intersection(u,v))),union(union(u,v),complement(intersection(u,v))))**.
% 299.74/300.47 118854[0:SpL:102945.0,469.0] || subclass(universal_class,union(complement(power_class(u)),image(element_relation,union(v,w))))* member(singleton(x),intersection(power_class(u),power_class(complement(union(v,w)))))* -> .
% 299.74/300.47 118707[0:SpR:102945.0,28414.1] || equal(complement(successor(intersection(power_class(u),power_class(complement(union(v,w)))))),universal_class) -> member(null_class,union(complement(power_class(u)),image(element_relation,union(v,w))))*.
% 299.74/300.47 118705[0:SpR:102945.0,28303.1] || equal(complement(successor(intersection(power_class(u),power_class(complement(union(v,w)))))),universal_class) -> member(omega,union(complement(power_class(u)),image(element_relation,union(v,w))))*.
% 299.74/300.47 118704[0:SpR:102945.0,28182.1] || equal(complement(successor(intersection(power_class(u),power_class(complement(union(v,w)))))),universal_class) -> member(x__dfg,union(complement(power_class(u)),image(element_relation,union(v,w))))*.
% 299.74/300.47 118979[4:Rew:103322.0,118844.1] || subclass(power_class(complement(union(u,v))),power_class(w)) -> equal(union(complement(power_class(w)),image(element_relation,union(u,v))),image(element_relation,union(u,v)))**.
% 299.74/300.47 120437[0:SpR:77631.0,73512.0] || -> subclass(intersection(union(union(u,v),complement(intersection(u,v))),intersection(complement(symmetric_difference(u,v)),w)),symmetric_difference(union(u,v),complement(intersection(u,v))))*.
% 299.74/300.47 120609[0:SpR:77631.0,73515.0] || -> subclass(intersection(union(union(u,v),complement(intersection(u,v))),intersection(w,complement(symmetric_difference(u,v)))),symmetric_difference(union(u,v),complement(intersection(u,v))))*.
% 299.74/300.47 121993[4:Res:92199.1,9804.1] || subclass(u,intersection(v,w))* member(union(u,u),universal_class) -> equal(union(u,u),null_class) member(apply(choice,union(u,u)),v)*.
% 299.74/300.47 121992[4:Res:92199.1,9805.1] || subclass(u,intersection(v,w))* member(union(u,u),universal_class) -> equal(union(u,u),null_class) member(apply(choice,union(u,u)),w)*.
% 299.74/300.47 122503[0:SpL:92837.1,48062.0] || subclass(power_class(complement(power_class(u))),complement(v)) member(w,power_class(complement(power_class(u)))) member(w,union(image(element_relation,power_class(u)),v))* -> .
% 299.74/300.47 123180[0:SpL:103074.0,469.0] || subclass(universal_class,union(image(element_relation,power_class(u)),complement(union(v,w))))* member(singleton(x),intersection(power_class(complement(power_class(u))),union(v,w)))* -> .
% 299.74/300.47 123160[0:SpR:92837.1,103074.0] || subclass(power_class(complement(power_class(u))),union(v,w)) -> equal(union(image(element_relation,power_class(u)),complement(union(v,w))),complement(power_class(complement(power_class(u)))))**.
% 299.74/300.47 123032[0:SpR:103074.0,28414.1] || equal(complement(successor(intersection(power_class(complement(power_class(u))),union(v,w)))),universal_class) -> member(null_class,union(image(element_relation,power_class(u)),complement(union(v,w))))*.
% 299.74/300.47 123030[0:SpR:103074.0,28303.1] || equal(complement(successor(intersection(power_class(complement(power_class(u))),union(v,w)))),universal_class) -> member(omega,union(image(element_relation,power_class(u)),complement(union(v,w))))*.
% 299.74/300.47 123029[0:SpR:103074.0,28182.1] || equal(complement(successor(intersection(power_class(complement(power_class(u))),union(v,w)))),universal_class) -> member(x__dfg,union(image(element_relation,power_class(u)),complement(union(v,w))))*.
% 299.74/300.47 123726[0:SpL:103320.0,469.0] || subclass(universal_class,union(image(element_relation,union(u,v)),complement(power_class(w))))* member(singleton(x),intersection(power_class(complement(union(u,v))),power_class(w)))* -> .
% 299.74/300.47 123576[0:SpR:103320.0,28414.1] || equal(complement(successor(intersection(power_class(complement(union(u,v))),power_class(w)))),universal_class) -> member(null_class,union(image(element_relation,union(u,v)),complement(power_class(w))))*.
% 299.74/300.47 123574[0:SpR:103320.0,28303.1] || equal(complement(successor(intersection(power_class(complement(union(u,v))),power_class(w)))),universal_class) -> member(omega,union(image(element_relation,union(u,v)),complement(power_class(w))))*.
% 299.74/300.47 123573[0:SpR:103320.0,28182.1] || equal(complement(successor(intersection(power_class(complement(union(u,v))),power_class(w)))),universal_class) -> member(x__dfg,union(image(element_relation,union(u,v)),complement(power_class(w))))*.
% 299.74/300.47 123855[4:Rew:103322.0,123709.1] || subclass(power_class(complement(union(u,v))),power_class(w)) -> equal(union(image(element_relation,union(u,v)),complement(power_class(w))),image(element_relation,union(u,v)))**.
% 299.74/300.47 124006[4:Res:123487.0,7887.0] || -> subclass(complement(successor(complement(intersection(restrict(u,v,w),x)))),y) member(not_subclass_element(complement(successor(complement(intersection(restrict(u,v,w),x)))),y),u)*.
% 299.74/300.47 123993[4:Res:123487.0,10202.0] || member(regular(complement(successor(complement(intersection(complement(compose(element_relation,universal_class)),u))))),element_relation)* -> equal(complement(successor(complement(intersection(complement(compose(element_relation,universal_class)),u)))),null_class).
% 299.74/300.47 124166[4:Res:123906.0,7887.0] || -> subclass(complement(successor(complement(intersection(u,restrict(v,w,x))))),y) member(not_subclass_element(complement(successor(complement(intersection(u,restrict(v,w,x))))),y),v)*.
% 299.74/300.47 124153[4:Res:123906.0,10202.0] || member(regular(complement(successor(complement(intersection(u,complement(compose(element_relation,universal_class))))))),element_relation)* -> equal(complement(successor(complement(intersection(u,complement(compose(element_relation,universal_class)))))),null_class).
% 299.74/300.47 124317[4:Res:123484.0,7884.0] || -> subclass(regular(union(null_class,complement(intersection(intersection(u,v),w)))),x) member(not_subclass_element(regular(union(null_class,complement(intersection(intersection(u,v),w)))),x),u)*.
% 299.74/300.47 124316[4:Res:123484.0,7885.0] || -> subclass(regular(union(null_class,complement(intersection(intersection(u,v),w)))),x) member(not_subclass_element(regular(union(null_class,complement(intersection(intersection(u,v),w)))),x),v)*.
% 299.74/300.47 124295[4:Res:123484.0,7881.0] || subclass(u,v) -> subclass(regular(union(null_class,complement(intersection(u,w)))),x) member(not_subclass_element(regular(union(null_class,complement(intersection(u,w)))),x),v)*.
% 299.74/300.47 124497[4:Res:124223.0,7884.0] || -> subclass(regular(union(null_class,complement(intersection(u,intersection(v,w))))),x) member(not_subclass_element(regular(union(null_class,complement(intersection(u,intersection(v,w))))),x),v)*.
% 299.74/300.47 124496[4:Res:124223.0,7885.0] || -> subclass(regular(union(null_class,complement(intersection(u,intersection(v,w))))),x) member(not_subclass_element(regular(union(null_class,complement(intersection(u,intersection(v,w))))),x),w)*.
% 299.74/300.47 124475[4:Res:124223.0,7881.0] || subclass(u,v) -> subclass(regular(union(null_class,complement(intersection(w,u)))),x) member(not_subclass_element(regular(union(null_class,complement(intersection(w,u)))),x),v)*.
% 299.74/300.47 124741[0:SpL:103450.0,469.0] || subclass(universal_class,union(complement(union(u,v)),image(element_relation,power_class(w))))* member(singleton(x),intersection(union(u,v),power_class(complement(power_class(w)))))* -> .
% 299.74/300.47 124731[0:SpR:71286.1,103450.0] || subclass(power_class(complement(power_class(u))),union(v,w)) -> equal(union(complement(union(v,w)),image(element_relation,power_class(u))),complement(power_class(complement(power_class(u)))))**.
% 299.74/300.47 124593[0:SpR:103450.0,28414.1] || equal(complement(successor(intersection(union(u,v),power_class(complement(power_class(w)))))),universal_class) -> member(null_class,union(complement(union(u,v)),image(element_relation,power_class(w))))*.
% 299.74/300.47 124591[0:SpR:103450.0,28303.1] || equal(complement(successor(intersection(union(u,v),power_class(complement(power_class(w)))))),universal_class) -> member(omega,union(complement(union(u,v)),image(element_relation,power_class(w))))*.
% 299.74/300.47 124590[0:SpR:103450.0,28182.1] || equal(complement(successor(intersection(union(u,v),power_class(complement(power_class(w)))))),universal_class) -> member(x__dfg,union(complement(union(u,v)),image(element_relation,power_class(w))))*.
% 299.74/300.47 125586[4:Res:125528.0,9800.1] || member(regular(successor(complement(successor(null_class)))),universal_class) -> equal(regular(successor(complement(successor(null_class)))),null_class) equal(apply(choice,regular(successor(complement(successor(null_class))))),null_class)**.
% 299.74/300.47 126035[4:Rew:75599.0,125937.1] || member(not_subclass_element(union(null_class,symmetric_difference(u,v)),w),symmetric_difference(union(u,v),complement(intersection(u,v))))* -> subclass(union(null_class,symmetric_difference(u,v)),w).
% 299.74/300.47 126147[4:Res:123479.0,7884.0] || -> subclass(union(null_class,intersection(intersection(intersection(u,v),w),x)),y) member(not_subclass_element(union(null_class,intersection(intersection(intersection(u,v),w),x)),y),u)*.
% 299.74/300.47 126146[4:Res:123479.0,7885.0] || -> subclass(union(null_class,intersection(intersection(intersection(u,v),w),x)),y) member(not_subclass_element(union(null_class,intersection(intersection(intersection(u,v),w),x)),y),v)*.
% 299.74/300.47 126125[4:Res:123479.0,7881.0] || subclass(u,v) -> subclass(union(null_class,intersection(intersection(u,w),x)),y) member(not_subclass_element(union(null_class,intersection(intersection(u,w),x)),y),v)*.
% 299.74/300.47 126322[4:Res:123491.0,7884.0] || -> subclass(intersection(union(null_class,intersection(intersection(u,v),w)),x),y) member(not_subclass_element(intersection(union(null_class,intersection(intersection(u,v),w)),x),y),u)*.
% 299.74/300.47 126321[4:Res:123491.0,7885.0] || -> subclass(intersection(union(null_class,intersection(intersection(u,v),w)),x),y) member(not_subclass_element(intersection(union(null_class,intersection(intersection(u,v),w)),x),y),v)*.
% 299.74/300.47 126300[4:Res:123491.0,7881.0] || subclass(u,v) -> subclass(intersection(union(null_class,intersection(u,w)),x),y) member(not_subclass_element(intersection(union(null_class,intersection(u,w)),x),y),v)*.
% 299.74/300.47 126489[4:Res:123520.0,7884.0] || -> subclass(intersection(u,union(null_class,intersection(intersection(v,w),x))),y) member(not_subclass_element(intersection(u,union(null_class,intersection(intersection(v,w),x))),y),v)*.
% 299.74/300.47 126488[4:Res:123520.0,7885.0] || -> subclass(intersection(u,union(null_class,intersection(intersection(v,w),x))),y) member(not_subclass_element(intersection(u,union(null_class,intersection(intersection(v,w),x))),y),w)*.
% 299.74/300.47 126467[4:Res:123520.0,7881.0] || subclass(u,v) -> subclass(intersection(w,union(null_class,intersection(u,x))),y) member(not_subclass_element(intersection(w,union(null_class,intersection(u,x))),y),v)*.
% 299.74/300.47 126653[4:Res:123529.0,7884.0] || -> subclass(union(null_class,intersection(u,intersection(intersection(v,w),x))),y) member(not_subclass_element(union(null_class,intersection(u,intersection(intersection(v,w),x))),y),v)*.
% 299.74/300.47 126652[4:Res:123529.0,7885.0] || -> subclass(union(null_class,intersection(u,intersection(intersection(v,w),x))),y) member(not_subclass_element(union(null_class,intersection(u,intersection(intersection(v,w),x))),y),w)*.
% 299.74/300.47 126631[4:Res:123529.0,7881.0] || subclass(u,v) -> subclass(union(null_class,intersection(w,intersection(u,x))),y) member(not_subclass_element(union(null_class,intersection(w,intersection(u,x))),y),v)*.
% 299.74/300.47 126794[4:Res:123909.0,7884.0] || -> subclass(complement(successor(complement(restrict(intersection(u,v),w,x)))),y) member(not_subclass_element(complement(successor(complement(restrict(intersection(u,v),w,x)))),y),u)*.
% 299.74/300.47 126793[4:Res:123909.0,7885.0] || -> subclass(complement(successor(complement(restrict(intersection(u,v),w,x)))),y) member(not_subclass_element(complement(successor(complement(restrict(intersection(u,v),w,x)))),y),v)*.
% 299.74/300.48 126772[4:Res:123909.0,7881.0] || subclass(u,v) -> subclass(complement(successor(complement(restrict(u,w,x)))),y) member(not_subclass_element(complement(successor(complement(restrict(u,w,x)))),y),v)*.
% 299.74/300.48 127073[4:Res:126047.0,7884.0] || -> subclass(union(null_class,intersection(intersection(u,intersection(v,w)),x)),y) member(not_subclass_element(union(null_class,intersection(intersection(u,intersection(v,w)),x)),y),v)*.
% 299.74/300.48 127072[4:Res:126047.0,7885.0] || -> subclass(union(null_class,intersection(intersection(u,intersection(v,w)),x)),y) member(not_subclass_element(union(null_class,intersection(intersection(u,intersection(v,w)),x)),y),w)*.
% 299.74/300.48 127051[4:Res:126047.0,7881.0] || subclass(u,v) -> subclass(union(null_class,intersection(intersection(w,u),x)),y) member(not_subclass_element(union(null_class,intersection(intersection(w,u),x)),y),v)*.
% 299.74/300.48 127248[4:Res:126220.0,7884.0] || -> subclass(intersection(union(null_class,intersection(u,intersection(v,w))),x),y) member(not_subclass_element(intersection(union(null_class,intersection(u,intersection(v,w))),x),y),v)*.
% 299.74/300.48 127247[4:Res:126220.0,7885.0] || -> subclass(intersection(union(null_class,intersection(u,intersection(v,w))),x),y) member(not_subclass_element(intersection(union(null_class,intersection(u,intersection(v,w))),x),y),w)*.
% 299.74/300.48 127226[4:Res:126220.0,7881.0] || subclass(u,v) -> subclass(intersection(union(null_class,intersection(w,u)),x),y) member(not_subclass_element(intersection(union(null_class,intersection(w,u)),x),y),v)*.
% 299.74/300.48 127469[4:Res:126395.0,7884.0] || -> subclass(intersection(u,union(null_class,intersection(v,intersection(w,x)))),y) member(not_subclass_element(intersection(u,union(null_class,intersection(v,intersection(w,x)))),y),w)*.
% 299.74/300.48 127468[4:Res:126395.0,7885.0] || -> subclass(intersection(u,union(null_class,intersection(v,intersection(w,x)))),y) member(not_subclass_element(intersection(u,union(null_class,intersection(v,intersection(w,x)))),y),x)*.
% 299.74/300.48 127447[4:Res:126395.0,7881.0] || subclass(u,v) -> subclass(intersection(w,union(null_class,intersection(x,u))),y) member(not_subclass_element(intersection(w,union(null_class,intersection(x,u))),y),v)*.
% 299.74/300.48 127636[4:Res:126557.0,7884.0] || -> subclass(union(null_class,intersection(u,intersection(v,intersection(w,x)))),y) member(not_subclass_element(union(null_class,intersection(u,intersection(v,intersection(w,x)))),y),w)*.
% 299.74/300.48 127635[4:Res:126557.0,7885.0] || -> subclass(union(null_class,intersection(u,intersection(v,intersection(w,x)))),y) member(not_subclass_element(union(null_class,intersection(u,intersection(v,intersection(w,x)))),y),x)*.
% 299.74/300.48 127614[4:Res:126557.0,7881.0] || subclass(u,v) -> subclass(union(null_class,intersection(w,intersection(x,u))),y) member(not_subclass_element(union(null_class,intersection(w,intersection(x,u))),y),v)*.
% 299.74/300.48 128544[4:Res:98788.0,7881.0] || subclass(u,v) -> subclass(intersection(intersection(union(u,u),w),x),y) member(not_subclass_element(intersection(intersection(union(u,u),w),x),y),v)*.
% 299.74/300.48 128727[4:Res:98926.0,7881.0] || subclass(u,v) -> subclass(intersection(w,intersection(x,union(u,u))),y) member(not_subclass_element(intersection(w,intersection(x,union(u,u))),y),v)*.
% 299.74/300.48 128905[4:Res:99049.0,7881.0] || subclass(u,v) -> subclass(intersection(w,intersection(union(u,u),x)),y) member(not_subclass_element(intersection(w,intersection(union(u,u),x)),y),v)*.
% 299.74/300.48 129090[4:Res:99476.0,7881.0] || subclass(u,v) -> subclass(intersection(intersection(w,union(u,u)),x),y) member(not_subclass_element(intersection(intersection(w,union(u,u)),x),y),v)*.
% 299.74/300.48 129743[0:Rew:75578.0,129568.0] || -> subclass(intersection(complement(symmetric_difference(u,v)),intersection(w,union(union(u,v),complement(intersection(u,v))))),symmetric_difference(union(u,v),complement(intersection(u,v))))*.
% 299.74/300.48 135004[4:Res:8432.2,12473.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,apply(null_class,v))* -> member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),sum_class(range_of(null_class)))*.
% 299.74/300.48 135003[4:Res:8432.2,12472.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,apply(null_class,v))* -> member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),apply(null_class,w))*.
% 299.74/300.48 135002[4:Res:8432.2,12471.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,sum_class(range_of(null_class))) -> member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),apply(null_class,v))*.
% 299.74/300.48 134969[4:Res:8432.2,10130.1] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,complement(compose(element_relation,universal_class))) member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),element_relation)* -> .
% 299.74/300.48 134966[0:Res:8432.2,4.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,v)* subclass(v,w)* -> member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),w)*.
% 299.74/300.48 135582[4:Res:8431.2,12473.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,apply(null_class,v))* -> member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),sum_class(range_of(null_class)))*.
% 299.74/300.48 135581[4:Res:8431.2,12472.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,apply(null_class,v))* -> member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),apply(null_class,w))*.
% 299.74/300.48 135580[4:Res:8431.2,12471.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,sum_class(range_of(null_class))) -> member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),apply(null_class,v))*.
% 299.74/300.48 135547[4:Res:8431.2,10130.1] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,complement(compose(element_relation,universal_class))) member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),element_relation)* -> .
% 299.74/300.48 135544[0:Res:8431.2,4.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,v)* subclass(v,w)* -> member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),w)*.
% 299.74/300.48 136826[2:Rew:75578.0,136557.0] || -> equal(intersection(symmetric_difference(union(u,v),complement(intersection(u,v))),symmetric_difference(complement(symmetric_difference(u,v)),union(union(u,v),complement(intersection(u,v))))),null_class)**.
% 299.74/300.48 138320[4:SpL:77631.0,137147.0] || member(complement(symmetric_difference(union(u,v),complement(intersection(u,v)))),symmetric_difference(complement(symmetric_difference(u,v)),union(union(u,v),complement(intersection(u,v)))))* -> .
% 299.74/300.48 138616[0:SpL:25457.1,48887.0] || equal(u,universal_class) member(regular(union(v,complement(power_class(u)))),intersection(complement(v),power_class(u)))* -> equal(union(v,complement(power_class(universal_class))),null_class).
% 299.74/300.48 138688[0:Rew:75578.0,138615.1] || equal(u,universal_class) member(regular(union(v,complement(power_class(universal_class)))),intersection(power_class(universal_class),complement(v)))* -> equal(union(v,complement(power_class(u))),null_class)**.
% 299.74/300.48 138884[0:SpL:25457.1,48893.0] || equal(u,universal_class) member(regular(union(complement(power_class(u)),v)),intersection(power_class(u),complement(v)))* -> equal(union(complement(power_class(universal_class)),v),null_class).
% 299.74/300.48 138883[0:SpL:25457.1,48893.0] || equal(u,universal_class) member(regular(union(complement(power_class(universal_class)),v)),intersection(power_class(universal_class),complement(v)))* -> equal(union(complement(power_class(u)),v),null_class)**.
% 299.74/300.48 139539[0:Rew:75578.0,139304.0] || -> subclass(intersection(complement(symmetric_difference(u,v)),intersection(union(union(u,v),complement(intersection(u,v))),w)),symmetric_difference(union(u,v),complement(intersection(u,v))))*.
% 299.74/300.48 140610[0:SpL:25457.1,48064.1] || equal(complement(power_class(u)),universal_class) member(v,universal_class) subclass(power_class(universal_class),w)* -> member(v,image(element_relation,power_class(u)))* member(v,w)*.
% 299.74/300.48 140607[4:SpL:63899.1,48064.1] || equal(successor(power_class(u)),null_class) member(v,universal_class) subclass(power_class(universal_class),w)* -> member(v,image(element_relation,power_class(u)))* member(v,w)*.
% 299.74/300.48 140605[4:SpL:78724.0,48064.1] || member(u,universal_class) subclass(power_class(complement(power_class(union(null_class,v)))),w)* -> member(u,image(element_relation,power_class(union(v,null_class))))* member(u,w)*.
% 299.74/300.48 140604[4:SpL:77754.0,48064.1] || member(u,universal_class) subclass(power_class(complement(power_class(union(v,v)))),w)* -> member(u,image(element_relation,power_class(union(v,null_class))))* member(u,w)*.
% 299.74/300.48 140603[4:SpL:41644.0,48064.1] || member(u,universal_class) subclass(power_class(complement(power_class(union(v,v)))),w)* -> member(u,image(element_relation,power_class(union(null_class,v))))* member(u,w)*.
% 299.74/300.48 140602[4:SpL:78724.0,48064.1] || member(u,universal_class) subclass(power_class(complement(power_class(union(v,null_class)))),w)* -> member(u,image(element_relation,power_class(union(null_class,v))))* member(u,w)*.
% 299.74/300.48 140601[4:SpL:41644.0,48064.1] || member(u,universal_class) subclass(power_class(complement(power_class(union(null_class,v)))),w)* -> member(u,image(element_relation,power_class(union(v,v))))* member(u,w)*.
% 299.74/300.48 140600[4:SpL:77754.0,48064.1] || member(u,universal_class) subclass(power_class(complement(power_class(union(v,null_class)))),w)* -> member(u,image(element_relation,power_class(union(v,v))))* member(u,w)*.
% 299.74/300.48 140599[0:SpL:25457.1,48064.1] || equal(u,universal_class) member(v,universal_class) subclass(power_class(complement(power_class(u))),w)* -> member(v,image(element_relation,power_class(universal_class)))* member(v,w)*.
% 299.74/300.48 140598[0:SpL:25457.1,48064.1] || equal(u,universal_class) member(v,universal_class) subclass(power_class(complement(power_class(universal_class))),w)* -> member(v,image(element_relation,power_class(u)))* member(v,w)*.
% 299.74/300.48 141320[0:Res:123475.0,7884.0] || -> subclass(intersection(intersection(intersection(intersection(u,v),w),x),y),z) member(not_subclass_element(intersection(intersection(intersection(intersection(u,v),w),x),y),z),u)*.
% 299.74/300.48 141319[0:Res:123475.0,7885.0] || -> subclass(intersection(intersection(intersection(intersection(u,v),w),x),y),z) member(not_subclass_element(intersection(intersection(intersection(intersection(u,v),w),x),y),z),v)*.
% 299.74/300.48 141296[0:Res:123475.0,7881.0] || subclass(u,v) -> subclass(intersection(intersection(intersection(u,w),x),y),z) member(not_subclass_element(intersection(intersection(intersection(u,w),x),y),z),v)*.
% 299.74/300.48 141494[0:Res:5425.2,4.0] || member(symmetric_difference(u,v),universal_class) subclass(union(u,v),w) -> equal(symmetric_difference(u,v),null_class) member(apply(choice,symmetric_difference(u,v)),w)*.
% 299.74/300.48 141681[0:Res:123485.0,7884.0] || -> subclass(intersection(u,intersection(v,intersection(intersection(w,x),y))),z) member(not_subclass_element(intersection(u,intersection(v,intersection(intersection(w,x),y))),z),w)*.
% 299.74/300.48 141680[0:Res:123485.0,7885.0] || -> subclass(intersection(u,intersection(v,intersection(intersection(w,x),y))),z) member(not_subclass_element(intersection(u,intersection(v,intersection(intersection(w,x),y))),z),x)*.
% 299.74/300.48 141657[0:Res:123485.0,7881.0] || subclass(u,v) -> subclass(intersection(w,intersection(x,intersection(u,y))),z) member(not_subclass_element(intersection(w,intersection(x,intersection(u,y))),z),v)*.
% 299.74/300.48 141923[0:Res:123517.0,7884.0] || -> subclass(intersection(u,intersection(intersection(intersection(v,w),x),y)),z) member(not_subclass_element(intersection(u,intersection(intersection(intersection(v,w),x),y)),z),v)*.
% 299.74/300.48 141922[0:Res:123517.0,7885.0] || -> subclass(intersection(u,intersection(intersection(intersection(v,w),x),y)),z) member(not_subclass_element(intersection(u,intersection(intersection(intersection(v,w),x),y)),z),w)*.
% 299.74/300.48 141899[0:Res:123517.0,7881.0] || subclass(u,v) -> subclass(intersection(w,intersection(intersection(u,x),y)),z) member(not_subclass_element(intersection(w,intersection(intersection(u,x),y)),z),v)*.
% 299.74/300.48 142170[0:Res:123525.0,7884.0] || -> subclass(intersection(intersection(u,intersection(intersection(v,w),x)),y),z) member(not_subclass_element(intersection(intersection(u,intersection(intersection(v,w),x)),y),z),v)*.
% 299.74/300.48 142169[0:Res:123525.0,7885.0] || -> subclass(intersection(intersection(u,intersection(intersection(v,w),x)),y),z) member(not_subclass_element(intersection(intersection(u,intersection(intersection(v,w),x)),y),z),w)*.
% 299.74/300.48 142146[0:Res:123525.0,7881.0] || subclass(u,v) -> subclass(intersection(intersection(w,intersection(u,x)),y),z) member(not_subclass_element(intersection(intersection(w,intersection(u,x)),y),z),v)*.
% 299.74/300.48 142520[0:Res:13341.2,9362.0] || subclass(universal_class,symmetric_difference(union(u,v),union(complement(u),complement(v))))* -> equal(w,null_class) member(regular(w),complement(symmetric_difference(complement(u),complement(v))))*.
% 299.74/300.48 142503[0:Res:415.2,9362.0] || subclass(u,symmetric_difference(union(v,w),union(complement(v),complement(w))))* -> equal(u,null_class) member(regular(u),complement(symmetric_difference(complement(v),complement(w)))).
% 299.74/300.48 142818[0:Res:127908.0,7884.0] || -> subclass(intersection(intersection(intersection(u,intersection(v,w)),x),y),z) member(not_subclass_element(intersection(intersection(intersection(u,intersection(v,w)),x),y),z),v)*.
% 299.74/300.48 142817[0:Res:127908.0,7885.0] || -> subclass(intersection(intersection(intersection(u,intersection(v,w)),x),y),z) member(not_subclass_element(intersection(intersection(intersection(u,intersection(v,w)),x),y),z),w)*.
% 299.74/300.48 142794[0:Res:127908.0,7881.0] || subclass(u,v) -> subclass(intersection(intersection(intersection(w,u),x),y),z) member(not_subclass_element(intersection(intersection(intersection(w,u),x),y),z),v)*.
% 299.74/300.48 143061[0:Res:127918.0,7884.0] || -> subclass(intersection(u,intersection(v,intersection(w,intersection(x,y)))),z) member(not_subclass_element(intersection(u,intersection(v,intersection(w,intersection(x,y)))),z),x)*.
% 299.74/300.48 143060[0:Res:127918.0,7885.0] || -> subclass(intersection(u,intersection(v,intersection(w,intersection(x,y)))),z) member(not_subclass_element(intersection(u,intersection(v,intersection(w,intersection(x,y)))),z),y)*.
% 299.74/300.48 143037[0:Res:127918.0,7881.0] || subclass(u,v) -> subclass(intersection(w,intersection(x,intersection(y,u))),z) member(not_subclass_element(intersection(w,intersection(x,intersection(y,u))),z),v)*.
% 299.74/300.48 143303[0:Res:127954.0,7884.0] || -> subclass(intersection(u,intersection(intersection(v,intersection(w,x)),y)),z) member(not_subclass_element(intersection(u,intersection(intersection(v,intersection(w,x)),y)),z),w)*.
% 299.74/300.48 143302[0:Res:127954.0,7885.0] || -> subclass(intersection(u,intersection(intersection(v,intersection(w,x)),y)),z) member(not_subclass_element(intersection(u,intersection(intersection(v,intersection(w,x)),y)),z),x)*.
% 299.74/300.48 143279[0:Res:127954.0,7881.0] || subclass(u,v) -> subclass(intersection(w,intersection(intersection(x,u),y)),z) member(not_subclass_element(intersection(w,intersection(intersection(x,u),y)),z),v)*.
% 299.74/300.48 143550[0:Res:127963.0,7884.0] || -> subclass(intersection(intersection(u,intersection(v,intersection(w,x))),y),z) member(not_subclass_element(intersection(intersection(u,intersection(v,intersection(w,x))),y),z),w)*.
% 299.74/300.48 143549[0:Res:127963.0,7885.0] || -> subclass(intersection(intersection(u,intersection(v,intersection(w,x))),y),z) member(not_subclass_element(intersection(intersection(u,intersection(v,intersection(w,x))),y),z),x)*.
% 299.74/300.48 143526[0:Res:127963.0,7881.0] || subclass(u,v) -> subclass(intersection(intersection(w,intersection(x,u)),y),z) member(not_subclass_element(intersection(intersection(w,intersection(x,u)),y),z),v)*.
% 299.74/300.48 143707[0:Res:9754.3,4.0] function(u) || member(v,universal_class) subclass(universal_class,symmetric_difference(w,x)) subclass(union(w,x),y)* -> member(image(u,v),y)*.
% 299.74/300.48 143790[0:Res:58786.0,7884.0] || -> subclass(restrict(restrict(intersection(u,v),w,x),y,z),x1) member(not_subclass_element(restrict(restrict(intersection(u,v),w,x),y,z),x1),u)*.
% 299.74/300.48 143789[0:Res:58786.0,7885.0] || -> subclass(restrict(restrict(intersection(u,v),w,x),y,z),x1) member(not_subclass_element(restrict(restrict(intersection(u,v),w,x),y,z),x1),v)*.
% 299.74/300.48 143766[0:Res:58786.0,7881.0] || subclass(u,v) -> subclass(restrict(restrict(u,w,x),y,z),x1) member(not_subclass_element(restrict(restrict(u,w,x),y,z),x1),v)*.
% 299.74/300.48 143889[4:Res:21039.1,9739.1] function(u) || subclass(universal_class,v)* subclass(v,w)* -> equal(singleton(image(x,null_class)),null_class) member(image(u,apply(x,universal_class)),w)*.
% 299.74/300.48 144188[0:Res:9816.3,4.0] || member(u,universal_class) subclass(u,symmetric_difference(v,w))* subclass(union(v,w),x)* -> equal(u,null_class) member(apply(choice,u),x)*.
% 299.74/300.48 144346[4:Res:35696.1,9801.0] || member(inverse(u),universal_class) subclass(range_of(u),v)* subclass(v,w)* -> equal(range_of(u),null_class) member(apply(choice,range_of(u)),w)*.
% 299.74/300.48 144661[0:Rew:80005.0,144559.1] || member(u,intersection(power_class(complement(power_class(v))),image(element_relation,power_class(universal_class))))* member(u,union(power_class(complement(power_class(universal_class))),image(element_relation,power_class(v)))) -> .
% 299.74/300.48 144552[0:SpL:50817.0,48030.0] || member(u,intersection(image(element_relation,power_class(universal_class)),power_class(complement(power_class(v)))))* member(u,union(power_class(complement(power_class(universal_class))),image(element_relation,power_class(v)))) -> .
% 299.74/300.48 144668[0:Rew:50817.0,144459.0] || -> equal(symmetric_difference(complement(u),image(element_relation,power_class(universal_class))),null_class) member(regular(symmetric_difference(complement(u),image(element_relation,power_class(universal_class)))),union(u,power_class(complement(power_class(universal_class)))))*.
% 299.74/300.48 144669[0:Rew:50817.0,144397.0] || -> equal(symmetric_difference(image(element_relation,power_class(universal_class)),complement(u)),null_class) member(regular(symmetric_difference(image(element_relation,power_class(universal_class)),complement(u))),union(power_class(complement(power_class(universal_class))),u))*.
% 299.74/300.48 144945[4:Rew:80005.0,144846.1] || member(u,intersection(power_class(complement(power_class(v))),image(element_relation,power_class(null_class))))* member(u,union(power_class(complement(power_class(null_class))),image(element_relation,power_class(v)))) -> .
% 299.74/300.48 144839[4:SpL:50818.0,48030.0] || member(u,intersection(image(element_relation,power_class(null_class)),power_class(complement(power_class(v)))))* member(u,union(power_class(complement(power_class(null_class))),image(element_relation,power_class(v)))) -> .
% 299.74/300.48 144952[4:Rew:50818.0,144747.0] || -> equal(symmetric_difference(complement(u),image(element_relation,power_class(null_class))),null_class) member(regular(symmetric_difference(complement(u),image(element_relation,power_class(null_class)))),union(u,power_class(complement(power_class(null_class)))))*.
% 299.74/300.48 144953[4:Rew:50818.0,144685.0] || -> equal(symmetric_difference(image(element_relation,power_class(null_class)),complement(u)),null_class) member(regular(symmetric_difference(image(element_relation,power_class(null_class)),complement(u))),union(power_class(complement(power_class(null_class))),u))*.
% 299.74/300.48 145136[4:Res:35696.1,14385.0] || member(inverse(u),universal_class) -> equal(ordered_pair(first(ordered_pair(range_of(u),singleton(v))),second(ordered_pair(range_of(u),singleton(v)))),ordered_pair(range_of(u),singleton(v)))**.
% 299.74/300.48 145117[0:Res:61.1,14385.0] || member(ordered_pair(u,v),compose(w,x))* -> equal(ordered_pair(first(ordered_pair(v,singleton(y))),second(ordered_pair(v,singleton(y)))),ordered_pair(v,singleton(y)))**.
% 299.74/300.48 145527[0:Res:102540.1,4.0] || member(u,universal_class) subclass(intersection(complement(v),union(w,x)),y)* -> member(u,union(v,complement(union(w,x))))* member(u,y)*.
% 299.74/300.48 145486[4:SpR:75150.0,102540.1] || member(u,universal_class) -> member(u,intersection(complement(apply(null_class,v)),union(w,x)))* member(u,union(apply(null_class,y),complement(union(w,x))))*.
% 299.74/300.48 145485[4:SpR:75151.0,102540.1] || member(u,universal_class) -> member(u,intersection(complement(sum_class(range_of(null_class))),union(v,w)))* member(u,union(apply(null_class,x),complement(union(v,w))))*.
% 299.74/300.48 145483[0:SpR:106411.0,102540.1] || member(u,universal_class) -> member(u,intersection(complement(union(v,w)),union(x,y)))* member(u,union(union(w,v),complement(union(x,y)))).
% 299.74/300.48 145482[4:SpR:29733.0,102540.1] || member(u,universal_class) -> member(u,intersection(union(null_class,complement(v)),union(w,x)))* member(u,union(union(null_class,v),complement(union(w,x)))).
% 299.74/300.48 145481[4:SpR:74143.0,102540.1] || member(u,universal_class) -> member(u,intersection(union(null_class,complement(v)),union(w,x)))* member(u,union(union(v,null_class),complement(union(w,x)))).
% 299.74/300.48 145480[4:SpR:36664.0,102540.1] || member(u,universal_class) -> member(u,intersection(union(null_class,complement(v)),union(w,x)))* member(u,union(union(v,v),complement(union(w,x))))*.
% 299.74/300.48 145478[4:SpR:75151.0,102540.1] || member(u,universal_class) -> member(u,intersection(complement(apply(null_class,v)),union(w,x)))* member(u,union(sum_class(range_of(null_class)),complement(union(w,x)))).
% 299.74/300.48 145474[0:SpR:80128.0,102540.1] || member(u,universal_class) -> member(u,intersection(complement(symmetric_difference(v,w)),union(x,y)))* member(u,union(symmetric_difference(w,v),complement(union(x,y)))).
% 299.74/300.48 146434[0:Res:102976.1,4.0] || member(u,universal_class) subclass(intersection(union(v,w),complement(x)),y)* -> member(u,union(complement(union(v,w)),x))* member(u,y)*.
% 299.74/300.48 146529[4:Rew:103478.0,146351.2] || member(u,universal_class) -> member(u,intersection(union(v,w),complement(apply(null_class,x))))* member(u,union(sum_class(range_of(null_class)),complement(union(v,w)))).
% 299.74/300.48 146348[0:SpR:106411.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),complement(union(x,y))))* member(u,union(complement(union(v,w)),union(y,x))).
% 299.74/300.48 146347[4:SpR:29733.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),union(null_class,complement(x))))* member(u,union(complement(union(v,w)),union(null_class,x))).
% 299.74/300.48 146346[4:SpR:74143.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),union(null_class,complement(x))))* member(u,union(complement(union(v,w)),union(x,null_class))).
% 299.74/300.48 146345[4:SpR:36664.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),union(null_class,complement(x))))* member(u,union(complement(union(v,w)),union(x,x)))*.
% 299.74/300.48 146339[0:SpR:80128.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),complement(symmetric_difference(x,y))))* member(u,union(complement(union(v,w)),symmetric_difference(y,x))).
% 299.74/300.48 147717[0:Res:7839.1,4.0] || subclass(cross_product(u,v),w) -> subclass(intersection(x,restrict(y,u,v)),z) member(not_subclass_element(intersection(x,restrict(y,u,v)),z),w)*.
% 299.74/300.48 147689[0:SpR:277.0,7839.1] || -> subclass(intersection(u,restrict(cross_product(v,w),x,y)),z) member(not_subclass_element(intersection(u,restrict(cross_product(x,y),v,w)),z),cross_product(x,y))*.
% 299.74/300.48 147858[0:Res:7831.1,4.0] || subclass(cross_product(u,v),w) -> subclass(intersection(restrict(x,u,v),y),z) member(not_subclass_element(intersection(restrict(x,u,v),y),z),w)*.
% 299.74/300.48 147818[0:SpR:277.0,7831.1] || -> subclass(intersection(restrict(cross_product(u,v),w,x),y),z) member(not_subclass_element(intersection(restrict(cross_product(w,x),u,v),y),z),cross_product(w,x))*.
% 299.74/300.48 148300[2:MRR:148299.0,14.0] || subclass(unordered_pair(u,v),regular(w))* member(v,w) -> member(u,unordered_pair(u,v))* equal(unordered_pair(u,v),null_class) equal(w,null_class).
% 299.74/300.48 148303[2:MRR:148302.0,14.0] || subclass(unordered_pair(u,v),regular(w))* member(u,w) -> member(v,unordered_pair(u,v))* equal(unordered_pair(u,v),null_class) equal(w,null_class).
% 299.74/300.48 149011[4:Res:48029.1,137098.0] || member(intersection(complement(u),power_class(complement(power_class(v)))),universal_class) -> member(intersection(complement(u),power_class(complement(power_class(v)))),union(u,image(element_relation,power_class(v))))*.
% 299.74/300.48 149224[4:Res:48061.1,137098.0] || member(intersection(power_class(complement(power_class(u))),complement(v)),universal_class) -> member(intersection(power_class(complement(power_class(u))),complement(v)),union(image(element_relation,power_class(u)),v))*.
% 299.74/300.48 149802[4:Res:19302.1,47989.0] || equal(intersection(complement(u),union(v,complement(power_class(w)))),singleton(singleton(null_class))) member(singleton(null_class),union(u,intersection(complement(v),power_class(w))))* -> .
% 299.74/300.48 149737[0:SpL:92837.1,47989.0] || subclass(complement(u),union(v,complement(power_class(w)))) member(x,complement(u)) member(x,union(u,intersection(complement(v),power_class(w))))* -> .
% 299.74/300.48 150139[4:Res:19302.1,48009.0] || equal(intersection(union(u,complement(power_class(v))),complement(w)),singleton(singleton(null_class))) member(singleton(null_class),union(intersection(complement(u),power_class(v)),w))* -> .
% 299.74/300.48 150084[0:SpL:71286.1,48009.0] || subclass(complement(u),union(v,complement(power_class(w)))) member(x,complement(u)) member(x,union(intersection(complement(v),power_class(w)),u))* -> .
% 299.74/300.48 150475[4:Res:19302.1,48038.0] || equal(intersection(complement(u),union(complement(power_class(v)),w)),singleton(singleton(null_class))) member(singleton(null_class),union(u,intersection(power_class(v),complement(w))))* -> .
% 299.74/300.48 150410[0:SpL:92837.1,48038.0] || subclass(complement(u),union(complement(power_class(v)),w)) member(x,complement(u)) member(x,union(u,intersection(power_class(v),complement(w))))* -> .
% 299.74/300.48 150716[4:Res:19302.1,48198.0] || equal(intersection(union(complement(power_class(u)),v),complement(w)),singleton(singleton(null_class))) member(singleton(null_class),union(intersection(power_class(u),complement(v)),w))* -> .
% 299.74/300.48 150661[0:SpL:71286.1,48198.0] || subclass(complement(u),union(complement(power_class(v)),w)) member(x,complement(u)) member(x,union(intersection(power_class(v),complement(w)),u))* -> .
% 299.74/300.48 150918[4:SpL:28759.0,48910.0] || member(not_subclass_element(union(complement(u),complement(power_class(v))),w),intersection(union(null_class,u),power_class(v)))* -> subclass(union(complement(u),complement(power_class(v))),w).
% 299.74/300.48 151174[4:SpL:28759.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),complement(v)),w),intersection(power_class(u),union(null_class,v)))* -> subclass(union(complement(power_class(u)),complement(v)),w).
% 299.74/300.48 151580[0:SpL:102583.0,1075.1] inductive(intersection(power_class(u),union(v,complement(union(w,x))))) || equal(union(complement(power_class(u)),intersection(complement(v),union(w,x))),universal_class)** -> .
% 299.74/300.48 151577[4:SpL:102583.0,62126.0] || equal(union(complement(power_class(u)),intersection(complement(v),union(w,x))),universal_class)** -> equal(intersection(power_class(u),union(v,complement(union(w,x)))),null_class).
% 299.74/300.48 151571[4:SpL:102583.0,61328.0] || equal(union(complement(power_class(u)),intersection(complement(v),union(w,x))),null_class)** -> equal(intersection(power_class(u),union(v,complement(union(w,x)))),universal_class).
% 299.74/300.48 151558[0:SpR:92837.1,102583.0] || subclass(power_class(u),union(v,complement(union(w,x)))) -> equal(union(complement(power_class(u)),intersection(complement(v),union(w,x))),complement(power_class(u)))**.
% 299.74/300.48 151446[0:SpR:102583.0,13856.1] || -> member(u,intersection(power_class(v),union(w,complement(union(x,y))))) subclass(singleton(u),union(complement(power_class(v)),intersection(complement(w),union(x,y))))*.
% 299.74/300.48 151436[2:SpR:102583.0,129832.0] || -> equal(intersection(intersection(power_class(u),union(v,complement(union(w,x)))),intersection(y,union(complement(power_class(u)),intersection(complement(v),union(w,x))))),null_class)**.
% 299.74/300.48 151704[4:Rew:80005.0,151426.0] || -> subclass(complement(successor(union(null_class,intersection(power_class(u),union(v,complement(union(w,x))))))),union(complement(power_class(u)),intersection(complement(v),union(w,x))))*.
% 299.74/300.48 151705[4:Rew:80005.0,151423.0] || -> equal(symmetric_difference(union(complement(power_class(u)),intersection(complement(v),union(w,x))),union(null_class,intersection(power_class(u),union(v,complement(union(w,x)))))),universal_class)**.
% 299.74/300.48 151709[4:Rew:80005.0,151421.0] || -> equal(intersection(union(complement(power_class(u)),intersection(complement(v),union(w,x))),union(null_class,intersection(power_class(u),union(v,complement(union(w,x)))))),null_class)**.
% 299.74/300.48 151710[4:Rew:80005.0,151416.0] || -> subclass(complement(successor(union(complement(power_class(u)),intersection(complement(v),union(w,x))))),union(null_class,intersection(power_class(u),union(v,complement(union(w,x))))))*.
% 299.74/300.48 151411[0:SpR:102583.0,43164.0] || -> equal(intersection(union(complement(power_class(u)),intersection(complement(v),union(w,x))),intersection(y,intersection(power_class(u),union(v,complement(union(w,x)))))),null_class)**.
% 299.74/300.48 151410[0:SpR:102583.0,42566.0] || -> equal(intersection(union(complement(power_class(u)),intersection(complement(v),union(w,x))),intersection(intersection(power_class(u),union(v,complement(union(w,x)))),y)),null_class)**.
% 299.74/300.48 151391[2:SpR:102583.0,129959.0] || -> equal(intersection(intersection(power_class(u),union(v,complement(union(w,x)))),intersection(union(complement(power_class(u)),intersection(complement(v),union(w,x))),y)),null_class)**.
% 299.74/300.48 151376[4:SpR:102583.0,47746.1] || equal(intersection(power_class(u),union(v,complement(union(w,x)))),null_class) -> equal(union(complement(power_class(u)),intersection(complement(v),union(w,x))),universal_class)**.
% 299.74/300.48 151728[0:Rew:49204.0,151468.0] || -> equal(union(image(element_relation,power_class(u)),complement(union(v,complement(union(w,x))))),union(image(element_relation,power_class(u)),intersection(complement(v),union(w,x))))**.
% 299.74/300.48 151977[4:Res:19302.1,102607.0] || equal(intersection(complement(u),power_class(complement(union(v,w)))),singleton(singleton(null_class))) member(singleton(null_class),union(u,image(element_relation,union(v,w))))* -> .
% 299.74/300.48 151916[0:SpL:92837.1,102607.0] || subclass(complement(u),power_class(complement(union(v,w)))) member(x,complement(u)) member(x,union(u,image(element_relation,union(v,w))))* -> .
% 299.74/300.48 152062[0:Rew:75578.0,151871.1] || equal(union(u,v),universal_class) member(w,intersection(power_class(null_class),complement(x))) member(w,union(x,image(element_relation,union(u,v))))* -> .
% 299.74/300.48 152063[4:Rew:75578.0,151870.1] || equal(union(u,v),null_class) member(w,intersection(power_class(universal_class),complement(x))) member(w,union(x,image(element_relation,union(u,v))))* -> .
% 299.74/300.48 152629[0:SpL:102667.0,1075.1] inductive(intersection(union(u,complement(power_class(v))),union(w,x))) || equal(union(intersection(complement(u),power_class(v)),complement(union(w,x))),universal_class)** -> .
% 299.74/300.48 152626[4:SpL:102667.0,62126.0] || equal(union(intersection(complement(u),power_class(v)),complement(union(w,x))),universal_class)** -> equal(intersection(union(u,complement(power_class(v))),union(w,x)),null_class).
% 299.74/300.48 152620[4:SpL:102667.0,61328.0] || equal(union(intersection(complement(u),power_class(v)),complement(union(w,x))),null_class)** -> equal(intersection(union(u,complement(power_class(v))),union(w,x)),universal_class).
% 299.74/300.48 152594[0:SpR:49205.0,102667.0] || -> equal(union(intersection(complement(u),power_class(complement(power_class(v)))),complement(union(w,x))),complement(intersection(union(u,image(element_relation,power_class(v))),union(w,x))))**.
% 299.74/300.48 152491[0:SpR:102667.0,13856.1] || -> member(u,intersection(union(v,complement(power_class(w))),union(x,y))) subclass(singleton(u),union(intersection(complement(v),power_class(w)),complement(union(x,y))))*.
% 299.74/300.48 152481[2:SpR:102667.0,129832.0] || -> equal(intersection(intersection(union(u,complement(power_class(v))),union(w,x)),intersection(y,union(intersection(complement(u),power_class(v)),complement(union(w,x))))),null_class)**.
% 299.74/300.48 152751[4:Rew:80005.0,152471.0] || -> subclass(complement(successor(union(null_class,intersection(union(u,complement(power_class(v))),union(w,x))))),union(intersection(complement(u),power_class(v)),complement(union(w,x))))*.
% 299.74/300.48 152752[4:Rew:80005.0,152468.0] || -> equal(symmetric_difference(union(intersection(complement(u),power_class(v)),complement(union(w,x))),union(null_class,intersection(union(u,complement(power_class(v))),union(w,x)))),universal_class)**.
% 299.74/300.48 152756[4:Rew:80005.0,152466.0] || -> equal(intersection(union(intersection(complement(u),power_class(v)),complement(union(w,x))),union(null_class,intersection(union(u,complement(power_class(v))),union(w,x)))),null_class)**.
% 299.74/300.48 152757[4:Rew:80005.0,152461.0] || -> subclass(complement(successor(union(intersection(complement(u),power_class(v)),complement(union(w,x))))),union(null_class,intersection(union(u,complement(power_class(v))),union(w,x))))*.
% 299.74/300.48 152456[0:SpR:102667.0,43164.0] || -> equal(intersection(union(intersection(complement(u),power_class(v)),complement(union(w,x))),intersection(y,intersection(union(u,complement(power_class(v))),union(w,x)))),null_class)**.
% 299.74/300.48 152455[0:SpR:102667.0,42566.0] || -> equal(intersection(union(intersection(complement(u),power_class(v)),complement(union(w,x))),intersection(intersection(union(u,complement(power_class(v))),union(w,x)),y)),null_class)**.
% 299.74/300.48 152436[2:SpR:102667.0,129959.0] || -> equal(intersection(intersection(union(u,complement(power_class(v))),union(w,x)),intersection(union(intersection(complement(u),power_class(v)),complement(union(w,x))),y)),null_class)**.
% 299.74/300.48 152421[4:SpR:102667.0,47746.1] || equal(intersection(union(u,complement(power_class(v))),union(w,x)),null_class) -> equal(union(intersection(complement(u),power_class(v)),complement(union(w,x))),universal_class)**.
% 299.74/300.48 152795[4:Rew:106821.0,152794.0] || -> equal(union(complement(union(u,complement(power_class(v)))),intersection(power_class(w),power_class(x))),union(intersection(complement(u),power_class(v)),intersection(power_class(w),power_class(x))))**.
% 299.74/300.48 153097[0:SpL:102668.0,1075.1] inductive(intersection(union(complement(power_class(u)),v),union(w,x))) || equal(union(intersection(power_class(u),complement(v)),complement(union(w,x))),universal_class)** -> .
% 299.74/300.48 153094[4:SpL:102668.0,62126.0] || equal(union(intersection(power_class(u),complement(v)),complement(union(w,x))),universal_class)** -> equal(intersection(union(complement(power_class(u)),v),union(w,x)),null_class).
% 299.74/300.48 153088[4:SpL:102668.0,61328.0] || equal(union(intersection(power_class(u),complement(v)),complement(union(w,x))),null_class)** -> equal(intersection(union(complement(power_class(u)),v),union(w,x)),universal_class).
% 299.74/300.48 153055[0:SpR:49204.0,102668.0] || -> equal(union(intersection(power_class(complement(power_class(u))),complement(v)),complement(union(w,x))),complement(intersection(union(image(element_relation,power_class(u)),v),union(w,x))))**.
% 299.74/300.48 152952[0:SpR:102668.0,13856.1] || -> member(u,intersection(union(complement(power_class(v)),w),union(x,y))) subclass(singleton(u),union(intersection(power_class(v),complement(w)),complement(union(x,y))))*.
% 299.74/300.48 152942[2:SpR:102668.0,129832.0] || -> equal(intersection(intersection(union(complement(power_class(u)),v),union(w,x)),intersection(y,union(intersection(power_class(u),complement(v)),complement(union(w,x))))),null_class)**.
% 299.74/300.48 153221[4:Rew:80005.0,152932.0] || -> subclass(complement(successor(union(null_class,intersection(union(complement(power_class(u)),v),union(w,x))))),union(intersection(power_class(u),complement(v)),complement(union(w,x))))*.
% 299.74/300.48 153222[4:Rew:80005.0,152929.0] || -> equal(symmetric_difference(union(intersection(power_class(u),complement(v)),complement(union(w,x))),union(null_class,intersection(union(complement(power_class(u)),v),union(w,x)))),universal_class)**.
% 299.74/300.48 153226[4:Rew:80005.0,152927.0] || -> equal(intersection(union(intersection(power_class(u),complement(v)),complement(union(w,x))),union(null_class,intersection(union(complement(power_class(u)),v),union(w,x)))),null_class)**.
% 299.74/300.48 153227[4:Rew:80005.0,152922.0] || -> subclass(complement(successor(union(intersection(power_class(u),complement(v)),complement(union(w,x))))),union(null_class,intersection(union(complement(power_class(u)),v),union(w,x))))*.
% 299.74/300.48 152917[0:SpR:102668.0,43164.0] || -> equal(intersection(union(intersection(power_class(u),complement(v)),complement(union(w,x))),intersection(y,intersection(union(complement(power_class(u)),v),union(w,x)))),null_class)**.
% 299.74/300.48 152916[0:SpR:102668.0,42566.0] || -> equal(intersection(union(intersection(power_class(u),complement(v)),complement(union(w,x))),intersection(intersection(union(complement(power_class(u)),v),union(w,x)),y)),null_class)**.
% 299.74/300.48 152897[2:SpR:102668.0,129959.0] || -> equal(intersection(intersection(union(complement(power_class(u)),v),union(w,x)),intersection(union(intersection(power_class(u),complement(v)),complement(union(w,x))),y)),null_class)**.
% 299.74/300.48 152882[4:SpR:102668.0,47746.1] || equal(intersection(union(complement(power_class(u)),v),union(w,x)),null_class) -> equal(union(intersection(power_class(u),complement(v)),complement(union(w,x))),universal_class)**.
% 299.74/300.48 153267[4:Rew:106821.0,153266.0] || -> equal(union(complement(union(complement(power_class(u)),v)),intersection(power_class(w),power_class(x))),union(intersection(power_class(u),complement(v)),intersection(power_class(w),power_class(x))))**.
% 299.74/300.48 153563[0:SpL:102866.0,1075.1] inductive(intersection(union(u,complement(union(v,w))),power_class(x))) || equal(union(intersection(complement(u),union(v,w)),complement(power_class(x))),universal_class)** -> .
% 299.74/300.48 153560[4:SpL:102866.0,62126.0] || equal(union(intersection(complement(u),union(v,w)),complement(power_class(x))),universal_class)** -> equal(intersection(union(u,complement(union(v,w))),power_class(x)),null_class).
% 299.74/300.48 153554[4:SpL:102866.0,61328.0] || equal(union(intersection(complement(u),union(v,w)),complement(power_class(x))),null_class)** -> equal(intersection(union(u,complement(union(v,w))),power_class(x)),universal_class).
% 299.74/300.48 153547[0:SpR:71286.1,102866.0] || subclass(power_class(u),union(v,complement(union(w,x)))) -> equal(union(intersection(complement(v),union(w,x)),complement(power_class(u))),complement(power_class(u)))**.
% 299.74/300.48 153429[0:SpR:102866.0,13856.1] || -> member(u,intersection(union(v,complement(union(w,x))),power_class(y))) subclass(singleton(u),union(intersection(complement(v),union(w,x)),complement(power_class(y))))*.
% 299.74/300.48 153419[2:SpR:102866.0,129832.0] || -> equal(intersection(intersection(union(u,complement(union(v,w))),power_class(x)),intersection(y,union(intersection(complement(u),union(v,w)),complement(power_class(x))))),null_class)**.
% 299.74/300.48 153686[4:Rew:80005.0,153409.0] || -> subclass(complement(successor(union(null_class,intersection(union(u,complement(union(v,w))),power_class(x))))),union(intersection(complement(u),union(v,w)),complement(power_class(x))))*.
% 299.74/300.48 153687[4:Rew:80005.0,153406.0] || -> equal(symmetric_difference(union(intersection(complement(u),union(v,w)),complement(power_class(x))),union(null_class,intersection(union(u,complement(union(v,w))),power_class(x)))),universal_class)**.
% 299.74/300.48 153691[4:Rew:80005.0,153404.0] || -> equal(intersection(union(intersection(complement(u),union(v,w)),complement(power_class(x))),union(null_class,intersection(union(u,complement(union(v,w))),power_class(x)))),null_class)**.
% 299.74/300.48 153692[4:Rew:80005.0,153399.0] || -> subclass(complement(successor(union(intersection(complement(u),union(v,w)),complement(power_class(x))))),union(null_class,intersection(union(u,complement(union(v,w))),power_class(x))))*.
% 299.74/300.48 153394[0:SpR:102866.0,43164.0] || -> equal(intersection(union(intersection(complement(u),union(v,w)),complement(power_class(x))),intersection(y,intersection(union(u,complement(union(v,w))),power_class(x)))),null_class)**.
% 299.74/300.48 153393[0:SpR:102866.0,42566.0] || -> equal(intersection(union(intersection(complement(u),union(v,w)),complement(power_class(x))),intersection(intersection(union(u,complement(union(v,w))),power_class(x)),y)),null_class)**.
% 299.74/300.48 153374[2:SpR:102866.0,129959.0] || -> equal(intersection(intersection(union(u,complement(union(v,w))),power_class(x)),intersection(union(intersection(complement(u),union(v,w)),complement(power_class(x))),y)),null_class)**.
% 299.74/300.48 153359[4:SpR:102866.0,47746.1] || equal(intersection(union(u,complement(union(v,w))),power_class(x)),null_class) -> equal(union(intersection(complement(u),union(v,w)),complement(power_class(x))),universal_class)**.
% 299.74/300.48 153711[0:Rew:49205.0,153450.0] || -> equal(union(complement(union(u,complement(union(v,w)))),image(element_relation,power_class(x))),union(intersection(complement(u),union(v,w)),image(element_relation,power_class(x))))**.
% 299.74/300.48 153997[4:Res:19302.1,102909.0] || equal(intersection(power_class(complement(union(u,v))),complement(w)),singleton(singleton(null_class))) member(singleton(null_class),union(image(element_relation,union(u,v)),w))* -> .
% 299.74/300.48 153942[0:SpL:71286.1,102909.0] || subclass(complement(u),power_class(complement(union(v,w)))) member(x,complement(u)) member(x,union(image(element_relation,union(v,w)),u))* -> .
% 299.74/300.48 153928[0:SpL:25086.1,102909.0] || equal(union(u,v),universal_class) member(w,intersection(power_class(null_class),complement(x))) member(w,union(image(element_relation,union(u,v)),x))* -> .
% 299.74/300.48 153927[4:SpL:47746.1,102909.0] || equal(union(u,v),null_class) member(w,intersection(power_class(universal_class),complement(x))) member(w,union(image(element_relation,union(u,v)),x))* -> .
% 299.74/300.48 154339[0:SpL:103019.0,1075.1] inductive(intersection(power_class(u),union(complement(union(v,w)),x))) || equal(union(complement(power_class(u)),intersection(union(v,w),complement(x))),universal_class)** -> .
% 299.74/300.48 154336[4:SpL:103019.0,62126.0] || equal(union(complement(power_class(u)),intersection(union(v,w),complement(x))),universal_class)** -> equal(intersection(power_class(u),union(complement(union(v,w)),x)),null_class).
% 299.74/300.48 154330[4:SpL:103019.0,61328.0] || equal(union(complement(power_class(u)),intersection(union(v,w),complement(x))),null_class)** -> equal(intersection(power_class(u),union(complement(union(v,w)),x)),universal_class).
% 299.74/300.48 154317[0:SpR:92837.1,103019.0] || subclass(power_class(u),union(complement(union(v,w)),x)) -> equal(union(complement(power_class(u)),intersection(union(v,w),complement(x))),complement(power_class(u)))**.
% 299.74/300.48 154199[0:SpR:103019.0,13856.1] || -> member(u,intersection(power_class(v),union(complement(union(w,x)),y))) subclass(singleton(u),union(complement(power_class(v)),intersection(union(w,x),complement(y))))*.
% 299.74/300.48 154189[2:SpR:103019.0,129832.0] || -> equal(intersection(intersection(power_class(u),union(complement(union(v,w)),x)),intersection(y,union(complement(power_class(u)),intersection(union(v,w),complement(x))))),null_class)**.
% 299.74/300.48 154469[4:Rew:80005.0,154179.0] || -> subclass(complement(successor(union(null_class,intersection(power_class(u),union(complement(union(v,w)),x))))),union(complement(power_class(u)),intersection(union(v,w),complement(x))))*.
% 299.74/300.48 154470[4:Rew:80005.0,154176.0] || -> equal(symmetric_difference(union(complement(power_class(u)),intersection(union(v,w),complement(x))),union(null_class,intersection(power_class(u),union(complement(union(v,w)),x)))),universal_class)**.
% 299.74/300.48 154474[4:Rew:80005.0,154174.0] || -> equal(intersection(union(complement(power_class(u)),intersection(union(v,w),complement(x))),union(null_class,intersection(power_class(u),union(complement(union(v,w)),x)))),null_class)**.
% 299.74/300.48 154475[4:Rew:80005.0,154169.0] || -> subclass(complement(successor(union(complement(power_class(u)),intersection(union(v,w),complement(x))))),union(null_class,intersection(power_class(u),union(complement(union(v,w)),x))))*.
% 299.74/300.48 154164[0:SpR:103019.0,43164.0] || -> equal(intersection(union(complement(power_class(u)),intersection(union(v,w),complement(x))),intersection(y,intersection(power_class(u),union(complement(union(v,w)),x)))),null_class)**.
% 299.74/300.48 154163[0:SpR:103019.0,42566.0] || -> equal(intersection(union(complement(power_class(u)),intersection(union(v,w),complement(x))),intersection(intersection(power_class(u),union(complement(union(v,w)),x)),y)),null_class)**.
% 299.74/300.48 154144[2:SpR:103019.0,129959.0] || -> equal(intersection(intersection(power_class(u),union(complement(union(v,w)),x)),intersection(union(complement(power_class(u)),intersection(union(v,w),complement(x))),y)),null_class)**.
% 299.74/300.48 154129[4:SpR:103019.0,47746.1] || equal(intersection(power_class(u),union(complement(union(v,w)),x)),null_class) -> equal(union(complement(power_class(u)),intersection(union(v,w),complement(x))),universal_class)**.
% 299.74/300.48 154493[0:Rew:49204.0,154222.0] || -> equal(union(image(element_relation,power_class(u)),complement(union(complement(union(v,w)),x))),union(image(element_relation,power_class(u)),intersection(union(v,w),complement(x))))**.
% 299.74/300.48 154822[0:SpL:103205.0,1075.1] inductive(intersection(union(complement(union(u,v)),w),power_class(x))) || equal(union(intersection(union(u,v),complement(w)),complement(power_class(x))),universal_class)** -> .
% 299.74/300.48 154819[4:SpL:103205.0,62126.0] || equal(union(intersection(union(u,v),complement(w)),complement(power_class(x))),universal_class)** -> equal(intersection(union(complement(union(u,v)),w),power_class(x)),null_class).
% 299.74/300.48 154813[4:SpL:103205.0,61328.0] || equal(union(intersection(union(u,v),complement(w)),complement(power_class(x))),null_class)** -> equal(intersection(union(complement(union(u,v)),w),power_class(x)),universal_class).
% 299.74/300.48 154806[0:SpR:71286.1,103205.0] || subclass(power_class(u),union(complement(union(v,w)),x)) -> equal(union(intersection(union(v,w),complement(x)),complement(power_class(u))),complement(power_class(u)))**.
% 299.74/300.48 154682[0:SpR:103205.0,13856.1] || -> member(u,intersection(union(complement(union(v,w)),x),power_class(y))) subclass(singleton(u),union(intersection(union(v,w),complement(x)),complement(power_class(y))))*.
% 299.74/300.48 154672[2:SpR:103205.0,129832.0] || -> equal(intersection(intersection(union(complement(union(u,v)),w),power_class(x)),intersection(y,union(intersection(union(u,v),complement(w)),complement(power_class(x))))),null_class)**.
% 299.74/300.48 154950[4:Rew:80005.0,154662.0] || -> subclass(complement(successor(union(null_class,intersection(union(complement(union(u,v)),w),power_class(x))))),union(intersection(union(u,v),complement(w)),complement(power_class(x))))*.
% 299.74/300.48 154951[4:Rew:80005.0,154659.0] || -> equal(symmetric_difference(union(intersection(union(u,v),complement(w)),complement(power_class(x))),union(null_class,intersection(union(complement(union(u,v)),w),power_class(x)))),universal_class)**.
% 299.74/300.48 154955[4:Rew:80005.0,154657.0] || -> equal(intersection(union(intersection(union(u,v),complement(w)),complement(power_class(x))),union(null_class,intersection(union(complement(union(u,v)),w),power_class(x)))),null_class)**.
% 299.74/300.48 154956[4:Rew:80005.0,154652.0] || -> subclass(complement(successor(union(intersection(union(u,v),complement(w)),complement(power_class(x))))),union(null_class,intersection(union(complement(union(u,v)),w),power_class(x))))*.
% 299.74/300.48 154647[0:SpR:103205.0,43164.0] || -> equal(intersection(union(intersection(union(u,v),complement(w)),complement(power_class(x))),intersection(y,intersection(union(complement(union(u,v)),w),power_class(x)))),null_class)**.
% 299.74/300.48 154646[0:SpR:103205.0,42566.0] || -> equal(intersection(union(intersection(union(u,v),complement(w)),complement(power_class(x))),intersection(intersection(union(complement(union(u,v)),w),power_class(x)),y)),null_class)**.
% 299.74/300.48 154627[2:SpR:103205.0,129959.0] || -> equal(intersection(intersection(union(complement(union(u,v)),w),power_class(x)),intersection(union(intersection(union(u,v),complement(w)),complement(power_class(x))),y)),null_class)**.
% 299.74/300.48 154612[4:SpR:103205.0,47746.1] || equal(intersection(union(complement(union(u,v)),w),power_class(x)),null_class) -> equal(union(intersection(union(u,v),complement(w)),complement(power_class(x))),universal_class)**.
% 299.74/300.48 154975[0:Rew:49205.0,154703.0] || -> equal(union(complement(union(complement(union(u,v)),w)),image(element_relation,power_class(x))),union(intersection(union(u,v),complement(w)),image(element_relation,power_class(x))))**.
% 299.74/300.48 155262[0:SpL:103451.0,1075.1] inductive(intersection(union(u,v),union(w,complement(power_class(x))))) || equal(union(complement(union(u,v)),intersection(complement(w),power_class(x))),universal_class)** -> .
% 299.74/300.48 155259[4:SpL:103451.0,62126.0] || equal(union(complement(union(u,v)),intersection(complement(w),power_class(x))),universal_class)** -> equal(intersection(union(u,v),union(w,complement(power_class(x)))),null_class).
% 299.74/300.48 155253[4:SpL:103451.0,61328.0] || equal(union(complement(union(u,v)),intersection(complement(w),power_class(x))),null_class)** -> equal(intersection(union(u,v),union(w,complement(power_class(x)))),universal_class).
% 299.74/300.48 155186[0:SpR:49205.0,103451.0] || -> equal(union(complement(union(u,v)),intersection(complement(w),power_class(complement(power_class(x))))),complement(intersection(union(u,v),union(w,image(element_relation,power_class(x))))))**.
% 299.74/300.48 155128[0:SpR:103451.0,13856.1] || -> member(u,intersection(union(v,w),union(x,complement(power_class(y))))) subclass(singleton(u),union(complement(union(v,w)),intersection(complement(x),power_class(y))))*.
% 299.74/300.48 155118[2:SpR:103451.0,129832.0] || -> equal(intersection(intersection(union(u,v),union(w,complement(power_class(x)))),intersection(y,union(complement(union(u,v)),intersection(complement(w),power_class(x))))),null_class)**.
% 299.74/300.48 155382[4:Rew:80005.0,155108.0] || -> subclass(complement(successor(union(null_class,intersection(union(u,v),union(w,complement(power_class(x))))))),union(complement(union(u,v)),intersection(complement(w),power_class(x))))*.
% 299.74/300.48 155383[4:Rew:80005.0,155105.0] || -> equal(symmetric_difference(union(complement(union(u,v)),intersection(complement(w),power_class(x))),union(null_class,intersection(union(u,v),union(w,complement(power_class(x)))))),universal_class)**.
% 299.74/300.48 155387[4:Rew:80005.0,155103.0] || -> equal(intersection(union(complement(union(u,v)),intersection(complement(w),power_class(x))),union(null_class,intersection(union(u,v),union(w,complement(power_class(x)))))),null_class)**.
% 299.74/300.48 155388[4:Rew:80005.0,155098.0] || -> subclass(complement(successor(union(complement(union(u,v)),intersection(complement(w),power_class(x))))),union(null_class,intersection(union(u,v),union(w,complement(power_class(x))))))*.
% 299.74/300.48 155093[0:SpR:103451.0,43164.0] || -> equal(intersection(union(complement(union(u,v)),intersection(complement(w),power_class(x))),intersection(y,intersection(union(u,v),union(w,complement(power_class(x)))))),null_class)**.
% 299.74/300.48 155092[0:SpR:103451.0,42566.0] || -> equal(intersection(union(complement(union(u,v)),intersection(complement(w),power_class(x))),intersection(intersection(union(u,v),union(w,complement(power_class(x)))),y)),null_class)**.
% 299.74/300.48 155073[2:SpR:103451.0,129959.0] || -> equal(intersection(intersection(union(u,v),union(w,complement(power_class(x)))),intersection(union(complement(union(u,v)),intersection(complement(w),power_class(x))),y)),null_class)**.
% 299.74/300.48 155058[4:SpR:103451.0,47746.1] || equal(intersection(union(u,v),union(w,complement(power_class(x)))),null_class) -> equal(union(complement(union(u,v)),intersection(complement(w),power_class(x))),universal_class)**.
% 299.74/300.48 155422[4:Rew:107232.0,155421.0] || -> equal(union(intersection(power_class(u),power_class(v)),complement(union(w,complement(power_class(x))))),union(intersection(power_class(u),power_class(v)),intersection(complement(w),power_class(x))))**.
% 299.74/300.48 156031[0:SpL:103452.0,1075.1] inductive(intersection(union(u,v),union(complement(power_class(w)),x))) || equal(union(complement(union(u,v)),intersection(power_class(w),complement(x))),universal_class)** -> .
% 299.74/300.48 156028[4:SpL:103452.0,62126.0] || equal(union(complement(union(u,v)),intersection(power_class(w),complement(x))),universal_class)** -> equal(intersection(union(u,v),union(complement(power_class(w)),x)),null_class).
% 299.74/300.48 156022[4:SpL:103452.0,61328.0] || equal(union(complement(union(u,v)),intersection(power_class(w),complement(x))),null_class)** -> equal(intersection(union(u,v),union(complement(power_class(w)),x)),universal_class).
% 299.74/300.48 155946[0:SpR:49204.0,103452.0] || -> equal(union(complement(union(u,v)),intersection(power_class(complement(power_class(w))),complement(x))),complement(intersection(union(u,v),union(image(element_relation,power_class(w)),x))))**.
% 299.74/300.48 155888[0:SpR:103452.0,13856.1] || -> member(u,intersection(union(v,w),union(complement(power_class(x)),y))) subclass(singleton(u),union(complement(union(v,w)),intersection(power_class(x),complement(y))))*.
% 299.74/300.48 155878[2:SpR:103452.0,129832.0] || -> equal(intersection(intersection(union(u,v),union(complement(power_class(w)),x)),intersection(y,union(complement(union(u,v)),intersection(power_class(w),complement(x))))),null_class)**.
% 299.74/300.48 156158[4:Rew:80005.0,155868.0] || -> subclass(complement(successor(union(null_class,intersection(union(u,v),union(complement(power_class(w)),x))))),union(complement(union(u,v)),intersection(power_class(w),complement(x))))*.
% 299.74/300.48 156159[4:Rew:80005.0,155865.0] || -> equal(symmetric_difference(union(complement(union(u,v)),intersection(power_class(w),complement(x))),union(null_class,intersection(union(u,v),union(complement(power_class(w)),x)))),universal_class)**.
% 299.74/300.48 156163[4:Rew:80005.0,155863.0] || -> equal(intersection(union(complement(union(u,v)),intersection(power_class(w),complement(x))),union(null_class,intersection(union(u,v),union(complement(power_class(w)),x)))),null_class)**.
% 299.74/300.48 156164[4:Rew:80005.0,155858.0] || -> subclass(complement(successor(union(complement(union(u,v)),intersection(power_class(w),complement(x))))),union(null_class,intersection(union(u,v),union(complement(power_class(w)),x))))*.
% 299.74/300.48 155853[0:SpR:103452.0,43164.0] || -> equal(intersection(union(complement(union(u,v)),intersection(power_class(w),complement(x))),intersection(y,intersection(union(u,v),union(complement(power_class(w)),x)))),null_class)**.
% 299.74/300.48 155852[0:SpR:103452.0,42566.0] || -> equal(intersection(union(complement(union(u,v)),intersection(power_class(w),complement(x))),intersection(intersection(union(u,v),union(complement(power_class(w)),x)),y)),null_class)**.
% 299.74/300.48 155833[2:SpR:103452.0,129959.0] || -> equal(intersection(intersection(union(u,v),union(complement(power_class(w)),x)),intersection(union(complement(union(u,v)),intersection(power_class(w),complement(x))),y)),null_class)**.
% 299.74/300.48 155818[4:SpR:103452.0,47746.1] || equal(intersection(union(u,v),union(complement(power_class(w)),x)),null_class) -> equal(union(complement(union(u,v)),intersection(power_class(w),complement(x))),universal_class)**.
% 299.74/300.48 156202[4:Rew:107232.0,156201.0] || -> equal(union(intersection(power_class(u),power_class(v)),complement(union(complement(power_class(w)),x))),union(intersection(power_class(u),power_class(v)),intersection(power_class(w),complement(x))))**.
% 299.74/300.48 156932[0:SpL:104283.0,1075.1] inductive(intersection(union(u,v),power_class(complement(union(w,x))))) || equal(union(complement(union(u,v)),image(element_relation,union(w,x))),universal_class)** -> .
% 299.74/300.48 156929[4:SpL:104283.0,62126.0] || equal(union(complement(union(u,v)),image(element_relation,union(w,x))),universal_class)** -> equal(intersection(union(u,v),power_class(complement(union(w,x)))),null_class).
% 299.74/300.48 156923[4:SpL:104283.0,61328.0] || equal(union(complement(union(u,v)),image(element_relation,union(w,x))),null_class)** -> equal(intersection(union(u,v),power_class(complement(union(w,x)))),universal_class).
% 299.74/300.48 157086[0:Rew:75578.0,156855.1] || equal(union(u,v),universal_class) -> equal(union(complement(union(w,x)),image(element_relation,union(u,v))),complement(intersection(power_class(null_class),union(w,x))))**.
% 299.74/300.48 157087[4:Rew:75578.0,156854.1] || equal(union(u,v),null_class) -> equal(union(complement(union(w,x)),image(element_relation,union(u,v))),complement(intersection(power_class(universal_class),union(w,x))))**.
% 299.74/300.48 156775[0:SpR:104283.0,13856.1] || -> member(u,intersection(union(v,w),power_class(complement(union(x,y))))) subclass(singleton(u),union(complement(union(v,w)),image(element_relation,union(x,y))))*.
% 299.74/300.48 156765[2:SpR:104283.0,129832.0] || -> equal(intersection(intersection(union(u,v),power_class(complement(union(w,x)))),intersection(y,union(complement(union(u,v)),image(element_relation,union(w,x))))),null_class)**.
% 299.74/300.48 157088[4:Rew:80005.0,156755.0] || -> subclass(complement(successor(union(null_class,intersection(union(u,v),power_class(complement(union(w,x))))))),union(complement(union(u,v)),image(element_relation,union(w,x))))*.
% 299.74/300.48 157089[4:Rew:80005.0,156752.0] || -> equal(symmetric_difference(union(complement(union(u,v)),image(element_relation,union(w,x))),union(null_class,intersection(union(u,v),power_class(complement(union(w,x)))))),universal_class)**.
% 299.74/300.48 157093[4:Rew:80005.0,156750.0] || -> equal(intersection(union(complement(union(u,v)),image(element_relation,union(w,x))),union(null_class,intersection(union(u,v),power_class(complement(union(w,x)))))),null_class)**.
% 299.74/300.48 157094[4:Rew:80005.0,156745.0] || -> subclass(complement(successor(union(complement(union(u,v)),image(element_relation,union(w,x))))),union(null_class,intersection(union(u,v),power_class(complement(union(w,x))))))*.
% 299.74/300.48 156740[0:SpR:104283.0,43164.0] || -> equal(intersection(union(complement(union(u,v)),image(element_relation,union(w,x))),intersection(y,intersection(union(u,v),power_class(complement(union(w,x)))))),null_class)**.
% 299.74/300.48 156739[0:SpR:104283.0,42566.0] || -> equal(intersection(union(complement(union(u,v)),image(element_relation,union(w,x))),intersection(intersection(union(u,v),power_class(complement(union(w,x)))),y)),null_class)**.
% 299.74/300.48 156720[2:SpR:104283.0,129959.0] || -> equal(intersection(intersection(union(u,v),power_class(complement(union(w,x)))),intersection(union(complement(union(u,v)),image(element_relation,union(w,x))),y)),null_class)**.
% 299.74/300.48 156705[4:SpR:104283.0,47746.1] || equal(intersection(union(u,v),power_class(complement(union(w,x)))),null_class) -> equal(union(complement(union(u,v)),image(element_relation,union(w,x))),universal_class)**.
% 299.74/300.48 157110[4:Rew:103322.0,156796.0] || -> equal(union(complement(union(complement(power_class(u)),v)),image(element_relation,union(w,x))),union(intersection(power_class(u),complement(v)),image(element_relation,union(w,x))))**.
% 299.74/300.48 157111[4:Rew:103322.0,156795.0] || -> equal(union(complement(union(u,complement(power_class(v)))),image(element_relation,union(w,x))),union(intersection(complement(u),power_class(v)),image(element_relation,union(w,x))))**.
% 299.74/300.48 157766[0:SpL:104284.0,1075.1] inductive(intersection(power_class(complement(union(u,v))),union(w,x))) || equal(union(image(element_relation,union(u,v)),complement(union(w,x))),universal_class)** -> .
% 299.74/300.48 157763[4:SpL:104284.0,62126.0] || equal(union(image(element_relation,union(u,v)),complement(union(w,x))),universal_class)** -> equal(intersection(power_class(complement(union(u,v))),union(w,x)),null_class).
% 299.74/300.48 157757[4:SpL:104284.0,61328.0] || equal(union(image(element_relation,union(u,v)),complement(union(w,x))),null_class)** -> equal(intersection(power_class(complement(union(u,v))),union(w,x)),universal_class).
% 299.74/300.48 157732[0:SpR:25086.1,104284.0] || equal(union(u,v),universal_class) -> equal(union(image(element_relation,union(u,v)),complement(union(w,x))),complement(intersection(power_class(null_class),union(w,x))))**.
% 299.74/300.48 157731[4:SpR:47746.1,104284.0] || equal(union(u,v),null_class) -> equal(union(image(element_relation,union(u,v)),complement(union(w,x))),complement(intersection(power_class(universal_class),union(w,x))))**.
% 299.74/300.48 157604[0:SpR:104284.0,13856.1] || -> member(u,intersection(power_class(complement(union(v,w))),union(x,y))) subclass(singleton(u),union(image(element_relation,union(v,w)),complement(union(x,y))))*.
% 299.74/300.48 157594[2:SpR:104284.0,129832.0] || -> equal(intersection(intersection(power_class(complement(union(u,v))),union(w,x)),intersection(y,union(image(element_relation,union(u,v)),complement(union(w,x))))),null_class)**.
% 299.74/300.48 157927[4:Rew:80005.0,157584.0] || -> subclass(complement(successor(union(null_class,intersection(power_class(complement(union(u,v))),union(w,x))))),union(image(element_relation,union(u,v)),complement(union(w,x))))*.
% 299.74/300.48 157928[4:Rew:80005.0,157581.0] || -> equal(symmetric_difference(union(image(element_relation,union(u,v)),complement(union(w,x))),union(null_class,intersection(power_class(complement(union(u,v))),union(w,x)))),universal_class)**.
% 299.74/300.48 157932[4:Rew:80005.0,157579.0] || -> equal(intersection(union(image(element_relation,union(u,v)),complement(union(w,x))),union(null_class,intersection(power_class(complement(union(u,v))),union(w,x)))),null_class)**.
% 299.74/300.48 157933[4:Rew:80005.0,157574.0] || -> subclass(complement(successor(union(image(element_relation,union(u,v)),complement(union(w,x))))),union(null_class,intersection(power_class(complement(union(u,v))),union(w,x))))*.
% 299.74/300.48 157569[0:SpR:104284.0,43164.0] || -> equal(intersection(union(image(element_relation,union(u,v)),complement(union(w,x))),intersection(y,intersection(power_class(complement(union(u,v))),union(w,x)))),null_class)**.
% 299.74/300.48 157568[0:SpR:104284.0,42566.0] || -> equal(intersection(union(image(element_relation,union(u,v)),complement(union(w,x))),intersection(intersection(power_class(complement(union(u,v))),union(w,x)),y)),null_class)**.
% 299.74/300.48 157549[2:SpR:104284.0,129959.0] || -> equal(intersection(intersection(power_class(complement(union(u,v))),union(w,x)),intersection(union(image(element_relation,union(u,v)),complement(union(w,x))),y)),null_class)**.
% 299.74/300.48 157534[4:SpR:104284.0,47746.1] || equal(intersection(power_class(complement(union(u,v))),union(w,x)),null_class) -> equal(union(image(element_relation,union(u,v)),complement(union(w,x))),universal_class)**.
% 299.74/300.48 157949[4:Rew:103322.0,157626.0] || -> equal(union(image(element_relation,union(u,v)),complement(union(complement(power_class(w)),x))),union(image(element_relation,union(u,v)),intersection(power_class(w),complement(x))))**.
% 299.74/300.48 157950[4:Rew:103322.0,157624.0] || -> equal(union(image(element_relation,union(u,v)),complement(union(w,complement(power_class(x))))),union(image(element_relation,union(u,v)),intersection(complement(w),power_class(x))))**.
% 299.74/300.48 158426[4:Res:9363.2,46994.1] || member(singleton(u),union(complement(v),complement(w)))* member(singleton(u),union(v,w)) subclass(symmetric_difference(complement(v),complement(w)),null_class) -> .
% 299.74/300.48 158422[4:Res:9363.2,11234.1] || member(x__dfg,union(complement(u),complement(v)))* member(x__dfg,union(u,v)) equal(complement(symmetric_difference(complement(u),complement(v))),cantor(xf)) -> .
% 299.74/300.48 158490[4:Rew:28759.0,158400.0] || member(u,union(union(null_class,v),complement(w))) member(u,union(complement(v),w)) -> member(u,symmetric_difference(union(null_class,v),complement(w)))*.
% 299.74/300.48 158494[4:Rew:28759.0,158353.0] || member(u,union(complement(v),union(null_class,w))) member(u,union(v,complement(w))) -> member(u,symmetric_difference(complement(v),union(null_class,w)))*.
% 299.74/300.48 161560[4:Res:95417.0,7881.0] || subclass(sum_class(range_of(null_class)),u) -> subclass(complement(successor(complement(apply(null_class,v)))),w) member(not_subclass_element(complement(successor(complement(apply(null_class,v)))),w),u)*.
% 299.74/300.48 161656[2:Obv:161637.3] || member(restrict(u,v,w),universal_class) subclass(restrict(u,v,w),regular(u))* -> equal(restrict(u,v,w),null_class) equal(u,null_class).
% 299.74/300.48 161695[4:Res:95422.0,7881.0] || subclass(apply(null_class,u),v)* -> subclass(complement(successor(complement(sum_class(range_of(null_class))))),w) member(not_subclass_element(complement(successor(complement(sum_class(range_of(null_class))))),w),v)*.
% 299.74/300.48 161851[4:Res:19302.1,11968.1] || equal(unordered_pair(u,v),singleton(singleton(null_class))) member(singleton(null_class),u) -> equal(regular(unordered_pair(u,v)),v)** equal(unordered_pair(u,v),null_class).
% 299.74/300.48 161803[2:Res:5.1,11968.1] || member(not_subclass_element(unordered_pair(u,v),w),u)* -> subclass(unordered_pair(u,v),w) equal(regular(unordered_pair(u,v)),v) equal(unordered_pair(u,v),null_class).
% 299.74/300.48 161982[4:Res:19302.1,11969.1] || equal(unordered_pair(u,v),singleton(singleton(null_class))) member(singleton(null_class),v) -> equal(regular(unordered_pair(u,v)),u)** equal(unordered_pair(u,v),null_class).
% 299.74/300.48 161934[2:Res:5.1,11969.1] || member(not_subclass_element(unordered_pair(u,v),w),v)* -> subclass(unordered_pair(u,v),w) equal(regular(unordered_pair(u,v)),u) equal(unordered_pair(u,v),null_class).
% 299.74/300.48 162780[4:Rew:80566.0,162664.0] || member(complement(symmetric_difference(complement(u),power_class(complement(power_class(v))))),symmetric_difference(union(u,image(element_relation,power_class(v))),union(complement(u),power_class(complement(power_class(v))))))* -> .
% 299.74/300.48 162790[0:Rew:80005.0,162587.1,75578.0,162587.1,80566.0,162587.1] || equal(complement(power_class(u)),universal_class) -> equal(intersection(union(power_class(universal_class),complement(v)),union(v,image(element_relation,power_class(u)))),symmetric_difference(power_class(universal_class),complement(v)))**.
% 299.74/300.48 162793[2:Rew:75578.0,162568.0,80566.0,162568.0] || -> equal(intersection(symmetric_difference(complement(u),power_class(complement(power_class(v)))),symmetric_difference(union(u,image(element_relation,power_class(v))),union(complement(u),power_class(complement(power_class(v)))))),null_class)**.
% 299.74/300.48 162565[0:SpR:48063.0,73512.0] || -> subclass(intersection(union(complement(u),power_class(complement(power_class(v)))),intersection(union(u,image(element_relation,power_class(v))),w)),symmetric_difference(complement(u),power_class(complement(power_class(v)))))*.
% 299.74/300.48 162799[0:Rew:75578.0,162550.0] || -> subclass(intersection(union(u,image(element_relation,power_class(v))),intersection(union(complement(u),power_class(complement(power_class(v)))),w)),symmetric_difference(complement(u),power_class(complement(power_class(v)))))*.
% 299.74/300.48 162549[0:SpR:48063.0,73515.0] || -> subclass(intersection(union(complement(u),power_class(complement(power_class(v)))),intersection(w,union(u,image(element_relation,power_class(v))))),symmetric_difference(complement(u),power_class(complement(power_class(v)))))*.
% 299.74/300.48 162800[0:Rew:75578.0,162531.0] || -> subclass(intersection(union(u,image(element_relation,power_class(v))),intersection(w,union(complement(u),power_class(complement(power_class(v)))))),symmetric_difference(complement(u),power_class(complement(power_class(v)))))*.
% 299.74/300.48 162493[4:SpR:48063.0,117109.1] || equal(union(u,image(element_relation,power_class(v))),universal_class) -> equal(symmetric_difference(complement(u),power_class(complement(power_class(v)))),union(complement(u),power_class(complement(power_class(v)))))**.
% 299.74/300.48 163252[4:Rew:80566.0,163139.0] || member(complement(symmetric_difference(power_class(complement(power_class(u))),complement(v))),symmetric_difference(union(image(element_relation,power_class(u)),v),union(power_class(complement(power_class(u))),complement(v))))* -> .
% 299.74/300.48 163258[0:Rew:75578.0,163102.1] || equal(complement(power_class(u)),universal_class) -> equal(intersection(union(power_class(universal_class),complement(v)),union(image(element_relation,power_class(u)),v)),symmetric_difference(power_class(universal_class),complement(v)))**.
% 299.74/300.48 163264[2:Rew:75578.0,163036.0,80566.0,163036.0] || -> equal(intersection(symmetric_difference(power_class(complement(power_class(u))),complement(v)),symmetric_difference(union(image(element_relation,power_class(u)),v),union(power_class(complement(power_class(u))),complement(v)))),null_class)**.
% 299.74/300.48 163033[0:SpR:48279.0,73512.0] || -> subclass(intersection(union(power_class(complement(power_class(u))),complement(v)),intersection(union(image(element_relation,power_class(u)),v),w)),symmetric_difference(power_class(complement(power_class(u))),complement(v)))*.
% 299.74/300.48 163270[0:Rew:75578.0,163018.0] || -> subclass(intersection(union(image(element_relation,power_class(u)),v),intersection(union(power_class(complement(power_class(u))),complement(v)),w)),symmetric_difference(power_class(complement(power_class(u))),complement(v)))*.
% 299.74/300.48 163017[0:SpR:48279.0,73515.0] || -> subclass(intersection(union(power_class(complement(power_class(u))),complement(v)),intersection(w,union(image(element_relation,power_class(u)),v))),symmetric_difference(power_class(complement(power_class(u))),complement(v)))*.
% 299.74/300.48 163271[0:Rew:75578.0,162999.0] || -> subclass(intersection(union(image(element_relation,power_class(u)),v),intersection(w,union(power_class(complement(power_class(u))),complement(v)))),symmetric_difference(power_class(complement(power_class(u))),complement(v)))*.
% 299.74/300.48 162961[4:SpR:48279.0,117109.1] || equal(union(image(element_relation,power_class(u)),v),universal_class) -> equal(symmetric_difference(power_class(complement(power_class(u))),complement(v)),union(power_class(complement(power_class(u))),complement(v)))**.
% 299.74/300.48 163993[0:MRR:163904.0,12497.1] || member(regular(complement(intersection(u,complement(v)))),u)* -> member(regular(complement(intersection(u,complement(v)))),v)* equal(complement(intersection(u,complement(v))),null_class).
% 299.74/300.48 164162[4:Res:12960.4,69345.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,cantor(complement(cross_product(singleton(ordered_pair(v,u)),universal_class))))* -> .
% 299.74/300.48 164161[4:Res:12960.4,136895.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,cantor(singleton(cross_product(singleton(ordered_pair(v,u)),universal_class))))* -> .
% 299.74/300.48 164154[4:Res:12960.4,40266.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,successor(null_class)) -> member(ordered_pair(v,u),singleton(null_class))*.
% 299.74/300.48 164150[4:Res:12960.4,58102.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,union(w,w))* -> member(ordered_pair(v,u),w)*.
% 299.74/300.48 164149[4:Res:12960.4,42116.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,union(null_class,w))* -> member(ordered_pair(v,u),w)*.
% 299.74/300.48 164147[4:Res:12960.4,77882.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,union(w,null_class))* -> member(ordered_pair(v,u),w)*.
% 299.74/300.48 164118[0:Res:12960.4,25.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,intersection(w,x))* -> member(ordered_pair(v,u),x)*.
% 299.74/300.48 164117[0:Res:12960.4,24.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,intersection(w,x))* -> member(ordered_pair(v,u),w)*.
% 299.74/300.48 164113[0:Res:12960.4,27.1] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,complement(w)) member(ordered_pair(v,u),w)* -> .
% 299.74/300.48 164105[4:Res:12960.4,132175.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,singleton(w)) member(ordered_pair(v,u),w)* -> .
% 299.74/300.48 164268[9:SpR:39752.1,13902.1] function(second(regular(cross_product(u,v)))) || -> equal(cross_product(u,v),null_class) member(unordered_pair(first(regular(cross_product(u,v))),null_class),regular(cross_product(u,v)))*.
% 299.74/300.48 164688[4:MRR:164686.0,12497.1] || member(u,regular(cross_product(v,w))) subclass(element_relation,application_function) -> equal(cross_product(v,w),null_class) member(first(regular(cross_product(v,w))),cantor(u))*.
% 299.74/300.48 165193[4:Res:13089.3,69345.0] || member(intersection(u,v),universal_class) subclass(v,cantor(complement(cross_product(singleton(apply(choice,intersection(u,v))),universal_class))))* -> equal(intersection(u,v),null_class).
% 299.74/300.48 165192[4:Res:13089.3,136895.0] || member(intersection(u,v),universal_class) subclass(v,cantor(singleton(cross_product(singleton(apply(choice,intersection(u,v))),universal_class))))* -> equal(intersection(u,v),null_class).
% 299.74/300.48 165185[4:Res:13089.3,40266.0] || member(intersection(u,v),universal_class) subclass(v,successor(null_class)) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),singleton(null_class))*.
% 299.74/300.48 165181[4:Res:13089.3,58102.0] || member(intersection(u,v),universal_class) subclass(v,union(w,w))* -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),w)*.
% 299.74/300.48 165180[4:Res:13089.3,42116.0] || member(intersection(u,v),universal_class) subclass(v,union(null_class,w)) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),w)*.
% 299.74/300.48 165178[4:Res:13089.3,77882.0] || member(intersection(u,v),universal_class) subclass(v,union(w,null_class)) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),w)*.
% 299.74/300.48 165144[0:Res:13089.3,27.1] || member(intersection(u,v),universal_class) subclass(v,complement(w)) member(apply(choice,intersection(u,v)),w)* -> equal(intersection(u,v),null_class).
% 299.74/300.48 165136[4:Res:13089.3,132175.0] || member(intersection(u,v),universal_class) subclass(v,singleton(w)) member(apply(choice,intersection(u,v)),w)* -> equal(intersection(u,v),null_class).
% 299.74/300.48 165508[4:Res:13287.3,69345.0] || member(intersection(u,v),universal_class) subclass(u,cantor(complement(cross_product(singleton(apply(choice,intersection(u,v))),universal_class))))* -> equal(intersection(u,v),null_class).
% 299.74/300.48 165507[4:Res:13287.3,136895.0] || member(intersection(u,v),universal_class) subclass(u,cantor(singleton(cross_product(singleton(apply(choice,intersection(u,v))),universal_class))))* -> equal(intersection(u,v),null_class).
% 299.74/300.48 165500[4:Res:13287.3,40266.0] || member(intersection(u,v),universal_class) subclass(u,successor(null_class)) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),singleton(null_class))*.
% 299.74/300.48 165496[4:Res:13287.3,58102.0] || member(intersection(u,v),universal_class) subclass(u,union(w,w))* -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),w)*.
% 299.74/300.48 165495[4:Res:13287.3,42116.0] || member(intersection(u,v),universal_class) subclass(u,union(null_class,w)) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),w)*.
% 299.74/300.48 165493[4:Res:13287.3,77882.0] || member(intersection(u,v),universal_class) subclass(u,union(w,null_class)) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),w)*.
% 299.74/300.48 165459[0:Res:13287.3,27.1] || member(intersection(u,v),universal_class) subclass(u,complement(w)) member(apply(choice,intersection(u,v)),w)* -> equal(intersection(u,v),null_class).
% 299.74/300.48 165451[4:Res:13287.3,132175.0] || member(intersection(u,v),universal_class) subclass(u,singleton(w)) member(apply(choice,intersection(u,v)),w)* -> equal(intersection(u,v),null_class).
% 299.74/300.48 165730[4:MRR:165724.3,12451.1] || member(u,universal_class) member(v,u)* subclass(element_relation,compose(w,x))* -> member(v,cantor(x))* member(u,image(w,range_of(null_class)))*.
% 299.74/300.48 166231[4:Res:93346.1,48011.1] || equal(union(u,complement(power_class(v))),successor(null_class)) member(w,universal_class) -> member(w,intersection(complement(u),power_class(v)))* member(w,singleton(null_class)).
% 299.74/300.48 166540[4:Res:93346.1,48200.1] || equal(union(complement(power_class(u)),v),successor(null_class)) member(w,universal_class) -> member(w,intersection(power_class(u),complement(v)))* member(w,singleton(null_class)).
% 299.74/300.48 166497[0:SpL:46.0,48200.1] || member(u,universal_class) subclass(successor(complement(power_class(v))),w)* -> member(u,intersection(power_class(v),complement(singleton(complement(power_class(v))))))* member(u,w)*.
% 299.74/300.48 166689[4:Res:93346.1,102918.1] || equal(power_class(complement(union(u,v))),successor(null_class)) member(w,universal_class) -> member(w,image(element_relation,union(u,v)))* member(w,singleton(null_class)).
% 299.74/300.48 167198[0:Res:60.0,7890.0] || -> subclass(compose(u,v),w) equal(ordered_pair(first(not_subclass_element(compose(u,v),w)),second(not_subclass_element(compose(u,v),w))),not_subclass_element(compose(u,v),w))**.
% 299.74/300.48 167844[6:Res:162163.1,12416.1] || subclass(universal_class,complement(intersection(u,v)))* member(regular(element_relation),union(u,v)) subclass(symmetric_difference(u,v),w)* -> member(regular(element_relation),w).
% 299.74/300.48 167842[4:Res:148335.1,12416.1] || subclass(universal_class,complement(intersection(u,v)))* member(regular(composition_function),union(u,v)) subclass(symmetric_difference(u,v),w)* -> member(regular(composition_function),w).
% 299.74/300.48 167840[2:Res:145290.1,12416.1] || subclass(universal_class,complement(intersection(u,v)))* member(regular(domain_relation),union(u,v)) subclass(symmetric_difference(u,v),w)* -> member(regular(domain_relation),w).
% 299.74/300.48 167792[0:Res:406.1,12416.1] || subclass(universal_class,complement(intersection(u,v)))* member(singleton(w),union(u,v))* subclass(symmetric_difference(u,v),x)* -> member(singleton(w),x)*.
% 299.74/300.48 167737[0:SpL:71286.1,12416.1] || subclass(u,v) member(w,union(v,u))* member(w,complement(u)) subclass(symmetric_difference(v,u),x)* -> member(w,x)*.
% 299.74/300.48 167675[0:SpL:92837.1,12416.1] || subclass(u,v) member(w,union(u,v))* member(w,complement(u)) subclass(symmetric_difference(u,v),x)* -> member(w,x)*.
% 299.74/300.48 168256[2:Res:7349.1,78949.0] || subclass(domain_relation,symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))))* -> member(ordered_pair(null_class,null_class),complement(symmetric_difference(cross_product(u,v),w))).
% 299.74/300.48 168255[2:Res:31230.1,78949.0] || equal(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),domain_relation)** -> member(ordered_pair(null_class,null_class),complement(symmetric_difference(cross_product(u,v),w))).
% 299.74/300.48 168254[0:Res:429.1,78949.0] || subclass(universal_class,symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))))* -> member(ordered_pair(x,y),complement(symmetric_difference(cross_product(u,v),w)))*.
% 299.74/300.48 168253[4:Res:27911.1,78949.0] || equal(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),universal_class)** -> member(ordered_pair(x,y),complement(symmetric_difference(cross_product(u,v),w)))*.
% 299.74/300.48 168238[5:Res:21256.1,78949.0] || subclass(universal_class,symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))))* -> member(sum_class(range_of(null_class)),complement(symmetric_difference(cross_product(u,v),w))).
% 299.74/300.48 168237[5:Res:25575.1,78949.0] || equal(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),universal_class)** -> member(sum_class(range_of(null_class)),complement(symmetric_difference(cross_product(u,v),w))).
% 299.74/300.48 168231[0:Res:405.1,78949.0] || subclass(universal_class,symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))))* -> member(unordered_pair(x,y),complement(symmetric_difference(cross_product(u,v),w)))*.
% 299.74/300.48 168230[4:Res:27909.1,78949.0] || equal(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),universal_class)** -> member(unordered_pair(x,y),complement(symmetric_difference(cross_product(u,v),w)))*.
% 299.74/300.48 168229[5:Res:21248.1,78949.0] || subclass(universal_class,symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))))* -> member(apply(null_class,x),complement(symmetric_difference(cross_product(u,v),w)))*.
% 299.74/300.48 168228[5:Res:25573.1,78949.0] || equal(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),universal_class)** -> member(apply(null_class,x),complement(symmetric_difference(cross_product(u,v),w)))*.
% 299.74/300.48 168220[4:Res:67798.1,78949.0] || equal(complement(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v)))),null_class)** -> member(singleton(x),complement(symmetric_difference(cross_product(u,v),w)))*.
% 299.74/300.48 168556[2:Res:7349.1,79442.0] || subclass(domain_relation,symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))))* -> member(ordered_pair(null_class,null_class),complement(symmetric_difference(u,cross_product(v,w)))).
% 299.74/300.48 168555[2:Res:31230.1,79442.0] || equal(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),domain_relation)** -> member(ordered_pair(null_class,null_class),complement(symmetric_difference(u,cross_product(v,w)))).
% 299.74/300.48 168554[0:Res:429.1,79442.0] || subclass(universal_class,symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))))* -> member(ordered_pair(x,y),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.74/300.48 168553[4:Res:27911.1,79442.0] || equal(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),universal_class)** -> member(ordered_pair(x,y),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.74/300.48 168538[5:Res:21256.1,79442.0] || subclass(universal_class,symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))))* -> member(sum_class(range_of(null_class)),complement(symmetric_difference(u,cross_product(v,w)))).
% 299.74/300.48 168537[5:Res:25575.1,79442.0] || equal(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),universal_class)** -> member(sum_class(range_of(null_class)),complement(symmetric_difference(u,cross_product(v,w)))).
% 299.74/300.48 168531[0:Res:405.1,79442.0] || subclass(universal_class,symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))))* -> member(unordered_pair(x,y),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.74/300.48 168530[4:Res:27909.1,79442.0] || equal(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),universal_class)** -> member(unordered_pair(x,y),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.74/300.48 168529[5:Res:21248.1,79442.0] || subclass(universal_class,symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))))* -> member(apply(null_class,x),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.74/300.48 168528[5:Res:25573.1,79442.0] || equal(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),universal_class)** -> member(apply(null_class,x),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.74/300.48 168520[4:Res:67798.1,79442.0] || equal(complement(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w)))),null_class)** -> member(singleton(x),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.74/300.48 170358[9:Rew:39752.1,170332.1] function(u) || member(restrict(element_relation,universal_class,image(v,null_class)),universal_class) -> member(ordered_pair(restrict(element_relation,universal_class,image(v,null_class)),apply(v,u)),domain_relation)*.
% 299.74/300.48 170681[0:MRR:170654.0,170654.1,308.0,17.1] || equal(compose(u,v),ordered_pair(w,compose(v,w)))* member(ordered_pair(v,w),cross_product(universal_class,universal_class))* subclass(composition_function,complement(compose_class(u)))* -> .
% 299.74/300.48 171150[0:MRR:171142.1,101.0] || member(inverse(u),universal_class) subclass(composition_function,intersection(v,w))* -> member(ordered_pair(inverse(u),ordered_pair(range_of(u),compose(inverse(u),range_of(u)))),w)*.
% 299.74/300.48 171366[0:MRR:171358.1,101.0] || member(inverse(u),universal_class) subclass(composition_function,intersection(v,w))* -> member(ordered_pair(inverse(u),ordered_pair(range_of(u),compose(inverse(u),range_of(u)))),v)*.
% 299.74/300.48 171659[4:Res:47988.1,50055.1] || member(u,universal_class) equal(intersection(complement(v),union(w,complement(power_class(x)))),null_class) -> member(u,union(v,intersection(complement(w),power_class(x))))*.
% 299.74/300.48 172162[4:Res:47996.2,50055.1] || member(u,union(complement(v),power_class(w)))* member(u,union(v,complement(power_class(w)))) equal(symmetric_difference(complement(v),power_class(w)),null_class) -> .
% 299.74/300.48 172148[4:Res:47996.2,137098.0] || member(symmetric_difference(complement(u),power_class(v)),union(complement(u),power_class(v)))* member(symmetric_difference(complement(u),power_class(v)),union(u,complement(power_class(v)))) -> .
% 299.74/300.48 172187[4:Rew:47973.0,172184.1,47973.0,172184.0] || member(union(complement(power_class(u)),v),union(complement(v),power_class(u)))* member(union(complement(power_class(u)),v),union(v,complement(power_class(u)))) -> .
% 299.74/300.48 172446[4:Res:48008.1,50055.1] || member(u,universal_class) equal(intersection(union(v,complement(power_class(w))),complement(x)),null_class) -> member(u,union(intersection(complement(v),power_class(w)),x))*.
% 299.74/300.48 173001[4:Res:48037.1,50055.1] || member(u,universal_class) equal(intersection(complement(v),union(complement(power_class(w)),x)),null_class) -> member(u,union(v,intersection(power_class(w),complement(x))))*.
% 299.74/300.48 3081[0:Res:61.1,176.0] || member(ordered_pair(u,not_subclass_element(complement(image(v,image(w,singleton(u)))),x)),compose(v,w))* -> subclass(complement(image(v,image(w,singleton(u)))),x).
% 299.74/300.48 3278[0:Rew:31.0,3149.1,31.0,3149.0] || -> equal(restrict(u,v,w),null_class) equal(ordered_pair(first(regular(restrict(u,v,w))),second(regular(restrict(u,v,w)))),regular(restrict(u,v,w)))**.
% 299.74/300.48 6561[0:Res:186.1,11.0] || -> subclass(intersection(u,unordered_pair(v,w)),x) equal(not_subclass_element(intersection(u,unordered_pair(v,w)),x),w)** equal(not_subclass_element(intersection(u,unordered_pair(v,w)),x),v)**.
% 299.74/300.48 7753[0:Res:194.1,11.0] || -> subclass(intersection(unordered_pair(u,v),w),x) equal(not_subclass_element(intersection(unordered_pair(u,v),w),x),v)** equal(not_subclass_element(intersection(unordered_pair(u,v),w),x),u)**.
% 299.74/300.48 11243[4:Res:11057.1,62.0] || equal(image(u,image(v,singleton(w))),cantor(xf)) member(ordered_pair(w,x__dfg),cross_product(universal_class,universal_class))* -> member(ordered_pair(w,x__dfg),compose(u,v))*.
% 299.74/300.48 12425[0:SpL:569.0,891.2] || member(u,union(complement(v),complement(w)))* member(u,union(v,w)) subclass(symmetric_difference(complement(v),complement(w)),x)* -> member(u,x)*.
% 299.74/300.48 13106[2:Res:497.2,6873.0] || member(intersection(u,regular(v)),universal_class) member(apply(choice,intersection(u,regular(v))),v)* -> equal(intersection(u,regular(v)),null_class) equal(v,null_class).
% 299.74/300.48 13304[2:Res:496.2,6873.0] || member(intersection(regular(u),v),universal_class) member(apply(choice,intersection(regular(u),v)),u)* -> equal(intersection(regular(u),v),null_class) equal(u,null_class).
% 299.74/300.48 13400[0:Res:417.2,885.1] || subclass(u,complement(intersection(v,w))) member(not_subclass_element(u,x),union(v,w)) -> subclass(u,x) member(not_subclass_element(u,x),symmetric_difference(v,w))*.
% 299.74/300.48 13382[0:Res:69.1,885.1] || member(regular(complement(intersection(u,v))),union(u,v)) -> equal(complement(intersection(u,v)),null_class) member(regular(complement(intersection(u,v))),symmetric_difference(u,v))*.
% 299.74/300.48 14005[0:Res:1040.2,574.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,symmetric_difference(w,x)) -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),union(w,x))*.
% 299.74/300.48 13993[4:Res:1040.2,10130.1] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,complement(compose(element_relation,universal_class))) member(ordered_pair(u,ordered_pair(v,compose(u,v))),element_relation)* -> .
% 299.74/300.48 13990[0:Res:1040.2,4.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,w)* subclass(w,x)* -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),x)*.
% 299.74/300.48 14381[0:Res:61.1,937.0] || member(ordered_pair(u,v),compose(w,x))* member(y,z)* -> equal(ordered_pair(first(ordered_pair(y,v)),second(ordered_pair(y,v))),ordered_pair(y,v))**.
% 299.74/300.48 15095[0:SpR:826.1,315.0] || -> subclass(cross_product(u,v),w) member(unordered_pair(first(not_subclass_element(cross_product(u,v),w)),singleton(second(not_subclass_element(cross_product(u,v),w)))),not_subclass_element(cross_product(u,v),w))*.
% 299.74/300.48 16253[0:MRR:16249.0,12497.1] || member(u,universal_class) -> equal(image(v,image(w,singleton(u))),null_class) member(ordered_pair(u,regular(image(v,image(w,singleton(u))))),compose(v,w))*.
% 299.74/300.48 16403[2:Rew:7118.0,16399.2,7118.0,16399.1] || member(ordered_pair(u,not_subclass_element(range_of(null_class),v)),cross_product(universal_class,universal_class))* -> subclass(range_of(null_class),v) member(ordered_pair(u,not_subclass_element(range_of(null_class),v)),compose(null_class,w))*.
% 299.74/300.48 16432[4:Res:1040.2,12471.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,sum_class(range_of(null_class))) -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),apply(null_class,w))*.
% 299.74/300.48 16490[4:Res:1040.2,12473.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,apply(null_class,w))* -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),sum_class(range_of(null_class)))*.
% 299.74/300.48 24981[4:Res:1040.2,12472.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,apply(null_class,w))* -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),apply(null_class,x))*.
% 299.74/300.48 27833[0:SpR:8226.0,236.1] || member(inverse(restrict(cross_product(u,universal_class),v,w)),universal_class) -> member(ordered_pair(inverse(restrict(cross_product(u,universal_class),v,w)),image(cross_product(v,w),u)),domain_relation)*.
% 299.74/300.48 31148[4:Rew:28759.0,29448.2,28759.0,29448.1] || -> subclass(union(null_class,unordered_pair(u,v)),w) equal(not_subclass_element(union(null_class,unordered_pair(u,v)),w),v)** equal(not_subclass_element(union(null_class,unordered_pair(u,v)),w),u)**.
% 299.74/300.48 32663[6:Res:32575.1,62.0] || equal(image(u,image(v,singleton(w))),singleton(null_class)) member(ordered_pair(w,null_class),cross_product(universal_class,universal_class))* -> member(ordered_pair(w,null_class),compose(u,v))*.
% 299.74/300.48 32818[6:Res:32644.1,62.0] || equal(image(u,image(v,singleton(w))),successor(null_class)) member(ordered_pair(w,null_class),cross_product(universal_class,universal_class))* -> member(ordered_pair(w,null_class),compose(u,v))*.
% 299.74/300.48 33251[2:Res:573.1,12576.0] || member(apply(choice,regular(complement(intersection(u,v)))),symmetric_difference(u,v))* -> equal(regular(complement(intersection(u,v))),null_class) equal(complement(intersection(u,v)),null_class).
% 299.74/300.48 35601[2:Res:573.1,7719.0] || member(not_subclass_element(regular(complement(intersection(u,v))),w),symmetric_difference(u,v))* -> subclass(regular(complement(intersection(u,v))),w) equal(complement(intersection(u,v)),null_class).
% 299.74/300.48 36893[0:Res:882.2,7882.1] || member(not_subclass_element(u,v),cross_product(w,x))* member(not_subclass_element(u,v),y)* subclass(u,complement(restrict(y,w,x)))* -> subclass(u,v).
% 299.74/300.48 38524[4:Res:17312.2,17395.0] || member(u,universal_class) subclass(domain_relation,cantor(regular(cross_product(singleton(ordered_pair(u,cantor(u))),universal_class))))* -> equal(cross_product(singleton(ordered_pair(u,cantor(u))),universal_class),null_class).
% 299.74/300.48 39159[4:Res:35696.1,937.0] || member(inverse(u),universal_class) member(v,w)* -> equal(ordered_pair(first(ordered_pair(v,range_of(u))),second(ordered_pair(v,range_of(u)))),ordered_pair(v,range_of(u)))**.
% 299.74/300.48 39546[9:Rew:39510.1,33025.2] function(cross_product(u,universal_class)) || subclass(image(universal_class,u),cantor(cantor(v)))* equal(cantor(cantor(w)),universal_class) -> compatible(cross_product(u,universal_class),w,v)*.
% 299.74/300.48 39560[9:Rew:39510.1,18453.2] function(u) || subclass(range_of(u),cantor(image(v,w))) equal(cantor(cantor(x)),universal_class) -> compatible(u,x,inverse(restrict(v,w,universal_class)))*.
% 299.74/300.48 40552[9:Rew:40368.1,40453.2] one_to_one(u) || member(ordered_pair(inverse(u),not_subclass_element(v,image(w,image(x,null_class)))),compose(w,x))* -> subclass(v,image(w,image(x,null_class))).
% 299.74/300.48 42532[0:Res:3145.1,6535.0] || -> equal(intersection(u,intersection(symmetric_difference(complement(v),complement(w)),x)),null_class) member(regular(intersection(u,intersection(symmetric_difference(complement(v),complement(w)),x))),union(v,w))*.
% 299.74/300.48 43128[0:Res:3146.1,6535.0] || -> equal(intersection(u,intersection(v,symmetric_difference(complement(w),complement(x)))),null_class) member(regular(intersection(u,intersection(v,symmetric_difference(complement(w),complement(x))))),union(w,x))*.
% 299.74/300.48 43960[0:Res:3317.1,6535.0] || -> equal(intersection(intersection(symmetric_difference(complement(u),complement(v)),w),x),null_class) member(regular(intersection(intersection(symmetric_difference(complement(u),complement(v)),w),x)),union(u,v))*.
% 299.74/300.48 44495[0:Res:3318.1,6535.0] || -> equal(intersection(intersection(u,symmetric_difference(complement(v),complement(w))),x),null_class) member(regular(intersection(intersection(u,symmetric_difference(complement(v),complement(w))),x)),union(v,w))*.
% 299.74/300.48 46936[0:Res:283.1,6525.0] || -> equal(restrict(symmetric_difference(u,cross_product(v,w)),x,y),null_class) member(regular(restrict(symmetric_difference(u,cross_product(v,w)),x,y)),complement(restrict(u,v,w)))*.
% 299.74/300.48 47118[0:Res:283.1,6526.0] || -> equal(restrict(symmetric_difference(cross_product(u,v),w),x,y),null_class) member(regular(restrict(symmetric_difference(cross_product(u,v),w),x,y)),complement(restrict(w,u,v)))*.
% 299.74/300.48 47838[0:Res:5957.2,11.0] || member(inverse(u),universal_class) subclass(domain_relation,unordered_pair(v,w))* -> equal(ordered_pair(inverse(u),range_of(u)),w)* equal(ordered_pair(inverse(u),range_of(u)),v)*.
% 299.74/300.48 48010[0:Rew:47963.0,9371.0] || -> equal(intersection(union(u,intersection(complement(v),power_class(w))),union(complement(u),union(v,complement(power_class(w))))),symmetric_difference(complement(u),union(v,complement(power_class(w)))))**.
% 299.74/300.48 48016[0:Rew:47963.0,35921.0] || -> equal(union(intersection(u,intersection(complement(v),power_class(w))),intersection(complement(u),union(v,complement(power_class(w))))),complement(symmetric_difference(u,intersection(complement(v),power_class(w)))))**.
% 299.74/300.48 48119[0:Rew:47963.0,9386.0] || -> equal(intersection(union(intersection(complement(u),power_class(v)),w),union(union(u,complement(power_class(v))),complement(w))),symmetric_difference(union(u,complement(power_class(v))),complement(w)))**.
% 299.74/300.48 48149[0:Rew:47963.0,35938.0] || -> equal(union(intersection(intersection(complement(u),power_class(v)),w),intersection(union(u,complement(power_class(v))),complement(w))),complement(symmetric_difference(intersection(complement(u),power_class(v)),w)))**.
% 299.74/300.48 48199[0:Rew:47963.0,9374.0] || -> equal(intersection(union(u,intersection(power_class(v),complement(w))),union(complement(u),union(complement(power_class(v)),w))),symmetric_difference(complement(u),union(complement(power_class(v)),w)))**.
% 299.74/300.48 48205[0:Rew:47963.0,35923.0] || -> equal(union(intersection(u,intersection(power_class(v),complement(w))),intersection(complement(u),union(complement(power_class(v)),w))),complement(symmetric_difference(u,intersection(power_class(v),complement(w)))))**.
% 299.74/300.48 48407[0:Rew:47963.0,9389.0] || -> equal(intersection(union(intersection(power_class(u),complement(v)),w),union(union(complement(power_class(u)),v),complement(w))),symmetric_difference(union(complement(power_class(u)),v),complement(w)))**.
% 299.74/300.48 48437[0:Rew:47963.0,35940.0] || -> equal(union(intersection(intersection(power_class(u),complement(v)),w),intersection(union(complement(power_class(u)),v),complement(w))),complement(symmetric_difference(intersection(power_class(u),complement(v)),w)))**.
% 299.74/300.48 48958[0:Rew:47963.0,48021.1] || member(not_subclass_element(intersection(u,union(v,complement(power_class(w)))),x),intersection(complement(v),power_class(w)))* -> subclass(intersection(u,union(v,complement(power_class(w)))),x).
% 299.74/300.48 48959[0:Rew:47963.0,48036.1] || member(regular(intersection(u,intersection(v,power_class(complement(power_class(w)))))),image(element_relation,power_class(w)))* -> equal(intersection(u,intersection(v,power_class(complement(power_class(w))))),null_class).
% 299.74/300.48 48960[0:Rew:47963.0,48080.1] || member(regular(intersection(intersection(u,power_class(complement(power_class(v)))),w)),image(element_relation,power_class(v)))* -> equal(intersection(intersection(u,power_class(complement(power_class(v)))),w),null_class).
% 299.74/300.48 48961[0:Rew:47963.0,48085.1] || member(regular(intersection(u,intersection(power_class(complement(power_class(v))),w))),image(element_relation,power_class(v)))* -> equal(intersection(u,intersection(power_class(complement(power_class(v))),w)),null_class).
% 299.74/300.48 48963[0:Rew:47963.0,48166.1] || member(not_subclass_element(intersection(union(u,complement(power_class(v))),w),x),intersection(complement(u),power_class(v)))* -> subclass(intersection(union(u,complement(power_class(v))),w),x).
% 299.74/300.48 48965[0:Rew:47963.0,48210.1] || member(not_subclass_element(intersection(u,union(complement(power_class(v)),w)),x),intersection(power_class(v),complement(w)))* -> subclass(intersection(u,union(complement(power_class(v)),w)),x).
% 299.74/300.48 48966[0:Rew:47963.0,48328.1] || member(regular(intersection(intersection(power_class(complement(power_class(u))),v),w)),image(element_relation,power_class(u)))* -> equal(intersection(intersection(power_class(complement(power_class(u))),v),w),null_class).
% 299.74/300.48 48968[0:Rew:47963.0,48454.1] || member(not_subclass_element(intersection(union(complement(power_class(u)),v),w),x),intersection(power_class(u),complement(v)))* -> subclass(intersection(union(complement(power_class(u)),v),w),x).
% 299.74/300.48 48970[0:Rew:47963.0,48252.1,47963.0,48252.0] || member(power_class(complement(power_class(u))),universal_class) member(apply(choice,power_class(complement(power_class(u)))),image(element_relation,power_class(u)))* -> equal(power_class(complement(power_class(u))),null_class).
% 299.74/300.48 50261[0:Res:3146.1,47968.0] || member(regular(intersection(u,intersection(v,image(element_relation,power_class(w))))),power_class(complement(power_class(w))))* -> equal(intersection(u,intersection(v,image(element_relation,power_class(w)))),null_class).
% 299.74/300.48 50258[0:Res:3318.1,47968.0] || member(regular(intersection(intersection(u,image(element_relation,power_class(v))),w)),power_class(complement(power_class(v))))* -> equal(intersection(intersection(u,image(element_relation,power_class(v))),w),null_class).
% 299.74/300.48 50255[0:Res:3145.1,47968.0] || member(regular(intersection(u,intersection(image(element_relation,power_class(v)),w))),power_class(complement(power_class(v))))* -> equal(intersection(u,intersection(image(element_relation,power_class(v)),w)),null_class).
% 299.74/300.48 50254[0:Res:3317.1,47968.0] || member(regular(intersection(intersection(image(element_relation,power_class(u)),v),w)),power_class(complement(power_class(u))))* -> equal(intersection(intersection(image(element_relation,power_class(u)),v),w),null_class).
% 299.74/300.48 50217[0:Res:73.2,47968.0] || member(image(element_relation,power_class(u)),universal_class) member(apply(choice,image(element_relation,power_class(u))),power_class(complement(power_class(u))))* -> equal(image(element_relation,power_class(u)),null_class).
% 299.74/300.48 51453[0:SpR:49204.0,3539.1] || -> subclass(symmetric_difference(complement(power_class(complement(power_class(u)))),v),w) member(not_subclass_element(symmetric_difference(complement(power_class(complement(power_class(u)))),v),w),union(image(element_relation,power_class(u)),v))*.
% 299.74/300.48 51638[0:SpR:49205.0,3539.1] || -> subclass(symmetric_difference(u,complement(power_class(complement(power_class(v))))),w) member(not_subclass_element(symmetric_difference(u,complement(power_class(complement(power_class(v))))),w),union(u,image(element_relation,power_class(v))))*.
% 299.74/300.48 51902[0:Res:283.1,47999.0] || -> equal(restrict(symmetric_difference(complement(u),power_class(v)),w,x),null_class) member(regular(restrict(symmetric_difference(complement(u),power_class(v)),w,x)),union(u,complement(power_class(v))))*.
% 299.74/300.48 52017[0:Res:283.1,48188.0] || -> equal(restrict(symmetric_difference(power_class(u),complement(v)),w,x),null_class) member(regular(restrict(symmetric_difference(power_class(u),complement(v)),w,x)),union(complement(power_class(u)),v))*.
% 299.74/300.48 52243[6:Res:49515.1,62.0] || equal(complement(image(u,image(v,singleton(w)))),null_class)** member(ordered_pair(w,null_class),cross_product(universal_class,universal_class)) -> member(ordered_pair(w,null_class),compose(u,v)).
% 299.74/300.48 52301[4:Res:51.1,10201.0] inductive(complement(compose(element_relation,universal_class))) || member(not_subclass_element(image(successor_relation,complement(compose(element_relation,universal_class))),u),element_relation)* -> subclass(image(successor_relation,complement(compose(element_relation,universal_class))),u).
% 299.74/300.48 52413[4:Rew:18099.0,52405.1] || member(restrict(element_relation,universal_class,u),universal_class) equal(successor(restrict(element_relation,universal_class,u)),sum_class(u)) -> member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),successor_relation)*.
% 299.74/300.48 52414[4:Rew:18051.0,52404.1] || member(flip(cross_product(u,universal_class)),universal_class) equal(successor(flip(cross_product(u,universal_class))),inverse(u)) -> member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),successor_relation)*.
% 299.74/300.48 52548[4:Res:61.1,17825.2] || member(ordered_pair(u,ordered_pair(v,cantor(v))),compose(w,x))* member(v,universal_class) subclass(domain_relation,complement(image(w,image(x,singleton(u))))) -> .
% 299.74/300.48 52526[4:Res:26.2,17825.2] || member(ordered_pair(u,cantor(u)),v)* member(ordered_pair(u,cantor(u)),w)* member(u,universal_class) subclass(domain_relation,complement(intersection(w,v)))* -> .
% 299.74/300.48 52577[4:MRR:52546.0,52546.3,35099.1,12451.1] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) member(ordered_pair(ordered_pair(v,cantor(ordered_pair(u,v))),u),w)* subclass(domain_relation,complement(rotate(w))) -> .
% 299.74/300.48 52578[4:MRR:52545.0,52545.3,35099.1,12451.1] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) member(ordered_pair(ordered_pair(v,u),cantor(ordered_pair(u,v))),w)* subclass(domain_relation,complement(flip(w))) -> .
% 299.74/300.48 52680[4:Res:1214.3,50055.1] || member(u,universal_class) member(ordered_pair(v,w),cross_product(universal_class,universal_class)) member(ordered_pair(ordered_pair(w,u),v),x)* equal(rotate(x),null_class) -> .
% 299.74/300.48 52679[4:Res:1193.3,50055.1] || member(u,universal_class) member(ordered_pair(v,w),cross_product(universal_class,universal_class)) member(ordered_pair(ordered_pair(w,v),u),x)* equal(flip(x),null_class) -> .
% 299.74/300.48 52859[2:MRR:52802.0,12502.1] || -> member(not_subclass_element(regular(image(element_relation,power_class(u))),v),power_class(complement(power_class(u))))* subclass(regular(image(element_relation,power_class(u))),v) equal(image(element_relation,power_class(u)),null_class).
% 299.74/300.48 55013[2:Obv:54989.2] || subclass(u,v) member(regular(u),unordered_pair(w,v))* -> equal(regular(unordered_pair(w,v)),w) equal(u,null_class) equal(unordered_pair(w,v),null_class).
% 299.74/300.48 55014[2:Obv:54988.2] || subclass(u,v) member(regular(u),unordered_pair(v,w))* -> equal(regular(unordered_pair(v,w)),w) equal(u,null_class) equal(unordered_pair(v,w),null_class).
% 299.74/300.48 55648[0:Res:5957.2,47998.0] || member(inverse(u),universal_class) subclass(domain_relation,intersection(complement(v),power_class(w))) member(ordered_pair(inverse(u),range_of(u)),union(v,complement(power_class(w))))* -> .
% 299.74/300.48 55638[0:Res:494.3,47998.0] || member(u,universal_class) subclass(u,intersection(complement(v),power_class(w))) member(apply(choice,u),union(v,complement(power_class(w))))* -> equal(u,null_class).
% 299.74/300.48 55632[0:Res:186.1,47998.0] || member(not_subclass_element(intersection(u,intersection(complement(v),power_class(w))),x),union(v,complement(power_class(w))))* -> subclass(intersection(u,intersection(complement(v),power_class(w))),x).
% 299.74/300.48 55612[0:Res:194.1,47998.0] || member(not_subclass_element(intersection(intersection(complement(u),power_class(v)),w),x),union(u,complement(power_class(v))))* -> subclass(intersection(intersection(complement(u),power_class(v)),w),x).
% 299.74/300.48 55795[0:Res:5957.2,48187.0] || member(inverse(u),universal_class) subclass(domain_relation,intersection(power_class(v),complement(w))) member(ordered_pair(inverse(u),range_of(u)),union(complement(power_class(v)),w))* -> .
% 299.74/300.48 55785[0:Res:494.3,48187.0] || member(u,universal_class) subclass(u,intersection(power_class(v),complement(w))) member(apply(choice,u),union(complement(power_class(v)),w))* -> equal(u,null_class).
% 299.74/300.48 55779[0:Res:186.1,48187.0] || member(not_subclass_element(intersection(u,intersection(power_class(v),complement(w))),x),union(complement(power_class(v)),w))* -> subclass(intersection(u,intersection(power_class(v),complement(w))),x).
% 299.74/300.48 55759[0:Res:194.1,48187.0] || member(not_subclass_element(intersection(intersection(power_class(u),complement(v)),w),x),union(complement(power_class(u)),v))* -> subclass(intersection(intersection(power_class(u),complement(v)),w),x).
% 299.74/300.48 56334[0:SpL:9395.0,6546.1] || member(u,symmetric_difference(successor(v),union(complement(v),complement(singleton(v)))))* subclass(complement(symmetric_difference(complement(v),complement(singleton(v)))),w)* -> member(u,w)*.
% 299.74/300.48 57121[0:Res:6563.2,48187.0] || subclass(u,intersection(power_class(v),complement(w))) member(not_subclass_element(intersection(x,u),y),union(complement(power_class(v)),w))* -> subclass(intersection(x,u),y).
% 299.74/300.48 57120[0:Res:6563.2,47998.0] || subclass(u,intersection(complement(v),power_class(w))) member(not_subclass_element(intersection(x,u),y),union(v,complement(power_class(w))))* -> subclass(intersection(x,u),y).
% 299.74/300.48 57108[0:Res:6563.2,11.0] || subclass(u,unordered_pair(v,w))* -> subclass(intersection(x,u),y) equal(not_subclass_element(intersection(x,u),y),w)* equal(not_subclass_element(intersection(x,u),y),v)*.
% 299.74/300.48 58546[0:Res:7755.2,48187.0] || subclass(u,intersection(power_class(v),complement(w))) member(not_subclass_element(intersection(u,x),y),union(complement(power_class(v)),w))* -> subclass(intersection(u,x),y).
% 299.74/300.48 58545[0:Res:7755.2,47998.0] || subclass(u,intersection(complement(v),power_class(w))) member(not_subclass_element(intersection(u,x),y),union(v,complement(power_class(w))))* -> subclass(intersection(u,x),y).
% 299.74/300.48 58533[0:Res:7755.2,11.0] || subclass(u,unordered_pair(v,w))* -> subclass(intersection(u,x),y) equal(not_subclass_element(intersection(u,x),y),w)* equal(not_subclass_element(intersection(u,x),y),v)*.
% 299.74/300.48 58760[4:Res:57960.0,7841.0] || -> equal(restrict(union(null_class,restrict(u,v,w)),x,y),null_class) member(regular(restrict(union(null_class,restrict(u,v,w)),x,y)),cross_product(v,w))*.
% 299.74/300.48 58752[4:Res:57960.0,10201.0] || member(not_subclass_element(restrict(union(null_class,complement(compose(element_relation,universal_class))),u,v),w),element_relation)* -> subclass(restrict(union(null_class,complement(compose(element_relation,universal_class))),u,v),w).
% 299.74/300.48 58817[0:Res:57780.0,7841.0] || -> equal(intersection(u,restrict(restrict(v,w,x),y,z)),null_class) member(regular(intersection(u,restrict(restrict(v,w,x),y,z))),cross_product(w,x))*.
% 299.74/300.48 58809[4:Res:57780.0,10201.0] || member(not_subclass_element(intersection(u,restrict(complement(compose(element_relation,universal_class)),v,w)),x),element_relation)* -> subclass(intersection(u,restrict(complement(compose(element_relation,universal_class)),v,w)),x).
% 299.74/300.48 58911[0:Res:57833.0,7841.0] || -> equal(restrict(intersection(restrict(u,v,w),x),y,z),null_class) member(regular(restrict(intersection(restrict(u,v,w),x),y,z)),cross_product(v,w))*.
% 299.74/300.48 58903[4:Res:57833.0,10201.0] || member(not_subclass_element(restrict(intersection(complement(compose(element_relation,universal_class)),u),v,w),x),element_relation)* -> subclass(restrict(intersection(complement(compose(element_relation,universal_class)),u),v,w),x).
% 299.74/300.48 60349[0:Obv:60295.1] || subclass(unordered_pair(u,v),symmetric_difference(w,x))* -> equal(not_subclass_element(unordered_pair(u,v),y),u)** subclass(unordered_pair(u,v),y) member(v,union(w,x)).
% 299.74/300.48 60350[0:Obv:60294.1] || subclass(unordered_pair(u,v),symmetric_difference(w,x))* -> equal(not_subclass_element(unordered_pair(u,v),y),v)** subclass(unordered_pair(u,v),y) member(u,union(w,x)).
% 299.74/300.48 61699[4:Res:61326.1,62.0] || equal(complement(image(u,image(v,singleton(w)))),null_class)** member(ordered_pair(w,x__dfg),cross_product(universal_class,universal_class)) -> member(ordered_pair(w,x__dfg),compose(u,v)).
% 299.74/300.48 61754[4:Res:61327.1,62.0] || equal(complement(image(u,image(v,singleton(w)))),null_class)** member(ordered_pair(w,omega),cross_product(universal_class,universal_class)) -> member(ordered_pair(w,omega),compose(u,v)).
% 299.74/300.48 62606[4:Res:59822.0,7841.0] || -> equal(union(null_class,restrict(restrict(u,v,w),x,y)),null_class) member(regular(union(null_class,restrict(restrict(u,v,w),x,y))),cross_product(v,w))*.
% 299.74/300.48 62598[4:Res:59822.0,10201.0] || member(not_subclass_element(union(null_class,restrict(complement(compose(element_relation,universal_class)),u,v)),w),element_relation)* -> subclass(union(null_class,restrict(complement(compose(element_relation,universal_class)),u,v)),w).
% 299.74/300.48 62756[0:SpL:48835.0,6535.0] || member(u,symmetric_difference(complement(v),union(complement(power_class(w)),image(element_relation,power_class(x)))))* -> member(u,union(v,intersection(power_class(w),power_class(complement(power_class(x)))))).
% 299.74/300.48 62745[0:SpL:48835.0,6535.0] || member(u,symmetric_difference(union(complement(power_class(v)),image(element_relation,power_class(w))),complement(x)))* -> member(u,union(intersection(power_class(v),power_class(complement(power_class(w)))),x)).
% 299.74/300.48 62744[0:SpL:48835.0,3480.0] || subclass(u,union(complement(power_class(v)),image(element_relation,power_class(w))))* member(regular(u),intersection(power_class(v),power_class(complement(power_class(w))))) -> equal(u,null_class).
% 299.74/300.48 62959[0:Res:58368.0,7841.0] || -> equal(restrict(intersection(u,restrict(v,w,x)),y,z),null_class) member(regular(restrict(intersection(u,restrict(v,w,x)),y,z)),cross_product(w,x))*.
% 299.74/300.48 62951[4:Res:58368.0,10201.0] || member(not_subclass_element(restrict(intersection(u,complement(compose(element_relation,universal_class))),v,w),x),element_relation)* -> subclass(restrict(intersection(u,complement(compose(element_relation,universal_class))),v,w),x).
% 299.74/300.48 63044[0:Res:59150.0,7841.0] || -> equal(intersection(restrict(restrict(u,v,w),x,y),z),null_class) member(regular(intersection(restrict(restrict(u,v,w),x,y),z)),cross_product(v,w))*.
% 299.74/300.48 63036[4:Res:59150.0,10201.0] || member(not_subclass_element(intersection(restrict(complement(compose(element_relation,universal_class)),u,v),w),x),element_relation)* -> subclass(intersection(restrict(complement(compose(element_relation,universal_class)),u,v),w),x).
% 299.74/300.48 63215[0:SpL:48838.0,6535.0] || member(u,symmetric_difference(complement(v),union(image(element_relation,power_class(w)),complement(power_class(x)))))* -> member(u,union(v,intersection(power_class(complement(power_class(w))),power_class(x)))).
% 299.74/300.48 63204[0:SpL:48838.0,6535.0] || member(u,symmetric_difference(union(image(element_relation,power_class(v)),complement(power_class(w))),complement(x)))* -> member(u,union(intersection(power_class(complement(power_class(v))),power_class(w)),x)).
% 299.74/300.48 63203[0:SpL:48838.0,3480.0] || subclass(u,union(image(element_relation,power_class(v)),complement(power_class(w))))* member(regular(u),intersection(power_class(complement(power_class(v))),power_class(w))) -> equal(u,null_class).
% 299.74/300.48 63699[4:Res:21039.1,14306.0] || -> equal(singleton(image(u,null_class)),null_class) equal(ordered_pair(first(ordered_pair(apply(u,universal_class),x__dfg)),second(ordered_pair(apply(u,universal_class),x__dfg))),ordered_pair(apply(u,universal_class),x__dfg))**.
% 299.74/300.48 64069[4:Res:21039.1,14382.0] || -> equal(singleton(image(u,null_class)),null_class) equal(ordered_pair(first(ordered_pair(apply(u,universal_class),omega)),second(ordered_pair(apply(u,universal_class),omega))),ordered_pair(apply(u,universal_class),omega))**.
% 299.74/300.48 64499[2:Rew:619.1,64498.2] || member(regular(intersection(u,v)),unordered_pair(w,u))* -> equal(regular(unordered_pair(w,u)),w) equal(intersection(u,v),null_class) equal(unordered_pair(w,u),null_class).
% 299.74/300.48 64501[2:Rew:619.2,64500.2] || member(regular(intersection(u,v)),unordered_pair(u,w))* -> equal(regular(unordered_pair(u,w)),w) equal(intersection(u,v),null_class) equal(unordered_pair(u,w),null_class).
% 299.74/300.48 65179[2:Rew:619.1,65178.2] || member(regular(intersection(u,v)),unordered_pair(w,v))* -> equal(regular(unordered_pair(w,v)),w) equal(intersection(u,v),null_class) equal(unordered_pair(w,v),null_class).
% 299.74/300.48 65181[2:Rew:619.2,65180.2] || member(regular(intersection(u,v)),unordered_pair(v,w))* -> equal(regular(unordered_pair(v,w)),w) equal(intersection(u,v),null_class) equal(unordered_pair(v,w),null_class).
% 299.74/300.48 65766[0:Res:51.1,9800.1] inductive(singleton(u)) || member(image(successor_relation,singleton(u)),universal_class) -> equal(image(successor_relation,singleton(u)),null_class) equal(apply(choice,image(successor_relation,singleton(u))),u)**.
% 299.74/300.48 67731[0:Res:935.2,20.0] || member(u,v)* member(singleton(u),w)* -> equal(ordered_pair(first(singleton(singleton(singleton(u)))),second(singleton(singleton(singleton(u))))),singleton(singleton(singleton(u))))**.
% 299.74/300.48 68354[0:Res:12468.3,48188.0] || member(u,universal_class) member(v,u) subclass(element_relation,symmetric_difference(power_class(w),complement(x))) -> member(ordered_pair(v,u),union(complement(power_class(w)),x))*.
% 299.74/300.48 68353[0:Res:12468.3,6526.0] || member(u,universal_class) member(v,u) subclass(element_relation,symmetric_difference(cross_product(w,x),y)) -> member(ordered_pair(v,u),complement(restrict(y,w,x)))*.
% 299.74/300.48 68352[0:Res:12468.3,47999.0] || member(u,universal_class) member(v,u) subclass(element_relation,symmetric_difference(complement(w),power_class(x))) -> member(ordered_pair(v,u),union(w,complement(power_class(x))))*.
% 299.74/300.48 68350[0:Res:12468.3,6525.0] || member(u,universal_class) member(v,u) subclass(element_relation,symmetric_difference(w,cross_product(x,y))) -> member(ordered_pair(v,u),complement(restrict(w,x,y)))*.
% 299.74/300.48 68416[0:MRR:68379.0,12502.1] || member(u,not_subclass_element(v,image(w,image(x,singleton(u)))))* subclass(element_relation,compose(w,x)) -> subclass(v,image(w,image(x,singleton(u)))).
% 299.74/300.48 69178[0:SpL:47972.0,3106.0] || member(not_subclass_element(union(image(element_relation,power_class(u)),v),w),intersection(power_class(complement(power_class(u))),complement(v)))* -> subclass(union(image(element_relation,power_class(u)),v),w).
% 299.74/300.48 69160[0:SpL:47972.0,3106.0] || member(not_subclass_element(union(u,image(element_relation,power_class(v))),w),intersection(complement(u),power_class(complement(power_class(v)))))* -> subclass(union(u,image(element_relation,power_class(v))),w).
% 299.74/300.48 71346[2:Res:573.1,7896.1] || member(not_subclass_element(u,v),symmetric_difference(w,x))* subclass(u,regular(complement(intersection(w,x))))* -> subclass(u,v) equal(complement(intersection(w,x)),null_class).
% 299.74/300.48 71416[2:MRR:71351.0,12502.1] || subclass(u,regular(image(element_relation,power_class(v)))) -> member(not_subclass_element(u,w),power_class(complement(power_class(v))))* subclass(u,w) equal(image(element_relation,power_class(v)),null_class).
% 299.74/300.48 71417[4:MRR:71350.4,52650.2] || member(not_subclass_element(u,v),cross_product(w,x))* member(not_subclass_element(u,v),y)* subclass(u,regular(restrict(y,w,x)))* -> subclass(u,v).
% 299.74/300.48 71940[4:Rew:71468.1,71622.2] || equal(u,universal_class) member(ordered_pair(u,not_subclass_element(v,image(w,image(x,null_class)))),compose(w,x))* -> subclass(v,image(w,image(x,null_class))).
% 299.74/300.48 72184[0:Res:13493.2,14306.0] || -> equal(apply(choice,unordered_pair(u,v)),v)** equal(unordered_pair(u,v),null_class) equal(ordered_pair(first(ordered_pair(u,x__dfg)),second(ordered_pair(u,x__dfg))),ordered_pair(u,x__dfg))**.
% 299.74/300.48 72183[0:Res:13493.2,14382.0] || -> equal(apply(choice,unordered_pair(u,v)),v)** equal(unordered_pair(u,v),null_class) equal(ordered_pair(first(ordered_pair(u,omega)),second(ordered_pair(u,omega))),ordered_pair(u,omega))**.
% 299.74/300.48 72255[0:Res:13495.2,14306.0] || -> equal(apply(choice,unordered_pair(u,v)),u)** equal(unordered_pair(u,v),null_class) equal(ordered_pair(first(ordered_pair(v,x__dfg)),second(ordered_pair(v,x__dfg))),ordered_pair(v,x__dfg))**.
% 299.74/300.48 72254[0:Res:13495.2,14382.0] || -> equal(apply(choice,unordered_pair(u,v)),u)** equal(unordered_pair(u,v),null_class) equal(ordered_pair(first(ordered_pair(v,omega)),second(ordered_pair(v,omega))),ordered_pair(v,omega))**.
% 299.74/300.48 72664[0:SpL:569.0,12444.0] || equal(u,symmetric_difference(complement(v),complement(w)))* member(x,union(complement(v),complement(w)))* member(x,union(v,w)) -> member(x,u)*.
% 299.74/300.48 72892[0:Res:573.1,14563.1] || member(not_subclass_element(u,intersection(complement(intersection(v,w)),x)),symmetric_difference(v,w))* subclass(u,x) -> subclass(u,intersection(complement(intersection(v,w)),x)).
% 299.74/300.48 73012[0:MRR:72897.0,12502.1] || subclass(u,v) -> member(not_subclass_element(u,intersection(image(element_relation,power_class(w)),v)),power_class(complement(power_class(w))))* subclass(u,intersection(image(element_relation,power_class(w)),v)).
% 299.74/300.48 73149[0:Res:573.1,14565.0] || member(not_subclass_element(intersection(u,v),intersection(complement(intersection(w,x)),v)),symmetric_difference(w,x))* -> subclass(intersection(u,v),intersection(complement(intersection(w,x)),v)).
% 299.74/300.48 73314[0:MRR:73154.0,12502.1] || -> member(not_subclass_element(intersection(u,v),intersection(image(element_relation,power_class(w)),v)),power_class(complement(power_class(w))))* subclass(intersection(u,v),intersection(image(element_relation,power_class(w)),v)).
% 299.74/300.48 73467[0:Res:573.1,14566.0] || member(not_subclass_element(intersection(u,v),intersection(complement(intersection(w,x)),u)),symmetric_difference(w,x))* -> subclass(intersection(u,v),intersection(complement(intersection(w,x)),u)).
% 299.74/300.48 73617[0:Rew:9395.0,73431.1] || member(not_subclass_element(symmetric_difference(complement(u),complement(singleton(u))),intersection(v,successor(u))),v)* -> subclass(symmetric_difference(complement(u),complement(singleton(u))),intersection(v,successor(u))).
% 299.74/300.48 73620[0:Rew:569.0,73430.1] || member(not_subclass_element(symmetric_difference(complement(u),complement(v)),intersection(w,union(u,v))),w)* -> subclass(symmetric_difference(complement(u),complement(v)),intersection(w,union(u,v))).
% 299.74/300.48 73633[0:MRR:73472.0,12502.1] || -> member(not_subclass_element(intersection(u,v),intersection(image(element_relation,power_class(w)),u)),power_class(complement(power_class(w))))* subclass(intersection(u,v),intersection(image(element_relation,power_class(w)),u)).
% 299.74/300.48 77358[5:Res:75463.0,14306.0] || -> equal(ordered_pair(first(ordered_pair(regular(complement(sum_class(range_of(null_class)))),x__dfg)),second(ordered_pair(regular(complement(sum_class(range_of(null_class)))),x__dfg))),ordered_pair(regular(complement(sum_class(range_of(null_class)))),x__dfg))**.
% 299.74/300.48 77357[5:Res:75463.0,14382.0] || -> equal(ordered_pair(first(ordered_pair(regular(complement(sum_class(range_of(null_class)))),omega)),second(ordered_pair(regular(complement(sum_class(range_of(null_class)))),omega))),ordered_pair(regular(complement(sum_class(range_of(null_class)))),omega))**.
% 299.74/300.48 77380[0:SpR:75599.0,7786.1] || -> subclass(symmetric_difference(union(u,v),complement(intersection(u,v))),w) member(not_subclass_element(symmetric_difference(union(u,v),complement(intersection(u,v))),w),complement(symmetric_difference(u,v)))*.
% 299.74/300.48 77672[0:Rew:75599.0,77547.1] || member(not_subclass_element(intersection(complement(intersection(u,v)),w),symmetric_difference(u,v)),union(u,v))* -> subclass(intersection(complement(intersection(u,v)),w),symmetric_difference(u,v)).
% 299.74/300.48 77673[0:Rew:75599.0,77546.1] || member(not_subclass_element(intersection(u,complement(intersection(v,w))),symmetric_difference(v,w)),union(v,w))* -> subclass(intersection(u,complement(intersection(v,w))),symmetric_difference(v,w)).
% 299.74/300.48 77688[5:Res:75461.0,14306.0] || -> equal(ordered_pair(first(ordered_pair(regular(complement(apply(null_class,u))),x__dfg)),second(ordered_pair(regular(complement(apply(null_class,u))),x__dfg))),ordered_pair(regular(complement(apply(null_class,u))),x__dfg))**.
% 299.74/300.48 77687[5:Res:75461.0,14382.0] || -> equal(ordered_pair(first(ordered_pair(regular(complement(apply(null_class,u))),omega)),second(ordered_pair(regular(complement(apply(null_class,u))),omega))),ordered_pair(regular(complement(apply(null_class,u))),omega))**.
% 299.74/300.48 80159[0:Rew:80146.0,70293.0] || subclass(u,symmetric_difference(union(v,w),complement(intersection(v,w))))* -> equal(intersection(u,x),null_class) member(regular(intersection(u,x)),complement(symmetric_difference(v,w)))*.
% 299.74/300.48 80160[0:Rew:80146.0,70294.0] || subclass(u,symmetric_difference(union(v,w),complement(intersection(v,w))))* -> equal(intersection(x,u),null_class) member(regular(intersection(x,u)),complement(symmetric_difference(v,w)))*.
% 299.74/300.48 80239[0:Rew:80146.0,80201.0] || member(not_subclass_element(symmetric_difference(union(u,v),complement(intersection(u,v))),w),symmetric_difference(u,v))* -> subclass(symmetric_difference(union(u,v),complement(intersection(u,v))),w).
% 299.74/300.48 80223[4:Rew:80146.0,70281.0] || subclass(domain_relation,flip(symmetric_difference(union(u,v),complement(intersection(u,v)))))* -> member(ordered_pair(ordered_pair(w,x),cantor(ordered_pair(x,w))),complement(symmetric_difference(u,v)))*.
% 299.74/300.48 80224[4:Rew:80146.0,70280.0] || subclass(domain_relation,rotate(symmetric_difference(union(u,v),complement(intersection(u,v)))))* -> member(ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),x),complement(symmetric_difference(u,v)))*.
% 299.74/300.48 82563[0:Res:13570.2,14306.0] || -> equal(not_subclass_element(unordered_pair(u,v),w),v)** subclass(unordered_pair(u,v),w) equal(ordered_pair(first(ordered_pair(u,x__dfg)),second(ordered_pair(u,x__dfg))),ordered_pair(u,x__dfg))**.
% 299.74/300.48 82562[0:Res:13570.2,14382.0] || -> equal(not_subclass_element(unordered_pair(u,v),w),v)** subclass(unordered_pair(u,v),w) equal(ordered_pair(first(ordered_pair(u,omega)),second(ordered_pair(u,omega))),ordered_pair(u,omega))**.
% 299.74/300.48 82994[0:Res:13571.2,14306.0] || -> equal(not_subclass_element(unordered_pair(u,v),w),u)** subclass(unordered_pair(u,v),w) equal(ordered_pair(first(ordered_pair(v,x__dfg)),second(ordered_pair(v,x__dfg))),ordered_pair(v,x__dfg))**.
% 299.74/300.48 82993[0:Res:13571.2,14382.0] || -> equal(not_subclass_element(unordered_pair(u,v),w),u)** subclass(unordered_pair(u,v),w) equal(ordered_pair(first(ordered_pair(v,omega)),second(ordered_pair(v,omega))),ordered_pair(v,omega))**.
% 299.74/300.48 83430[4:Res:30965.1,6873.0] || member(union(null_class,regular(u)),universal_class) member(apply(choice,union(null_class,regular(u))),u)* -> equal(union(null_class,regular(u)),null_class) equal(u,null_class).
% 299.74/300.48 84921[0:Rew:47972.0,84841.1] || member(regular(intersection(power_class(complement(power_class(u))),complement(v))),union(image(element_relation,power_class(u)),v))* -> equal(intersection(power_class(complement(power_class(u))),complement(v)),null_class).
% 299.74/300.48 84922[0:Rew:47972.0,84819.1] || member(regular(intersection(complement(u),power_class(complement(power_class(v))))),union(u,image(element_relation,power_class(v))))* -> equal(intersection(complement(u),power_class(complement(power_class(v)))),null_class).
% 299.74/300.48 85555[0:SpL:47973.0,8690.0] || subclass(u,intersection(union(complement(power_class(v)),w),complement(x)))* member(regular(u),union(intersection(power_class(v),complement(w)),x)) -> equal(u,null_class).
% 299.74/300.48 85554[0:SpL:47967.0,8690.0] || subclass(u,intersection(union(v,complement(power_class(w))),complement(x)))* member(regular(u),union(intersection(complement(v),power_class(w)),x)) -> equal(u,null_class).
% 299.74/300.48 85533[0:SpL:47973.0,8690.0] || subclass(u,intersection(complement(v),union(complement(power_class(w)),x)))* member(regular(u),union(v,intersection(power_class(w),complement(x)))) -> equal(u,null_class).
% 299.74/300.48 85532[0:SpL:47967.0,8690.0] || subclass(u,intersection(complement(v),union(w,complement(power_class(x)))))* member(regular(u),union(v,intersection(complement(w),power_class(x)))) -> equal(u,null_class).
% 299.74/300.48 87431[4:Res:68.2,17826.0] function(u) || member(v,universal_class) subclass(domain_relation,w)* subclass(w,x)* -> member(ordered_pair(image(u,v),cantor(image(u,v))),x)*.
% 299.74/300.48 87478[4:MRR:87410.1,7.0] || member(u,universal_class) subclass(domain_relation,v)* subclass(v,w)* -> equal(u,null_class) member(ordered_pair(apply(choice,u),cantor(apply(choice,u))),w)*.
% 299.74/300.48 87688[4:SpR:49205.0,17832.2] || member(u,universal_class) subclass(domain_relation,symmetric_difference(v,complement(power_class(complement(power_class(w)))))) -> member(ordered_pair(u,cantor(u)),union(v,image(element_relation,power_class(w))))*.
% 299.74/300.48 87675[4:SpR:49204.0,17832.2] || member(u,universal_class) subclass(domain_relation,symmetric_difference(complement(power_class(complement(power_class(v)))),w)) -> member(ordered_pair(u,cantor(u)),union(image(element_relation,power_class(v)),w))*.
% 299.74/300.48 88036[9:Res:79114.1,3483.0] function(restrict(u,v,w)) || -> equal(intersection(successor(restrict(u,v,w)),x),null_class) member(regular(intersection(successor(restrict(u,v,w)),x)),u)*.
% 299.74/300.48 88091[9:Res:79218.1,3483.0] function(restrict(u,v,w)) || -> equal(intersection(x,successor(restrict(u,v,w))),null_class) member(regular(intersection(x,successor(restrict(u,v,w)))),u)*.
% 299.74/300.48 88899[0:SpR:47973.0,47997.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),w),power_class(x))) member(u,union(intersection(power_class(v),complement(w)),complement(power_class(x))))*.
% 299.74/300.48 88898[0:SpR:47967.0,47997.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),power_class(x))) member(u,union(intersection(complement(v),power_class(w)),complement(power_class(x))))*.
% 299.74/300.48 89307[0:SpR:47973.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(v),union(complement(power_class(w)),x))) member(u,union(complement(power_class(v)),intersection(power_class(w),complement(x))))*.
% 299.74/300.48 89306[0:SpR:47967.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(v),union(w,complement(power_class(x))))) member(u,union(complement(power_class(v)),intersection(complement(w),power_class(x))))*.
% 299.74/300.48 91488[0:SpR:47973.0,9215.1] || member(u,symmetric_difference(union(intersection(power_class(v),complement(w)),x),complement(y)))* -> member(u,union(intersection(union(complement(power_class(v)),w),complement(x)),y)).
% 299.74/300.48 91487[0:SpR:47967.0,9215.1] || member(u,symmetric_difference(union(intersection(complement(v),power_class(w)),x),complement(y)))* -> member(u,union(intersection(union(v,complement(power_class(w))),complement(x)),y)).
% 299.74/300.48 91464[0:SpR:47973.0,9215.1] || member(u,symmetric_difference(union(v,intersection(power_class(w),complement(x))),complement(y)))* -> member(u,union(intersection(complement(v),union(complement(power_class(w)),x)),y)).
% 299.74/300.48 91463[0:SpR:47967.0,9215.1] || member(u,symmetric_difference(union(v,intersection(complement(w),power_class(x))),complement(y)))* -> member(u,union(intersection(complement(v),union(w,complement(power_class(x)))),y)).
% 299.74/300.48 92004[0:SpR:47973.0,9290.1] || member(u,symmetric_difference(complement(v),union(intersection(power_class(w),complement(x)),y)))* -> member(u,union(v,intersection(union(complement(power_class(w)),x),complement(y)))).
% 299.74/300.48 92003[0:SpR:47967.0,9290.1] || member(u,symmetric_difference(complement(v),union(intersection(complement(w),power_class(x)),y)))* -> member(u,union(v,intersection(union(w,complement(power_class(x))),complement(y)))).
% 299.74/300.48 91980[0:SpR:47973.0,9290.1] || member(u,symmetric_difference(complement(v),union(w,intersection(power_class(x),complement(y)))))* -> member(u,union(v,intersection(complement(w),union(complement(power_class(x)),y)))).
% 299.74/300.48 91979[0:SpR:47967.0,9290.1] || member(u,symmetric_difference(complement(v),union(w,intersection(complement(x),power_class(y)))))* -> member(u,union(v,intersection(complement(w),union(x,complement(power_class(y)))))).
% 299.74/300.48 92516[0:Rew:47972.0,92429.0] || -> subclass(symmetric_difference(power_class(complement(power_class(u))),complement(v)),w) member(not_subclass_element(symmetric_difference(power_class(complement(power_class(u))),complement(v)),w),union(image(element_relation,power_class(u)),v))*.
% 299.74/300.48 92517[0:Rew:47972.0,92405.0] || -> subclass(symmetric_difference(complement(u),power_class(complement(power_class(v)))),w) member(not_subclass_element(symmetric_difference(complement(u),power_class(complement(power_class(v)))),w),union(u,image(element_relation,power_class(v))))*.
% 299.74/300.48 93304[0:Rew:47972.0,93187.1] || -> member(not_subclass_element(u,intersection(power_class(complement(power_class(v))),complement(w))),union(image(element_relation,power_class(v)),w))* subclass(u,intersection(power_class(complement(power_class(v))),complement(w))).
% 299.74/300.48 93305[0:Rew:47972.0,93163.1] || -> member(not_subclass_element(u,intersection(complement(v),power_class(complement(power_class(w))))),union(v,image(element_relation,power_class(w))))* subclass(u,intersection(complement(v),power_class(complement(power_class(w))))).
% 299.74/300.48 93729[0:Obv:93655.1] || member(not_subclass_element(intersection(u,symmetric_difference(v,w)),intersection(x,union(v,w))),x)* -> subclass(intersection(u,symmetric_difference(v,w)),intersection(x,union(v,w))).
% 299.74/300.48 93997[0:Obv:93920.1] || member(not_subclass_element(intersection(symmetric_difference(u,v),w),intersection(x,union(u,v))),x)* -> subclass(intersection(symmetric_difference(u,v),w),intersection(x,union(u,v))).
% 299.74/300.48 94200[0:Res:6567.1,6547.1] || member(not_subclass_element(intersection(u,restrict(intersection(v,w),x,y)),z),symmetric_difference(v,w))* -> subclass(intersection(u,restrict(intersection(v,w),x,y)),z).
% 299.74/300.48 94579[0:Res:7760.1,6547.1] || member(not_subclass_element(intersection(restrict(intersection(u,v),w,x),y),z),symmetric_difference(u,v))* -> subclass(intersection(restrict(intersection(u,v),w,x),y),z).
% 299.74/300.48 95160[0:SpR:277.0,5956.1] || member(inverse(restrict(cross_product(u,v),w,universal_class)),universal_class) -> member(ordered_pair(inverse(restrict(cross_product(w,universal_class),u,v)),image(cross_product(u,v),w)),domain_relation)*.
% 299.74/300.48 95496[3:SpR:5636.2,9134.2] single_valued_class(u) single_valued_class(v) || member(single_valued1(v),universal_class) -> member(single_valued1(v),range_of(v))* equal(domain__dfg(v,range_of(null_class),single_valued2(u)),single_valued3(v))**.
% 299.74/300.48 95495[3:SpR:5668.2,9134.2] function(u) function(v) || member(single_valued1(v),universal_class) -> member(single_valued1(v),range_of(v))* equal(domain__dfg(v,range_of(null_class),single_valued2(u)),single_valued3(v))**.
% 299.74/300.48 95494[3:SpR:5669.2,9134.2] function(u) single_valued_class(v) || member(single_valued1(v),universal_class) -> member(single_valued1(v),range_of(v))* equal(domain__dfg(v,range_of(null_class),single_valued2(u)),single_valued3(v))**.
% 299.74/300.48 95487[3:SpR:5669.2,9134.2] function(u) single_valued_class(v) || member(single_valued1(u),universal_class) -> member(single_valued1(u),range_of(u))* equal(domain__dfg(u,range_of(null_class),single_valued2(v)),single_valued3(u))**.
% 299.74/300.48 95671[4:SpL:18099.0,17822.2] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,regular(v)) member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),v)* -> equal(v,null_class).
% 299.74/300.48 95670[4:SpL:18051.0,17822.2] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,regular(v)) member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),v)* -> equal(v,null_class).
% 299.74/300.48 95743[4:MRR:95682.4,52648.2] || member(ordered_pair(u,cantor(u)),v)* member(ordered_pair(u,cantor(u)),w)* member(u,universal_class) subclass(domain_relation,regular(intersection(w,v)))* -> .
% 299.74/300.48 95745[4:MRR:95708.3,52701.1] || member(ordered_pair(u,ordered_pair(v,cantor(v))),compose(w,x))* member(v,universal_class) subclass(domain_relation,regular(image(w,image(x,singleton(u))))) -> .
% 299.74/300.48 95825[4:Res:95477.0,7841.0] || -> equal(complement(successor(union(null_class,complement(restrict(u,v,w))))),null_class) member(regular(complement(successor(union(null_class,complement(restrict(u,v,w)))))),cross_product(v,w))*.
% 299.74/300.48 96700[4:Res:95315.0,7729.0] || member(regular(union(null_class,intersection(union(null_class,regular(u)),v))),u)* -> equal(union(null_class,intersection(union(null_class,regular(u)),v)),null_class) equal(u,null_class).
% 299.74/300.48 96699[4:Res:95315.0,3483.0] || -> equal(union(null_class,intersection(union(null_class,restrict(u,v,w)),x)),null_class) member(regular(union(null_class,intersection(union(null_class,restrict(u,v,w)),x))),u)*.
% 299.74/300.48 97032[4:Res:95358.0,7729.0] || member(regular(union(null_class,intersection(u,union(null_class,regular(v))))),v)* -> equal(union(null_class,intersection(u,union(null_class,regular(v)))),null_class) equal(v,null_class).
% 299.74/300.48 97031[4:Res:95358.0,3483.0] || -> equal(union(null_class,intersection(u,union(null_class,restrict(v,w,x)))),null_class) member(regular(union(null_class,intersection(u,union(null_class,restrict(v,w,x))))),v)*.
% 299.74/300.48 97215[4:SpL:48870.0,13510.1] || equal(intersection(power_class(u),union(v,complement(power_class(w)))),cantor(xf)) equal(union(complement(power_class(u)),intersection(complement(v),power_class(w))),cantor(xf))** -> .
% 299.74/300.48 97194[0:SpR:71286.1,48870.0] || subclass(union(u,complement(power_class(v))),power_class(w)) -> equal(union(complement(power_class(w)),intersection(complement(u),power_class(v))),complement(union(u,complement(power_class(v)))))**.
% 299.74/300.48 97917[4:SpL:48871.0,13510.1] || equal(intersection(union(u,complement(power_class(v))),power_class(w)),cantor(xf)) equal(union(intersection(complement(u),power_class(v)),complement(power_class(w))),cantor(xf))** -> .
% 299.74/300.48 98608[4:SpL:48872.0,13510.1] || equal(intersection(union(complement(power_class(u)),v),power_class(w)),cantor(xf)) equal(union(intersection(power_class(u),complement(v)),complement(power_class(w))),cantor(xf))** -> .
% 299.74/300.48 98871[4:Res:95309.0,7729.0] || member(regular(intersection(intersection(union(null_class,regular(u)),v),w)),u)* -> equal(intersection(intersection(union(null_class,regular(u)),v),w),null_class) equal(u,null_class).
% 299.74/300.48 98870[4:Res:95309.0,3483.0] || -> equal(intersection(intersection(union(null_class,restrict(u,v,w)),x),y),null_class) member(regular(intersection(intersection(union(null_class,restrict(u,v,w)),x),y)),u)*.
% 299.74/300.48 99003[4:Res:95320.0,7729.0] || member(regular(intersection(u,intersection(v,union(null_class,regular(w))))),w)* -> equal(intersection(u,intersection(v,union(null_class,regular(w)))),null_class) equal(w,null_class).
% 299.74/300.48 99002[4:Res:95320.0,3483.0] || -> equal(intersection(u,intersection(v,union(null_class,restrict(w,x,y)))),null_class) member(regular(intersection(u,intersection(v,union(null_class,restrict(w,x,y))))),w)*.
% 299.74/300.48 99129[4:Res:95350.0,7729.0] || member(regular(intersection(u,intersection(union(null_class,regular(v)),w))),v)* -> equal(intersection(u,intersection(union(null_class,regular(v)),w)),null_class) equal(v,null_class).
% 299.74/300.48 99128[4:Res:95350.0,3483.0] || -> equal(intersection(u,intersection(union(null_class,restrict(v,w,x)),y)),null_class) member(regular(intersection(u,intersection(union(null_class,restrict(v,w,x)),y))),v)*.
% 299.74/300.48 99327[4:SpL:48874.0,13510.1] || equal(intersection(power_class(u),union(complement(power_class(v)),w)),cantor(xf)) equal(union(complement(power_class(u)),intersection(power_class(v),complement(w))),cantor(xf))** -> .
% 299.74/300.48 99306[0:SpR:71286.1,48874.0] || subclass(union(complement(power_class(u)),v),power_class(w)) -> equal(union(complement(power_class(w)),intersection(power_class(u),complement(v))),complement(union(complement(power_class(u)),v)))**.
% 299.74/300.48 99556[4:Res:95356.0,7729.0] || member(regular(intersection(intersection(u,union(null_class,regular(v))),w)),v)* -> equal(intersection(intersection(u,union(null_class,regular(v))),w),null_class) equal(v,null_class).
% 299.74/300.48 99555[4:Res:95356.0,3483.0] || -> equal(intersection(intersection(u,union(null_class,restrict(v,w,x))),y),null_class) member(regular(intersection(intersection(u,union(null_class,restrict(v,w,x))),y)),v)*.
% 299.74/300.48 100468[4:Res:6588.1,17679.1] || member(u,universal_class) member(not_subclass_element(restrict(v,singleton(u),universal_class),w),x)* -> subclass(restrict(v,singleton(u),universal_class),w) member(u,cantor(x)).
% 299.74/300.48 100450[4:Res:935.2,17679.1] || member(u,universal_class) member(singleton(u),singleton(v))* member(v,universal_class) member(singleton(singleton(singleton(u))),w)* -> member(v,cantor(w))*.
% 299.74/300.48 100431[4:Res:11931.0,17679.1] || member(u,universal_class) member(not_subclass_element(v,complement(cross_product(singleton(u),universal_class))),w)* -> subclass(v,complement(cross_product(singleton(u),universal_class))) member(u,cantor(w)).
% 299.74/300.48 104398[4:Rew:29733.0,102258.1] || member(not_subclass_element(intersection(union(null_class,complement(u)),complement(v)),w),union(union(null_class,u),v))* -> subclass(intersection(union(null_class,complement(u)),complement(v)),w).
% 299.74/300.48 104399[4:Rew:74143.0,102257.1] || member(not_subclass_element(intersection(union(null_class,complement(u)),complement(v)),w),union(union(u,null_class),v))* -> subclass(intersection(union(null_class,complement(u)),complement(v)),w).
% 299.74/300.48 104400[4:Rew:36664.0,102256.1] || member(not_subclass_element(intersection(union(null_class,complement(u)),complement(v)),w),union(union(u,u),v))* -> subclass(intersection(union(null_class,complement(u)),complement(v)),w).
% 299.74/300.48 104407[4:Rew:29733.0,102230.1] || member(not_subclass_element(intersection(complement(u),union(null_class,complement(v))),w),union(u,union(null_class,v)))* -> subclass(intersection(complement(u),union(null_class,complement(v))),w).
% 299.74/300.48 104408[4:Rew:74143.0,102229.1] || member(not_subclass_element(intersection(complement(u),union(null_class,complement(v))),w),union(u,union(v,null_class)))* -> subclass(intersection(complement(u),union(null_class,complement(v))),w).
% 299.74/300.48 104409[4:Rew:36664.0,102228.1] || member(not_subclass_element(intersection(complement(u),union(null_class,complement(v))),w),union(u,union(v,v)))* -> subclass(intersection(complement(u),union(null_class,complement(v))),w).
% 299.74/300.48 102492[0:Rew:102293.0,9887.1] || member(u,universal_class) -> member(u,intersection(complement(v),union(w,complement(union(x,y)))))* member(u,union(v,intersection(complement(w),union(x,y)))).
% 299.74/300.48 102505[0:Rew:102293.0,55734.0] || member(u,intersection(power_class(v),union(w,complement(union(x,y))))) member(u,union(complement(power_class(v)),intersection(complement(w),union(x,y))))* -> .
% 299.74/300.48 102522[0:Rew:102293.0,91975.1] || member(u,symmetric_difference(complement(v),union(w,image(element_relation,union(x,y)))))* -> member(u,union(v,intersection(complement(w),power_class(complement(union(x,y)))))).
% 299.74/300.48 102545[0:Rew:102293.0,9902.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(union(w,x))),complement(y)))* member(u,union(intersection(complement(v),union(w,x)),y)).
% 299.74/300.48 102586[0:Rew:102293.0,55592.0] || member(u,intersection(union(v,complement(union(w,x))),power_class(y))) member(u,union(intersection(complement(v),union(w,x)),complement(power_class(y))))* -> .
% 299.74/300.48 104416[0:Rew:80566.0,102588.0] || member(u,symmetric_difference(union(v,complement(union(w,x))),union(complement(v),union(w,x))))* -> member(u,complement(symmetric_difference(complement(v),union(w,x)))).
% 299.74/300.48 102603[4:Rew:102293.0,101002.1] || member(u,universal_class) subclass(domain_relation,union(v,complement(union(w,x)))) member(ordered_pair(u,cantor(u)),intersection(complement(v),union(w,x)))* -> .
% 299.74/300.48 102612[0:Rew:102293.0,85528.0] || subclass(u,intersection(complement(v),power_class(complement(union(w,x)))))* member(regular(u),union(v,image(element_relation,union(w,x)))) -> equal(u,null_class).
% 299.74/300.48 102614[0:Rew:102293.0,91459.1] || member(u,symmetric_difference(union(v,image(element_relation,union(w,x))),complement(y)))* -> member(u,union(intersection(complement(v),power_class(complement(union(w,x)))),y)).
% 299.74/300.48 102618[0:Rew:102293.0,89302.1] || member(u,universal_class) -> member(u,intersection(power_class(v),power_class(complement(union(w,x))))) member(u,union(complement(power_class(v)),image(element_relation,union(w,x))))*.
% 299.74/300.48 102621[0:Rew:102293.0,64326.2] function(u) || member(v,universal_class) subclass(universal_class,power_class(complement(union(w,x)))) member(image(u,v),image(element_relation,union(w,x)))* -> .
% 299.74/300.48 102628[0:Rew:102293.0,91999.1] || member(u,symmetric_difference(complement(v),union(image(element_relation,union(w,x)),y)))* -> member(u,union(v,intersection(power_class(complement(union(w,x))),complement(y)))).
% 299.74/300.48 102634[0:Rew:102293.0,9890.1] || member(u,universal_class) -> member(u,intersection(complement(v),union(complement(union(w,x)),y)))* member(u,union(v,intersection(union(w,x),complement(y)))).
% 299.74/300.48 102647[0:Rew:102293.0,55737.0] || member(u,intersection(power_class(v),union(complement(union(w,x)),y))) member(u,union(complement(power_class(v)),intersection(union(w,x),complement(y))))* -> .
% 299.74/300.48 102695[4:Rew:102293.0,101052.1] || member(u,universal_class) subclass(domain_relation,symmetric_difference(v,complement(union(w,x)))) member(ordered_pair(u,cantor(u)),intersection(complement(v),union(w,x)))* -> .
% 299.74/300.48 102914[0:Rew:102293.0,85550.0] || subclass(u,intersection(power_class(complement(union(v,w))),complement(x)))* member(regular(u),union(image(element_relation,union(v,w)),x)) -> equal(u,null_class).
% 299.74/300.48 102916[0:Rew:102293.0,91483.1] || member(u,symmetric_difference(union(image(element_relation,union(v,w)),x),complement(y)))* -> member(u,union(intersection(power_class(complement(union(v,w))),complement(x)),y)).
% 299.74/300.48 102917[0:Rew:102293.0,9369.0] || -> equal(intersection(union(u,image(element_relation,union(v,w))),union(complement(u),power_class(complement(union(v,w))))),symmetric_difference(complement(u),power_class(complement(union(v,w)))))**.
% 299.74/300.48 102920[0:Rew:102293.0,64305.1] || member(u,universal_class) subclass(u,power_class(complement(union(v,w)))) member(apply(choice,u),image(element_relation,union(v,w)))* -> equal(u,null_class).
% 299.74/300.48 102921[0:Rew:102293.0,64330.0] || subclass(u,power_class(complement(union(v,w)))) member(not_subclass_element(intersection(x,u),y),image(element_relation,union(v,w)))* -> subclass(intersection(x,u),y).
% 299.74/300.48 102922[0:Rew:102293.0,64332.0] || subclass(u,power_class(complement(union(v,w)))) member(not_subclass_element(intersection(u,x),y),image(element_relation,union(v,w)))* -> subclass(intersection(u,x),y).
% 299.74/300.48 102929[0:Rew:102293.0,35918.0] || -> equal(union(intersection(u,image(element_relation,union(v,w))),intersection(complement(u),power_class(complement(union(v,w))))),complement(symmetric_difference(u,image(element_relation,union(v,w)))))**.
% 299.74/300.48 102947[0:Rew:102293.0,88894.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(union(v,w))),power_class(x))) member(u,union(image(element_relation,union(v,w)),complement(power_class(x))))*.
% 299.74/300.48 102949[0:Rew:102293.0,64315.1] || member(inverse(u),universal_class) subclass(domain_relation,power_class(complement(union(v,w)))) member(ordered_pair(inverse(u),range_of(u)),image(element_relation,union(v,w)))* -> .
% 299.74/300.48 102981[0:Rew:102293.0,9905.1] || member(u,universal_class) -> member(u,intersection(union(complement(union(v,w)),x),complement(y)))* member(u,union(intersection(union(v,w),complement(x)),y)).
% 299.74/300.48 103022[0:Rew:102293.0,55595.0] || member(u,intersection(union(complement(union(v,w)),x),power_class(y))) member(u,union(intersection(union(v,w),complement(x)),complement(power_class(y))))* -> .
% 299.74/300.48 103024[0:Rew:102293.0,80588.0] || member(u,symmetric_difference(union(union(v,w),complement(x)),union(complement(union(v,w)),x)))* -> member(u,complement(symmetric_difference(union(v,w),complement(x)))).
% 299.74/300.48 103039[4:Rew:102293.0,101713.1] || member(u,universal_class) subclass(domain_relation,union(complement(union(v,w)),x)) member(ordered_pair(u,cantor(u)),intersection(union(v,w),complement(x)))* -> .
% 299.74/300.48 103126[4:Rew:102293.0,101763.1] || member(u,universal_class) subclass(domain_relation,symmetric_difference(complement(union(v,w)),x)) member(ordered_pair(u,cantor(u)),intersection(union(v,w),complement(x)))* -> .
% 299.74/300.48 103282[0:Rew:102293.0,9384.0] || -> equal(intersection(union(image(element_relation,union(u,v)),w),union(power_class(complement(union(u,v))),complement(w))),symmetric_difference(power_class(complement(union(u,v))),complement(w)))**.
% 299.74/300.48 103293[0:Rew:102293.0,35935.0] || -> equal(union(intersection(image(element_relation,union(u,v)),w),intersection(power_class(complement(union(u,v))),complement(w))),complement(symmetric_difference(image(element_relation,union(u,v)),w)))**.
% 299.74/300.48 103969[0:Rew:103948.0,48022.0] || -> equal(union(u,intersection(union(v,complement(power_class(w))),complement(singleton(intersection(complement(v),power_class(w)))))),union(u,complement(successor(intersection(complement(v),power_class(w))))))**.
% 299.74/300.48 103970[0:Rew:103948.0,48211.0] || -> equal(union(u,intersection(union(complement(power_class(v)),w),complement(singleton(intersection(power_class(v),complement(w)))))),union(u,complement(successor(intersection(power_class(v),complement(w))))))**.
% 299.74/300.48 103981[0:Rew:103959.0,48440.0] || -> equal(union(intersection(union(complement(power_class(u)),v),complement(singleton(intersection(power_class(u),complement(v))))),w),union(w,complement(successor(intersection(power_class(u),complement(v))))))**.
% 299.74/300.48 103982[0:Rew:103959.0,48152.0] || -> equal(union(intersection(union(u,complement(power_class(v))),complement(singleton(intersection(complement(u),power_class(v))))),w),union(w,complement(successor(intersection(complement(u),power_class(v))))))**.
% 299.74/300.48 104465[4:Rew:102293.0,102816.1] || member(regular(regular(union(u,complement(union(v,w))))),symmetric_difference(complement(u),union(v,w)))* -> equal(regular(union(u,complement(union(v,w)))),null_class).
% 299.74/300.48 104466[0:Rew:102293.0,102939.1] || member(not_subclass_element(intersection(u,power_class(complement(union(v,w)))),x),image(element_relation,union(v,w)))* -> subclass(intersection(u,power_class(complement(union(v,w)))),x).
% 299.74/300.48 104467[0:Rew:103948.0,102942.0] || -> equal(union(u,intersection(power_class(complement(union(v,w))),complement(singleton(image(element_relation,union(v,w)))))),union(u,complement(successor(image(element_relation,union(v,w))))))**.
% 299.74/300.48 104470[4:Rew:102293.0,103155.1] || member(regular(regular(union(complement(union(u,v)),w))),symmetric_difference(union(u,v),complement(w)))* -> equal(regular(union(complement(union(u,v)),w)),null_class).
% 299.74/300.48 104471[0:Rew:103959.0,103300.0] || -> equal(union(intersection(power_class(complement(union(u,v))),complement(singleton(image(element_relation,union(u,v))))),w),union(w,complement(successor(image(element_relation,union(u,v))))))**.
% 299.74/300.48 104472[0:Rew:102293.0,103311.1] || member(not_subclass_element(intersection(power_class(complement(union(u,v))),w),x),image(element_relation,union(u,v)))* -> subclass(intersection(power_class(complement(union(u,v))),w),x).
% 299.74/300.48 104473[9:Rew:102293.0,103351.1] function(intersection(complement(u),complement(v))) || member(regular(successor(complement(union(u,v)))),union(u,v))* -> equal(successor(complement(union(u,v))),null_class).
% 299.74/300.48 104477[0:Rew:102293.0,103432.1] || -> subclass(symmetric_difference(intersection(u,v),complement(union(u,v))),w) member(not_subclass_element(symmetric_difference(intersection(u,v),complement(union(u,v))),w),complement(symmetric_difference(u,v)))*.
% 299.74/300.48 104543[0:Rew:102293.0,102239.1,102293.0,102239.1,102293.0,102239.0] || member(not_subclass_element(intersection(union(u,v),complement(w)),x),union(complement(union(u,v)),w))* -> subclass(complement(union(complement(union(u,v)),w)),x).
% 299.74/300.48 104544[0:Rew:102293.0,102211.1,102293.0,102211.1,102293.0,102211.0] || member(not_subclass_element(intersection(complement(u),union(v,w)),x),union(u,complement(union(v,w))))* -> subclass(complement(union(u,complement(union(v,w)))),x).
% 299.74/300.48 104786[4:Rew:103496.0,104785.1,103496.0,104785.0] || member(not_subclass_element(intersection(union(u,v),power_class(w)),x),complement(intersection(union(u,v),power_class(w))))* -> subclass(intersection(union(u,v),power_class(w)),x).
% 299.74/300.48 104790[4:Rew:103496.0,104789.1,103496.0,104789.0] || member(not_subclass_element(intersection(power_class(u),union(v,w)),x),complement(intersection(power_class(u),union(v,w))))* -> subclass(intersection(power_class(u),union(v,w)),x).
% 299.74/300.48 107708[0:Rew:103871.0,107591.0] || -> subclass(symmetric_difference(complement(u),power_class(complement(successor(v)))),w) member(not_subclass_element(symmetric_difference(complement(u),power_class(complement(successor(v)))),w),union(u,image(element_relation,successor(v))))*.
% 299.74/300.48 107709[0:Rew:103871.0,107546.0] || -> subclass(symmetric_difference(power_class(complement(successor(u))),complement(v)),w) member(not_subclass_element(symmetric_difference(power_class(complement(successor(u))),complement(v)),w),union(image(element_relation,successor(u)),v))*.
% 299.74/300.48 107710[0:Rew:103871.0,107615.2,103871.0,107615.0] || member(power_class(complement(successor(u))),universal_class) member(apply(choice,power_class(complement(successor(u)))),image(element_relation,successor(u)))* -> equal(power_class(complement(successor(u))),null_class).
% 299.74/300.48 108286[0:SpR:103948.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(v),union(w,complement(successor(x))))) member(u,union(complement(power_class(v)),intersection(complement(w),successor(x))))*.
% 299.74/300.48 108276[0:SpR:103948.0,47997.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(successor(w))),power_class(x))) member(u,union(intersection(complement(v),successor(w)),complement(power_class(x))))*.
% 299.74/300.48 108272[0:SpR:103948.0,569.0] || -> equal(intersection(union(u,intersection(complement(v),successor(w))),union(complement(u),union(v,complement(successor(w))))),symmetric_difference(complement(u),union(v,complement(successor(w)))))**.
% 299.74/300.48 108225[0:SpR:103948.0,569.0] || -> equal(intersection(union(intersection(complement(u),successor(v)),w),union(union(u,complement(successor(v))),complement(w))),symmetric_difference(union(u,complement(successor(v))),complement(w)))**.
% 299.74/300.48 108457[0:Rew:103948.0,108362.1] || member(not_subclass_element(intersection(u,union(v,complement(successor(w)))),x),intersection(complement(v),successor(w)))* -> subclass(intersection(u,union(v,complement(successor(w)))),x).
% 299.74/300.48 108458[0:Rew:103948.0,108344.1] || member(not_subclass_element(intersection(union(u,complement(successor(v))),w),x),intersection(complement(u),successor(v)))* -> subclass(intersection(union(u,complement(successor(v))),w),x).
% 299.74/300.48 110750[0:Res:7755.2,102304.0] || subclass(u,image(element_relation,union(v,w))) member(not_subclass_element(intersection(u,x),y),power_class(complement(union(v,w))))* -> subclass(intersection(u,x),y).
% 299.74/300.48 110748[0:Res:6563.2,102304.0] || subclass(u,image(element_relation,union(v,w))) member(not_subclass_element(intersection(x,u),y),power_class(complement(union(v,w))))* -> subclass(intersection(x,u),y).
% 299.74/300.48 110731[0:Res:5957.2,102304.0] || member(inverse(u),universal_class) subclass(domain_relation,image(element_relation,union(v,w))) member(ordered_pair(inverse(u),range_of(u)),power_class(complement(union(v,w))))* -> .
% 299.74/300.48 110721[0:Res:494.3,102304.0] || member(u,universal_class) subclass(u,image(element_relation,union(v,w))) member(apply(choice,u),power_class(complement(union(v,w))))* -> equal(u,null_class).
% 299.74/300.48 110715[0:Res:186.1,102304.0] || member(not_subclass_element(intersection(u,image(element_relation,union(v,w))),x),power_class(complement(union(v,w))))* -> subclass(intersection(u,image(element_relation,union(v,w))),x).
% 299.74/300.48 110693[0:Res:194.1,102304.0] || member(not_subclass_element(intersection(image(element_relation,union(u,v)),w),x),power_class(complement(union(u,v))))* -> subclass(intersection(image(element_relation,union(u,v)),w),x).
% 299.74/300.48 112905[0:Res:3143.2,102295.0] || subclass(u,symmetric_difference(complement(v),union(w,x))) -> equal(intersection(y,u),null_class) member(regular(intersection(y,u)),union(v,complement(union(w,x))))*.
% 299.74/300.48 112903[0:Res:3315.2,102295.0] || subclass(u,symmetric_difference(complement(v),union(w,x))) -> equal(intersection(u,y),null_class) member(regular(intersection(u,y)),union(v,complement(union(w,x))))*.
% 299.74/300.48 112890[4:Res:17399.1,102295.0] || subclass(domain_relation,flip(symmetric_difference(complement(u),union(v,w)))) -> member(ordered_pair(ordered_pair(x,y),cantor(ordered_pair(y,x))),union(u,complement(union(v,w))))*.
% 299.74/300.48 112889[4:Res:17398.1,102295.0] || subclass(domain_relation,rotate(symmetric_difference(complement(u),union(v,w)))) -> member(ordered_pair(ordered_pair(x,cantor(ordered_pair(y,x))),y),union(u,complement(union(v,w))))*.
% 299.74/300.48 112878[0:Res:11931.0,102295.0] || -> subclass(u,complement(symmetric_difference(complement(v),union(w,x)))) member(not_subclass_element(u,complement(symmetric_difference(complement(v),union(w,x)))),union(v,complement(union(w,x))))*.
% 299.74/300.48 113336[0:Res:3143.2,102309.0] || subclass(u,symmetric_difference(union(v,w),complement(x))) -> equal(intersection(y,u),null_class) member(regular(intersection(y,u)),union(complement(union(v,w)),x))*.
% 299.74/300.48 113334[0:Res:3315.2,102309.0] || subclass(u,symmetric_difference(union(v,w),complement(x))) -> equal(intersection(u,y),null_class) member(regular(intersection(u,y)),union(complement(union(v,w)),x))*.
% 299.74/300.48 113321[4:Res:17399.1,102309.0] || subclass(domain_relation,flip(symmetric_difference(union(u,v),complement(w)))) -> member(ordered_pair(ordered_pair(x,y),cantor(ordered_pair(y,x))),union(complement(union(u,v)),w))*.
% 299.74/300.48 113320[4:Res:17398.1,102309.0] || subclass(domain_relation,rotate(symmetric_difference(union(u,v),complement(w)))) -> member(ordered_pair(ordered_pair(x,cantor(ordered_pair(y,x))),y),union(complement(union(u,v)),w))*.
% 299.74/300.48 113309[0:Res:11931.0,102309.0] || -> subclass(u,complement(symmetric_difference(union(v,w),complement(x)))) member(not_subclass_element(u,complement(symmetric_difference(union(v,w),complement(x)))),union(complement(union(v,w)),x))*.
% 299.74/300.48 114185[4:Res:17312.2,102294.0] || member(u,universal_class) subclass(domain_relation,intersection(complement(v),union(w,x))) member(ordered_pair(u,cantor(u)),union(v,complement(union(w,x))))* -> .
% 299.74/300.48 114108[0:SpL:47973.0,102294.0] || member(u,intersection(union(complement(power_class(v)),w),union(x,y))) member(u,union(intersection(power_class(v),complement(w)),complement(union(x,y))))* -> .
% 299.74/300.48 114107[0:SpL:103948.0,102294.0] || member(u,intersection(union(v,complement(successor(w))),union(x,y))) member(u,union(intersection(complement(v),successor(w)),complement(union(x,y))))* -> .
% 299.74/300.48 114106[0:SpL:47967.0,102294.0] || member(u,intersection(union(v,complement(power_class(w))),union(x,y))) member(u,union(intersection(complement(v),power_class(w)),complement(union(x,y))))* -> .
% 299.74/300.48 114104[0:SpL:102311.0,102294.0] || member(u,intersection(power_class(complement(union(v,w))),union(x,y))) member(u,union(image(element_relation,union(v,w)),complement(union(x,y))))* -> .
% 299.74/300.48 115157[4:Res:17312.2,102308.0] || member(u,universal_class) subclass(domain_relation,intersection(union(v,w),complement(x))) member(ordered_pair(u,cantor(u)),union(complement(union(v,w)),x))* -> .
% 299.74/300.48 115040[0:SpL:47973.0,102308.0] || member(u,intersection(union(v,w),union(complement(power_class(x)),y))) member(u,union(complement(union(v,w)),intersection(power_class(x),complement(y))))* -> .
% 299.74/300.48 115039[0:SpL:103948.0,102308.0] || member(u,intersection(union(v,w),union(x,complement(successor(y))))) member(u,union(complement(union(v,w)),intersection(complement(x),successor(y))))* -> .
% 299.74/300.48 115038[0:SpL:47967.0,102308.0] || member(u,intersection(union(v,w),union(x,complement(power_class(y))))) member(u,union(complement(union(v,w)),intersection(complement(x),power_class(y))))* -> .
% 299.74/300.48 115036[0:SpL:102311.0,102308.0] || member(u,intersection(union(v,w),power_class(complement(union(x,y))))) member(u,union(complement(union(v,w)),image(element_relation,union(x,y))))* -> .
% 299.74/300.48 116789[4:Rew:103496.0,116710.0,28759.0,116710.0] || member(u,union(cross_product(v,w),x)) member(u,complement(restrict(x,v,w))) member(u,complement(symmetric_difference(cross_product(v,w),x)))* -> .
% 299.74/300.48 116809[4:Rew:28759.0,116808.0] || -> equal(union(null_class,symmetric_difference(restrict(u,v,w),complement(union(cross_product(v,w),u)))),symmetric_difference(restrict(u,v,w),complement(union(cross_product(v,w),u))))**.
% 299.74/300.48 117637[4:Rew:103496.0,117568.0,28759.0,117568.0] || member(u,union(v,cross_product(w,x))) member(u,complement(restrict(v,w,x))) member(u,complement(symmetric_difference(v,cross_product(w,x))))* -> .
% 299.74/300.48 117657[4:Rew:28759.0,117656.0] || -> equal(union(null_class,symmetric_difference(restrict(u,v,w),complement(union(u,cross_product(v,w))))),symmetric_difference(restrict(u,v,w),complement(union(u,cross_product(v,w)))))**.
% 299.74/300.48 118862[4:SpL:102945.0,13510.1] || equal(intersection(power_class(u),power_class(complement(union(v,w)))),cantor(xf)) equal(union(complement(power_class(u)),image(element_relation,union(v,w))),cantor(xf))** -> .
% 299.74/300.48 122421[0:SpR:92837.1,48872.0] || subclass(union(complement(power_class(u)),v),power_class(w)) -> equal(union(intersection(power_class(u),complement(v)),complement(power_class(w))),complement(union(complement(power_class(u)),v)))**.
% 299.74/300.48 122420[0:SpR:92837.1,48871.0] || subclass(union(u,complement(power_class(v))),power_class(w)) -> equal(union(intersection(complement(u),power_class(v)),complement(power_class(w))),complement(union(u,complement(power_class(v)))))**.
% 299.74/300.48 123188[4:SpL:103074.0,13510.1] || equal(intersection(power_class(complement(power_class(u))),union(v,w)),cantor(xf)) equal(union(image(element_relation,power_class(u)),complement(union(v,w))),cantor(xf))** -> .
% 299.74/300.48 123078[0:SpR:103074.0,28.2] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),union(w,x))) member(u,union(image(element_relation,power_class(v)),complement(union(w,x))))*.
% 299.74/300.48 123734[4:SpL:103320.0,13510.1] || equal(intersection(power_class(complement(union(u,v))),power_class(w)),cantor(xf)) equal(union(image(element_relation,union(u,v)),complement(power_class(w))),cantor(xf))** -> .
% 299.74/300.48 124005[4:Res:123487.0,7841.0] || -> equal(complement(successor(complement(intersection(restrict(u,v,w),x)))),null_class) member(regular(complement(successor(complement(intersection(restrict(u,v,w),x))))),cross_product(v,w))*.
% 299.74/300.48 123992[4:Res:123487.0,10201.0] || member(not_subclass_element(complement(successor(complement(intersection(complement(compose(element_relation,universal_class)),u)))),v),element_relation)* -> subclass(complement(successor(complement(intersection(complement(compose(element_relation,universal_class)),u)))),v).
% 299.74/300.48 124165[4:Res:123906.0,7841.0] || -> equal(complement(successor(complement(intersection(u,restrict(v,w,x))))),null_class) member(regular(complement(successor(complement(intersection(u,restrict(v,w,x)))))),cross_product(w,x))*.
% 299.74/300.48 124152[4:Res:123906.0,10201.0] || member(not_subclass_element(complement(successor(complement(intersection(u,complement(compose(element_relation,universal_class)))))),v),element_relation)* -> subclass(complement(successor(complement(intersection(u,complement(compose(element_relation,universal_class)))))),v).
% 299.74/300.48 124327[4:Res:123484.0,7729.0] || member(regular(regular(union(null_class,complement(intersection(regular(u),v))))),u)* -> equal(regular(union(null_class,complement(intersection(regular(u),v)))),null_class) equal(u,null_class).
% 299.74/300.48 124326[4:Res:123484.0,3483.0] || -> equal(regular(union(null_class,complement(intersection(restrict(u,v,w),x)))),null_class) member(regular(regular(union(null_class,complement(intersection(restrict(u,v,w),x))))),u)*.
% 299.74/300.48 124507[4:Res:124223.0,7729.0] || member(regular(regular(union(null_class,complement(intersection(u,regular(v)))))),v)* -> equal(regular(union(null_class,complement(intersection(u,regular(v))))),null_class) equal(v,null_class).
% 299.74/300.48 124506[4:Res:124223.0,3483.0] || -> equal(regular(union(null_class,complement(intersection(u,restrict(v,w,x))))),null_class) member(regular(regular(union(null_class,complement(intersection(u,restrict(v,w,x)))))),v)*.
% 299.74/300.48 124749[4:SpL:103450.0,13510.1] || equal(intersection(union(u,v),power_class(complement(power_class(w)))),cantor(xf)) equal(union(complement(union(u,v)),image(element_relation,power_class(w))),cantor(xf))** -> .
% 299.74/300.48 124639[0:SpR:103450.0,28.2] || member(u,universal_class) -> member(u,intersection(union(v,w),power_class(complement(power_class(x))))) member(u,union(complement(union(v,w)),image(element_relation,power_class(x))))*.
% 299.74/300.48 125461[4:Res:92199.1,9808.1] || subclass(u,restrict(v,w,x))* member(union(u,u),universal_class) -> equal(union(u,u),null_class) member(apply(choice,union(u,u)),v)*.
% 299.74/300.48 125460[4:Res:92198.1,9808.1] || subclass(u,restrict(v,w,x))* member(union(u,null_class),universal_class) -> equal(union(u,null_class),null_class) member(apply(choice,union(u,null_class)),v)*.
% 299.74/300.48 125453[4:Res:92197.1,9808.1] || subclass(u,restrict(v,w,x))* member(union(null_class,u),universal_class) -> equal(union(null_class,u),null_class) member(apply(choice,union(null_class,u)),v)*.
% 299.74/300.48 125448[0:Res:57163.1,9808.1] || subclass(u,restrict(v,w,x))* member(intersection(y,u),universal_class) -> equal(intersection(y,u),null_class) member(apply(choice,intersection(y,u)),v)*.
% 299.74/300.48 125444[0:Res:58588.1,9808.1] || subclass(u,restrict(v,w,x))* member(intersection(u,y),universal_class) -> equal(intersection(u,y),null_class) member(apply(choice,intersection(u,y)),v)*.
% 299.74/300.48 126158[4:Res:123479.0,7729.0] || member(regular(union(null_class,intersection(intersection(regular(u),v),w))),u)* -> equal(union(null_class,intersection(intersection(regular(u),v),w)),null_class) equal(u,null_class).
% 299.74/300.48 126157[4:Res:123479.0,3483.0] || -> equal(union(null_class,intersection(intersection(restrict(u,v,w),x),y)),null_class) member(regular(union(null_class,intersection(intersection(restrict(u,v,w),x),y))),u)*.
% 299.74/300.48 126333[4:Res:123491.0,7729.0] || member(regular(intersection(union(null_class,intersection(regular(u),v)),w)),u)* -> equal(intersection(union(null_class,intersection(regular(u),v)),w),null_class) equal(u,null_class).
% 299.74/300.48 126332[4:Res:123491.0,3483.0] || -> equal(intersection(union(null_class,intersection(restrict(u,v,w),x)),y),null_class) member(regular(intersection(union(null_class,intersection(restrict(u,v,w),x)),y)),u)*.
% 299.74/300.48 126500[4:Res:123520.0,7729.0] || member(regular(intersection(u,union(null_class,intersection(regular(v),w)))),v)* -> equal(intersection(u,union(null_class,intersection(regular(v),w))),null_class) equal(v,null_class).
% 299.74/300.48 126499[4:Res:123520.0,3483.0] || -> equal(intersection(u,union(null_class,intersection(restrict(v,w,x),y))),null_class) member(regular(intersection(u,union(null_class,intersection(restrict(v,w,x),y)))),v)*.
% 299.74/300.48 126664[4:Res:123529.0,7729.0] || member(regular(union(null_class,intersection(u,intersection(regular(v),w)))),v)* -> equal(union(null_class,intersection(u,intersection(regular(v),w))),null_class) equal(v,null_class).
% 299.74/300.48 126663[4:Res:123529.0,3483.0] || -> equal(union(null_class,intersection(u,intersection(restrict(v,w,x),y))),null_class) member(regular(union(null_class,intersection(u,intersection(restrict(v,w,x),y)))),v)*.
% 299.74/300.48 126805[4:Res:123909.0,7729.0] || member(regular(complement(successor(complement(restrict(regular(u),v,w))))),u)* -> equal(complement(successor(complement(restrict(regular(u),v,w)))),null_class) equal(u,null_class).
% 299.74/300.48 126804[4:Res:123909.0,3483.0] || -> equal(complement(successor(complement(restrict(restrict(u,v,w),x,y)))),null_class) member(regular(complement(successor(complement(restrict(restrict(u,v,w),x,y))))),u)*.
% 299.74/300.48 127084[4:Res:126047.0,7729.0] || member(regular(union(null_class,intersection(intersection(u,regular(v)),w))),v)* -> equal(union(null_class,intersection(intersection(u,regular(v)),w)),null_class) equal(v,null_class).
% 299.74/300.48 127083[4:Res:126047.0,3483.0] || -> equal(union(null_class,intersection(intersection(u,restrict(v,w,x)),y)),null_class) member(regular(union(null_class,intersection(intersection(u,restrict(v,w,x)),y))),v)*.
% 299.74/300.48 127259[4:Res:126220.0,7729.0] || member(regular(intersection(union(null_class,intersection(u,regular(v))),w)),v)* -> equal(intersection(union(null_class,intersection(u,regular(v))),w),null_class) equal(v,null_class).
% 299.74/300.48 127258[4:Res:126220.0,3483.0] || -> equal(intersection(union(null_class,intersection(u,restrict(v,w,x))),y),null_class) member(regular(intersection(union(null_class,intersection(u,restrict(v,w,x))),y)),v)*.
% 299.74/300.48 127480[4:Res:126395.0,7729.0] || member(regular(intersection(u,union(null_class,intersection(v,regular(w))))),w)* -> equal(intersection(u,union(null_class,intersection(v,regular(w)))),null_class) equal(w,null_class).
% 299.74/300.48 127479[4:Res:126395.0,3483.0] || -> equal(intersection(u,union(null_class,intersection(v,restrict(w,x,y)))),null_class) member(regular(intersection(u,union(null_class,intersection(v,restrict(w,x,y))))),w)*.
% 299.74/300.48 127647[4:Res:126557.0,7729.0] || member(regular(union(null_class,intersection(u,intersection(v,regular(w))))),w)* -> equal(union(null_class,intersection(u,intersection(v,regular(w)))),null_class) equal(w,null_class).
% 299.74/300.48 127646[4:Res:126557.0,3483.0] || -> equal(union(null_class,intersection(u,intersection(v,restrict(w,x,y)))),null_class) member(regular(union(null_class,intersection(u,intersection(v,restrict(w,x,y))))),w)*.
% 299.74/300.48 128157[4:Rew:28759.0,128040.2,48808.0,128040.2] || member(u,universal_class) subclass(complement(intersection(power_class(v),power_class(w))),x)* -> member(u,union(null_class,intersection(power_class(v),power_class(w))))* member(u,x)*.
% 299.74/300.48 130989[4:Res:92199.1,7879.0] || subclass(u,unordered_pair(v,w))* -> subclass(union(u,u),x) equal(not_subclass_element(union(u,u),x),w)* equal(not_subclass_element(union(u,u),x),v)*.
% 299.74/300.48 130988[4:Res:92198.1,7879.0] || subclass(u,unordered_pair(v,w))* -> subclass(union(u,null_class),x) equal(not_subclass_element(union(u,null_class),x),w)* equal(not_subclass_element(union(u,null_class),x),v)*.
% 299.74/300.48 130977[4:Res:92197.1,7879.0] || subclass(u,unordered_pair(v,w))* -> subclass(union(null_class,u),x) equal(not_subclass_element(union(null_class,u),x),w)* equal(not_subclass_element(union(null_class,u),x),v)*.
% 299.74/300.48 133200[4:Res:59945.0,10200.1] || member(complement(successor(compose(element_relation,universal_class))),universal_class) member(apply(choice,complement(successor(compose(element_relation,universal_class)))),element_relation)* -> equal(complement(successor(compose(element_relation,universal_class))),null_class).
% 299.74/300.48 134979[0:Res:8432.2,270.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,restrict(v,w,x))* -> member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),cross_product(w,x))*.
% 299.74/300.48 134970[0:Res:8432.2,6547.1] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,intersection(v,w)) member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),symmetric_difference(v,w))* -> .
% 299.74/300.48 135557[0:Res:8431.2,270.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,restrict(v,w,x))* -> member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),cross_product(w,x))*.
% 299.74/300.48 135548[0:Res:8431.2,6547.1] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,intersection(v,w)) member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),symmetric_difference(v,w))* -> .
% 299.74/300.48 135537[4:SpR:51614.0,8431.2] || member(restrict(element_relation,universal_class,complement(power_class(universal_class))),universal_class) subclass(domain_relation,u) -> member(ordered_pair(restrict(element_relation,universal_class,complement(power_class(universal_class))),apply(element_relation,universal_class)),u)*.
% 299.74/300.48 135535[4:SpR:19188.0,8431.2] || member(restrict(element_relation,universal_class,image(u,null_class)),universal_class) subclass(domain_relation,v) -> member(ordered_pair(restrict(element_relation,universal_class,image(u,null_class)),apply(u,universal_class)),v)*.
% 299.74/300.48 140622[2:Res:36356.0,48064.1] || member(u,universal_class) -> equal(singleton(power_class(complement(power_class(v)))),null_class) member(u,image(element_relation,power_class(v))) member(u,complement(singleton(power_class(complement(power_class(v))))))*.
% 299.74/300.48 141331[2:Res:123475.0,7729.0] || member(regular(intersection(intersection(intersection(regular(u),v),w),x)),u)* -> equal(intersection(intersection(intersection(regular(u),v),w),x),null_class) equal(u,null_class).
% 299.74/300.48 141330[0:Res:123475.0,3483.0] || -> equal(intersection(intersection(intersection(restrict(u,v,w),x),y),z),null_class) member(regular(intersection(intersection(intersection(restrict(u,v,w),x),y),z)),u)*.
% 299.74/300.48 141692[2:Res:123485.0,7729.0] || member(regular(intersection(u,intersection(v,intersection(regular(w),x)))),w)* -> equal(intersection(u,intersection(v,intersection(regular(w),x))),null_class) equal(w,null_class).
% 299.74/300.48 141691[0:Res:123485.0,3483.0] || -> equal(intersection(u,intersection(v,intersection(restrict(w,x,y),z))),null_class) member(regular(intersection(u,intersection(v,intersection(restrict(w,x,y),z)))),w)*.
% 299.74/300.48 141934[2:Res:123517.0,7729.0] || member(regular(intersection(u,intersection(intersection(regular(v),w),x))),v)* -> equal(intersection(u,intersection(intersection(regular(v),w),x)),null_class) equal(v,null_class).
% 299.74/300.48 141933[0:Res:123517.0,3483.0] || -> equal(intersection(u,intersection(intersection(restrict(v,w,x),y),z)),null_class) member(regular(intersection(u,intersection(intersection(restrict(v,w,x),y),z))),v)*.
% 299.74/300.48 142181[2:Res:123525.0,7729.0] || member(regular(intersection(intersection(u,intersection(regular(v),w)),x)),v)* -> equal(intersection(intersection(u,intersection(regular(v),w)),x),null_class) equal(v,null_class).
% 299.74/300.48 142180[0:Res:123525.0,3483.0] || -> equal(intersection(intersection(u,intersection(restrict(v,w,x),y)),z),null_class) member(regular(intersection(intersection(u,intersection(restrict(v,w,x),y)),z)),v)*.
% 299.74/300.48 142531[0:Res:431.1,9362.0] || subclass(ordered_pair(u,v),symmetric_difference(union(w,x),union(complement(w),complement(x))))* -> member(unordered_pair(u,singleton(v)),complement(symmetric_difference(complement(w),complement(x)))).
% 299.74/300.48 142505[0:Res:407.2,9362.0] || member(u,universal_class) subclass(universal_class,symmetric_difference(union(v,w),union(complement(v),complement(w))))* -> member(power_class(u),complement(symmetric_difference(complement(v),complement(w))))*.
% 299.74/300.48 142504[0:Res:408.2,9362.0] || member(u,universal_class) subclass(universal_class,symmetric_difference(union(v,w),union(complement(v),complement(w))))* -> member(sum_class(u),complement(symmetric_difference(complement(v),complement(w))))*.
% 299.74/300.48 142501[0:Res:417.2,9362.0] || subclass(u,symmetric_difference(union(v,w),union(complement(v),complement(w))))* -> subclass(u,x) member(not_subclass_element(u,x),complement(symmetric_difference(complement(v),complement(w))))*.
% 299.74/300.48 142829[2:Res:127908.0,7729.0] || member(regular(intersection(intersection(intersection(u,regular(v)),w),x)),v)* -> equal(intersection(intersection(intersection(u,regular(v)),w),x),null_class) equal(v,null_class).
% 299.74/300.48 142828[0:Res:127908.0,3483.0] || -> equal(intersection(intersection(intersection(u,restrict(v,w,x)),y),z),null_class) member(regular(intersection(intersection(intersection(u,restrict(v,w,x)),y),z)),v)*.
% 299.74/300.48 143072[2:Res:127918.0,7729.0] || member(regular(intersection(u,intersection(v,intersection(w,regular(x))))),x)* -> equal(intersection(u,intersection(v,intersection(w,regular(x)))),null_class) equal(x,null_class).
% 299.74/300.48 143071[0:Res:127918.0,3483.0] || -> equal(intersection(u,intersection(v,intersection(w,restrict(x,y,z)))),null_class) member(regular(intersection(u,intersection(v,intersection(w,restrict(x,y,z))))),x)*.
% 299.74/300.48 143314[2:Res:127954.0,7729.0] || member(regular(intersection(u,intersection(intersection(v,regular(w)),x))),w)* -> equal(intersection(u,intersection(intersection(v,regular(w)),x)),null_class) equal(w,null_class).
% 299.74/300.48 143313[0:Res:127954.0,3483.0] || -> equal(intersection(u,intersection(intersection(v,restrict(w,x,y)),z)),null_class) member(regular(intersection(u,intersection(intersection(v,restrict(w,x,y)),z))),w)*.
% 299.74/300.48 143561[2:Res:127963.0,7729.0] || member(regular(intersection(intersection(u,intersection(v,regular(w))),x)),w)* -> equal(intersection(intersection(u,intersection(v,regular(w))),x),null_class) equal(w,null_class).
% 299.74/300.48 143560[0:Res:127963.0,3483.0] || -> equal(intersection(intersection(u,intersection(v,restrict(w,x,y))),z),null_class) member(regular(intersection(intersection(u,intersection(v,restrict(w,x,y))),z)),w)*.
% 299.74/300.48 143801[2:Res:58786.0,7729.0] || member(regular(restrict(restrict(regular(u),v,w),x,y)),u)* -> equal(restrict(restrict(regular(u),v,w),x,y),null_class) equal(u,null_class).
% 299.74/300.48 143800[0:Res:58786.0,3483.0] || -> equal(restrict(restrict(restrict(u,v,w),x,y),z,x1),null_class) member(regular(restrict(restrict(restrict(u,v,w),x,y),z,x1)),u)*.
% 299.74/300.48 143886[0:Res:68.2,9739.1] function(u) function(v) || member(w,universal_class) subclass(universal_class,x)* subclass(x,y)* -> member(image(v,image(u,w)),y)*.
% 299.74/300.48 143929[0:MRR:143863.2,7.0] function(u) || member(v,universal_class) subclass(universal_class,w)* subclass(w,x)* -> equal(v,null_class) member(image(u,apply(choice,v)),x)*.
% 299.74/300.48 144245[0:MRR:144244.0,14.0] || subclass(unordered_pair(u,v),symmetric_difference(w,x))* -> equal(apply(choice,unordered_pair(u,v)),u) equal(unordered_pair(u,v),null_class) member(v,union(w,x)).
% 299.74/300.48 144247[0:MRR:144246.0,14.0] || subclass(unordered_pair(u,v),symmetric_difference(w,x))* -> equal(apply(choice,unordered_pair(u,v)),v) equal(unordered_pair(u,v),null_class) member(u,union(w,x)).
% 299.74/300.48 144347[0:Res:12502.1,9801.0] || subclass(not_subclass_element(u,v),w)* subclass(w,x)* -> subclass(u,v) equal(not_subclass_element(u,v),null_class) member(apply(choice,not_subclass_element(u,v)),x)*.
% 299.74/300.48 144342[0:Res:6254.1,9801.0] function(u) || subclass(apply(u,v),w)* subclass(w,x)* -> equal(apply(u,v),null_class) member(apply(choice,apply(u,v)),x)*.
% 299.74/300.48 144670[0:Rew:50817.0,144461.0] || -> subclass(symmetric_difference(complement(u),image(element_relation,power_class(universal_class))),v) member(not_subclass_element(symmetric_difference(complement(u),image(element_relation,power_class(universal_class))),v),union(u,power_class(complement(power_class(universal_class)))))*.
% 299.74/300.48 144671[0:Rew:50817.0,144399.0] || -> subclass(symmetric_difference(image(element_relation,power_class(universal_class)),complement(u)),v) member(not_subclass_element(symmetric_difference(image(element_relation,power_class(universal_class)),complement(u)),v),union(power_class(complement(power_class(universal_class))),u))*.
% 299.74/300.48 144954[4:Rew:50818.0,144749.0] || -> subclass(symmetric_difference(complement(u),image(element_relation,power_class(null_class))),v) member(not_subclass_element(symmetric_difference(complement(u),image(element_relation,power_class(null_class))),v),union(u,power_class(complement(power_class(null_class)))))*.
% 299.74/300.48 144955[4:Rew:50818.0,144687.0] || -> subclass(symmetric_difference(image(element_relation,power_class(null_class)),complement(u)),v) member(not_subclass_element(symmetric_difference(image(element_relation,power_class(null_class)),complement(u)),v),union(power_class(complement(power_class(null_class))),u))*.
% 299.74/300.48 145137[0:Res:12502.1,14385.0] || -> subclass(u,v) equal(ordered_pair(first(ordered_pair(not_subclass_element(u,v),singleton(w))),second(ordered_pair(not_subclass_element(u,v),singleton(w)))),ordered_pair(not_subclass_element(u,v),singleton(w)))**.
% 299.74/300.48 145132[0:Res:6254.1,14385.0] function(u) || -> equal(ordered_pair(first(ordered_pair(apply(u,v),singleton(w))),second(ordered_pair(apply(u,v),singleton(w)))),ordered_pair(apply(u,v),singleton(w)))**.
% 299.74/300.48 145284[2:SpR:100001.0,1068.3] || member(second(regular(domain_relation)),universal_class)* member(first(regular(domain_relation)),universal_class) equal(successor(first(regular(domain_relation))),second(regular(domain_relation))) -> member(regular(domain_relation),successor_relation).
% 299.74/300.48 145476[4:SpR:50818.0,102540.1] || member(u,universal_class) -> member(u,intersection(image(element_relation,power_class(null_class)),union(v,w))) member(u,union(power_class(complement(power_class(null_class))),complement(union(v,w))))*.
% 299.74/300.48 145475[0:SpR:50817.0,102540.1] || member(u,universal_class) -> member(u,intersection(image(element_relation,power_class(universal_class)),union(v,w))) member(u,union(power_class(complement(power_class(universal_class))),complement(union(v,w))))*.
% 299.74/300.48 145455[0:SpR:103871.0,102540.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(successor(v))),union(w,x))) member(u,union(image(element_relation,successor(v)),complement(union(w,x))))*.
% 299.74/300.48 146019[0:SpL:104218.0,6547.1] || member(u,symmetric_difference(union(v,complement(union(w,x))),union(complement(v),union(w,x))))* member(u,symmetric_difference(complement(v),union(w,x))) -> .
% 299.74/300.48 146534[4:Rew:80005.0,146341.2] || member(u,universal_class) -> member(u,intersection(union(v,w),image(element_relation,power_class(null_class)))) member(u,union(power_class(complement(power_class(null_class))),complement(union(v,w))))*.
% 299.74/300.48 146535[0:Rew:80005.0,146340.2] || member(u,universal_class) -> member(u,intersection(union(v,w),image(element_relation,power_class(universal_class)))) member(u,union(power_class(complement(power_class(universal_class))),complement(union(v,w))))*.
% 299.74/300.48 146320[0:SpR:103871.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),power_class(complement(successor(x))))) member(u,union(complement(union(v,w)),image(element_relation,successor(x))))*.
% 299.74/300.48 146938[0:SpL:103225.0,6547.1] || member(u,symmetric_difference(union(union(v,w),complement(x)),union(complement(union(v,w)),x)))* member(u,symmetric_difference(union(v,w),complement(x))) -> .
% 299.74/300.48 147270[4:MRR:147269.3,56171.0] || subclass(regular(ordered_pair(u,v)),w)* -> equal(regular(ordered_pair(u,v)),singleton(u)) equal(regular(regular(ordered_pair(u,v))),singleton(v)) member(u,w).
% 299.74/300.48 147440[2:Res:36356.0,10083.2] || member(u,cross_product(v,w)) member(u,x) -> equal(singleton(restrict(x,v,w)),null_class) member(u,complement(singleton(restrict(x,v,w))))*.
% 299.74/300.48 147776[2:Obv:147721.1] || subclass(intersection(u,restrict(v,w,x)),regular(cross_product(w,x)))* -> subclass(intersection(u,restrict(v,w,x)),y)* equal(cross_product(w,x),null_class).
% 299.74/300.48 147780[0:Rew:31.0,147779.1,31.0,147779.0] || member(not_subclass_element(intersection(u,restrict(v,w,x)),restrict(y,w,x)),y)* -> subclass(intersection(u,restrict(v,w,x)),restrict(y,w,x)).
% 299.74/300.48 147931[2:Obv:147862.1] || subclass(intersection(restrict(u,v,w),x),regular(cross_product(v,w)))* -> subclass(intersection(restrict(u,v,w),x),y)* equal(cross_product(v,w),null_class).
% 299.74/300.48 147935[0:Rew:31.0,147934.1,31.0,147934.0] || member(not_subclass_element(intersection(restrict(u,v,w),x),restrict(y,v,w)),y)* -> subclass(intersection(restrict(u,v,w),x),restrict(y,v,w)).
% 299.74/300.48 148284[2:MRR:148252.0,12507.2] || member(u,universal_class) subclass(u,regular(union(v,w)))* -> member(apply(choice,u),complement(v)) equal(u,null_class) equal(union(v,w),null_class).
% 299.74/300.48 148285[2:MRR:148251.0,12507.2] || member(u,universal_class) subclass(u,regular(union(v,w)))* -> member(apply(choice,u),complement(w)) equal(u,null_class) equal(union(v,w),null_class).
% 299.74/300.48 148287[2:Obv:148266.4] || subclass(u,symmetric_difference(v,w)) member(u,universal_class) subclass(u,regular(union(v,w)))* -> equal(u,null_class) equal(union(v,w),null_class).
% 299.74/300.48 148329[4:SpR:100002.0,1068.3] || member(second(regular(composition_function)),universal_class)* member(first(regular(composition_function)),universal_class) equal(successor(first(regular(composition_function))),second(regular(composition_function))) -> member(regular(composition_function),successor_relation).
% 299.74/300.48 148505[0:Obv:148483.4] || member(intersection(u,singleton(v)),universal_class) subclass(intersection(u,singleton(v)),complement(w))* member(v,w) -> equal(intersection(u,singleton(v)),null_class).
% 299.74/300.48 148613[0:Obv:148584.4] || member(intersection(singleton(u),v),universal_class) subclass(intersection(singleton(u),v),complement(w))* member(u,w) -> equal(intersection(singleton(u),v),null_class).
% 299.74/300.48 148837[9:Rew:105009.1,148789.3] function(cross_product(singleton(u),universal_class)) || member(u,universal_class) -> member(u,cantor(successor(cross_product(singleton(u),universal_class))))* equal(successor(cross_product(singleton(u),universal_class)),null_class).
% 299.74/300.48 149005[0:Res:48029.1,4.0] || member(u,universal_class) subclass(intersection(complement(v),power_class(complement(power_class(w)))),x)* -> member(u,union(v,image(element_relation,power_class(w))))* member(u,x)*.
% 299.74/300.48 148973[4:SpR:75150.0,48029.1] || member(u,universal_class) -> member(u,intersection(complement(apply(null_class,v)),power_class(complement(power_class(w)))))* member(u,union(apply(null_class,x),image(element_relation,power_class(w))))*.
% 299.74/300.48 148972[4:SpR:75151.0,48029.1] || member(u,universal_class) -> member(u,intersection(complement(sum_class(range_of(null_class))),power_class(complement(power_class(v)))))* member(u,union(apply(null_class,w),image(element_relation,power_class(v))))*.
% 299.74/300.48 148970[0:SpR:106411.0,48029.1] || member(u,universal_class) -> member(u,intersection(complement(union(v,w)),power_class(complement(power_class(x)))))* member(u,union(union(w,v),image(element_relation,power_class(x)))).
% 299.74/300.48 148969[4:SpR:29733.0,48029.1] || member(u,universal_class) -> member(u,intersection(union(null_class,complement(v)),power_class(complement(power_class(w)))))* member(u,union(union(null_class,v),image(element_relation,power_class(w)))).
% 299.74/300.48 148968[4:SpR:74143.0,48029.1] || member(u,universal_class) -> member(u,intersection(union(null_class,complement(v)),power_class(complement(power_class(w)))))* member(u,union(union(v,null_class),image(element_relation,power_class(w)))).
% 299.74/300.48 148967[4:SpR:36664.0,48029.1] || member(u,universal_class) -> member(u,intersection(union(null_class,complement(v)),power_class(complement(power_class(w)))))* member(u,union(union(v,v),image(element_relation,power_class(w))))*.
% 299.74/300.48 148965[4:SpR:75151.0,48029.1] || member(u,universal_class) -> member(u,intersection(complement(apply(null_class,v)),power_class(complement(power_class(w)))))* member(u,union(sum_class(range_of(null_class)),image(element_relation,power_class(w)))).
% 299.74/300.48 148961[0:SpR:80128.0,48029.1] || member(u,universal_class) -> member(u,intersection(complement(symmetric_difference(v,w)),power_class(complement(power_class(x)))))* member(u,union(symmetric_difference(w,v),image(element_relation,power_class(x)))).
% 299.74/300.48 149063[0:Rew:75578.0,148936.2] || equal(complement(power_class(u)),universal_class) member(v,universal_class) -> member(v,intersection(power_class(universal_class),complement(w))) member(v,union(w,image(element_relation,power_class(u))))*.
% 299.74/300.48 148929[4:SpR:78724.0,48029.1] || member(u,universal_class) -> member(u,intersection(complement(v),power_class(complement(power_class(union(null_class,w))))))* member(u,union(v,image(element_relation,power_class(union(w,null_class))))).
% 299.74/300.48 148928[4:SpR:77754.0,48029.1] || member(u,universal_class) -> member(u,intersection(complement(v),power_class(complement(power_class(union(w,w))))))* member(u,union(v,image(element_relation,power_class(union(w,null_class))))).
% 299.74/300.48 148927[4:SpR:41644.0,48029.1] || member(u,universal_class) -> member(u,intersection(complement(v),power_class(complement(power_class(union(w,w))))))* member(u,union(v,image(element_relation,power_class(union(null_class,w))))).
% 299.74/300.48 148926[4:SpR:78724.0,48029.1] || member(u,universal_class) -> member(u,intersection(complement(v),power_class(complement(power_class(union(w,null_class))))))* member(u,union(v,image(element_relation,power_class(union(null_class,w))))).
% 299.74/300.48 148925[4:SpR:41644.0,48029.1] || member(u,universal_class) -> member(u,intersection(complement(v),power_class(complement(power_class(union(null_class,w))))))* member(u,union(v,image(element_relation,power_class(union(w,w)))))*.
% 299.74/300.48 148924[4:SpR:77754.0,48029.1] || member(u,universal_class) -> member(u,intersection(complement(v),power_class(complement(power_class(union(w,null_class))))))* member(u,union(v,image(element_relation,power_class(union(w,w)))))*.
% 299.74/300.48 148923[0:SpR:25457.1,48029.1] || equal(u,universal_class) member(v,universal_class) -> member(v,intersection(complement(w),power_class(complement(power_class(u)))))* member(v,union(w,image(element_relation,power_class(universal_class)))).
% 299.74/300.48 148922[0:SpR:25457.1,48029.1] || equal(u,universal_class) member(v,universal_class) -> member(v,intersection(complement(w),power_class(complement(power_class(universal_class)))))* member(v,union(w,image(element_relation,power_class(u))))*.
% 299.74/300.48 149218[0:Res:48061.1,4.0] || member(u,universal_class) subclass(intersection(power_class(complement(power_class(v))),complement(w)),x)* -> member(u,union(image(element_relation,power_class(v)),w))* member(u,x)*.
% 299.74/300.48 149185[0:SpR:25457.1,48061.1] || equal(complement(power_class(u)),universal_class) member(v,universal_class) -> member(v,intersection(power_class(universal_class),complement(w))) member(v,union(image(element_relation,power_class(u)),w))*.
% 299.74/300.48 149178[4:SpR:78724.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(union(null_class,v)))),complement(w)))* member(u,union(image(element_relation,power_class(union(v,null_class))),w)).
% 299.74/300.48 149177[4:SpR:77754.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(union(v,v)))),complement(w)))* member(u,union(image(element_relation,power_class(union(v,null_class))),w)).
% 299.74/300.48 149176[4:SpR:41644.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(union(v,v)))),complement(w)))* member(u,union(image(element_relation,power_class(union(null_class,v))),w)).
% 299.74/300.48 149175[4:SpR:78724.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(union(v,null_class)))),complement(w)))* member(u,union(image(element_relation,power_class(union(null_class,v))),w)).
% 299.74/300.48 149174[4:SpR:41644.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(union(null_class,v)))),complement(w)))* member(u,union(image(element_relation,power_class(union(v,v))),w))*.
% 299.74/300.48 149173[4:SpR:77754.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(union(v,null_class)))),complement(w)))* member(u,union(image(element_relation,power_class(union(v,v))),w))*.
% 299.74/300.48 149172[0:SpR:25457.1,48061.1] || equal(u,universal_class) member(v,universal_class) -> member(v,intersection(power_class(complement(power_class(u))),complement(w)))* member(v,union(image(element_relation,power_class(universal_class)),w)).
% 299.74/300.48 149171[0:SpR:25457.1,48061.1] || equal(u,universal_class) member(v,universal_class) -> member(v,intersection(power_class(complement(power_class(universal_class))),complement(w)))* member(v,union(image(element_relation,power_class(u)),w))*.
% 299.74/300.48 149170[4:SpR:75150.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),complement(apply(null_class,w))))* member(u,union(image(element_relation,power_class(v)),apply(null_class,x)))*.
% 299.74/300.48 149169[4:SpR:75151.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),complement(sum_class(range_of(null_class)))))* member(u,union(image(element_relation,power_class(v)),apply(null_class,w)))*.
% 299.74/300.48 149167[0:SpR:106411.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),complement(union(w,x))))* member(u,union(image(element_relation,power_class(v)),union(x,w))).
% 299.74/300.48 149166[4:SpR:29733.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),union(null_class,complement(w))))* member(u,union(image(element_relation,power_class(v)),union(null_class,w))).
% 299.74/300.48 149165[4:SpR:74143.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),union(null_class,complement(w))))* member(u,union(image(element_relation,power_class(v)),union(w,null_class))).
% 299.74/300.48 149164[4:SpR:36664.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),union(null_class,complement(w))))* member(u,union(image(element_relation,power_class(v)),union(w,w)))*.
% 299.74/300.48 149277[4:Rew:80005.0,149162.2] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),complement(apply(null_class,w))))* member(u,union(sum_class(range_of(null_class)),image(element_relation,power_class(v)))).
% 299.74/300.48 149158[0:SpR:80128.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),complement(symmetric_difference(w,x))))* member(u,union(image(element_relation,power_class(v)),symmetric_difference(x,w))).
% 299.74/300.48 149457[0:Res:13323.2,4.0] || member(symmetric_difference(u,v),universal_class) subclass(complement(intersection(u,v)),w) -> equal(symmetric_difference(u,v),null_class) member(apply(choice,symmetric_difference(u,v)),w)*.
% 299.74/300.48 149608[4:Res:17398.1,14014.0] || subclass(domain_relation,rotate(cross_product(universal_class,universal_class))) subclass(composition_function,cross_product(u,v))* -> member(ordered_pair(w,compose(ordered_pair(x,cantor(ordered_pair(w,x))),w)),v)*.
% 299.74/300.48 149622[0:MRR:149616.1,101.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(composition_function,cross_product(v,w))* -> member(ordered_pair(sum_class(u),compose(restrict(element_relation,universal_class,u),sum_class(u))),w)*.
% 299.74/300.48 149623[0:MRR:149615.1,101.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(composition_function,cross_product(v,w))* -> member(ordered_pair(inverse(u),compose(flip(cross_product(u,universal_class)),inverse(u))),w)*.
% 299.74/300.48 149803[0:Res:13341.2,47989.0] || subclass(universal_class,intersection(complement(u),union(v,complement(power_class(w)))))* member(regular(x),union(u,intersection(complement(v),power_class(w))))* -> equal(x,null_class).
% 299.74/300.48 149736[4:SpL:75150.0,47989.0] || member(u,intersection(complement(apply(null_class,v)),union(w,complement(power_class(x)))))* member(u,union(apply(null_class,y),intersection(complement(w),power_class(x))))* -> .
% 299.74/300.48 149735[4:SpL:75151.0,47989.0] || member(u,intersection(complement(sum_class(range_of(null_class))),union(v,complement(power_class(w)))))* member(u,union(apply(null_class,x),intersection(complement(v),power_class(w))))* -> .
% 299.74/300.48 149733[0:SpL:106411.0,47989.0] || member(u,intersection(complement(union(v,w)),union(x,complement(power_class(y)))))* member(u,union(union(w,v),intersection(complement(x),power_class(y)))) -> .
% 299.74/300.48 149732[4:SpL:29733.0,47989.0] || member(u,intersection(union(null_class,complement(v)),union(w,complement(power_class(x)))))* member(u,union(union(null_class,v),intersection(complement(w),power_class(x)))) -> .
% 299.74/300.48 149731[4:SpL:74143.0,47989.0] || member(u,intersection(union(null_class,complement(v)),union(w,complement(power_class(x)))))* member(u,union(union(v,null_class),intersection(complement(w),power_class(x)))) -> .
% 299.74/300.48 149730[4:SpL:36664.0,47989.0] || member(u,intersection(union(null_class,complement(v)),union(w,complement(power_class(x)))))* member(u,union(union(v,v),intersection(complement(w),power_class(x))))* -> .
% 299.74/300.48 149728[4:SpL:75151.0,47989.0] || member(u,intersection(complement(apply(null_class,v)),union(w,complement(power_class(x)))))* member(u,union(sum_class(range_of(null_class)),intersection(complement(w),power_class(x)))) -> .
% 299.74/300.48 149724[0:SpL:80128.0,47989.0] || member(u,intersection(complement(symmetric_difference(v,w)),union(x,complement(power_class(y)))))* member(u,union(symmetric_difference(w,v),intersection(complement(x),power_class(y)))) -> .
% 299.74/300.48 149674[4:SpL:78724.0,47989.0] || member(u,intersection(complement(v),union(w,complement(power_class(union(null_class,x))))))* member(u,union(v,intersection(complement(w),power_class(union(x,null_class))))) -> .
% 299.74/300.48 149673[4:SpL:77754.0,47989.0] || member(u,intersection(complement(v),union(w,complement(power_class(union(x,x))))))* member(u,union(v,intersection(complement(w),power_class(union(x,null_class))))) -> .
% 299.74/300.48 149672[4:SpL:41644.0,47989.0] || member(u,intersection(complement(v),union(w,complement(power_class(union(x,x))))))* member(u,union(v,intersection(complement(w),power_class(union(null_class,x))))) -> .
% 299.74/300.48 149671[4:SpL:78724.0,47989.0] || member(u,intersection(complement(v),union(w,complement(power_class(union(x,null_class))))))* member(u,union(v,intersection(complement(w),power_class(union(null_class,x))))) -> .
% 299.74/300.48 149670[4:SpL:41644.0,47989.0] || member(u,intersection(complement(v),union(w,complement(power_class(union(null_class,x))))))* member(u,union(v,intersection(complement(w),power_class(union(x,x)))))* -> .
% 299.74/300.48 149669[4:SpL:77754.0,47989.0] || member(u,intersection(complement(v),union(w,complement(power_class(union(x,null_class))))))* member(u,union(v,intersection(complement(w),power_class(union(x,x)))))* -> .
% 299.74/300.48 149866[0:Rew:75578.0,149668.2] || equal(u,universal_class) member(v,intersection(complement(w),union(x,complement(power_class(u)))))* member(v,union(w,intersection(power_class(universal_class),complement(x)))) -> .
% 299.74/300.48 149667[0:SpL:25457.1,47989.0] || equal(u,universal_class) member(v,intersection(complement(w),union(x,complement(power_class(universal_class)))))* member(v,union(w,intersection(complement(x),power_class(u))))* -> .
% 299.74/300.48 150140[0:Res:13341.2,48009.0] || subclass(universal_class,intersection(union(u,complement(power_class(v))),complement(w)))* member(regular(x),union(intersection(complement(u),power_class(v)),w))* -> equal(x,null_class).
% 299.74/300.48 150049[4:SpL:78724.0,48009.0] || member(u,intersection(union(v,complement(power_class(union(null_class,w)))),complement(x)))* member(u,union(intersection(complement(v),power_class(union(w,null_class))),x)) -> .
% 299.74/300.48 150048[4:SpL:77754.0,48009.0] || member(u,intersection(union(v,complement(power_class(union(w,w)))),complement(x)))* member(u,union(intersection(complement(v),power_class(union(w,null_class))),x)) -> .
% 299.74/300.48 150047[4:SpL:41644.0,48009.0] || member(u,intersection(union(v,complement(power_class(union(w,w)))),complement(x)))* member(u,union(intersection(complement(v),power_class(union(null_class,w))),x)) -> .
% 299.74/300.48 150046[4:SpL:78724.0,48009.0] || member(u,intersection(union(v,complement(power_class(union(w,null_class)))),complement(x)))* member(u,union(intersection(complement(v),power_class(union(null_class,w))),x)) -> .
% 299.74/300.48 150045[4:SpL:41644.0,48009.0] || member(u,intersection(union(v,complement(power_class(union(null_class,w)))),complement(x)))* member(u,union(intersection(complement(v),power_class(union(w,w))),x))* -> .
% 299.74/300.48 150044[4:SpL:77754.0,48009.0] || member(u,intersection(union(v,complement(power_class(union(w,null_class)))),complement(x)))* member(u,union(intersection(complement(v),power_class(union(w,w))),x))* -> .
% 299.74/300.48 150205[0:Rew:75578.0,150043.2] || equal(u,universal_class) member(v,intersection(union(w,complement(power_class(u))),complement(x)))* member(v,union(intersection(power_class(universal_class),complement(w)),x)) -> .
% 299.74/300.48 150042[0:SpL:25457.1,48009.0] || equal(u,universal_class) member(v,intersection(union(w,complement(power_class(universal_class))),complement(x)))* member(v,union(intersection(complement(w),power_class(u)),x))* -> .
% 299.74/300.48 150041[4:SpL:75150.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),complement(apply(null_class,x))))* member(u,union(intersection(complement(v),power_class(w)),apply(null_class,y)))* -> .
% 299.74/300.48 150206[4:Rew:75578.0,150040.0] || member(u,intersection(complement(sum_class(range_of(null_class))),union(v,complement(power_class(w)))))* member(u,union(intersection(complement(v),power_class(w)),apply(null_class,x)))* -> .
% 299.74/300.48 150038[0:SpL:106411.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),complement(union(x,y))))* member(u,union(intersection(complement(v),power_class(w)),union(y,x))) -> .
% 299.74/300.48 150037[4:SpL:29733.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),union(null_class,complement(x))))* member(u,union(intersection(complement(v),power_class(w)),union(null_class,x))) -> .
% 299.74/300.48 150036[4:SpL:74143.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),union(null_class,complement(x))))* member(u,union(intersection(complement(v),power_class(w)),union(x,null_class))) -> .
% 299.74/300.48 150035[4:SpL:36664.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),union(null_class,complement(x))))* member(u,union(intersection(complement(v),power_class(w)),union(x,x)))* -> .
% 299.74/300.48 150207[4:Rew:80005.0,150033.1] || member(u,intersection(union(v,complement(power_class(w))),complement(apply(null_class,x))))* member(u,union(sum_class(range_of(null_class)),intersection(complement(v),power_class(w)))) -> .
% 299.74/300.48 150029[0:SpL:80128.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),complement(symmetric_difference(x,y))))* member(u,union(intersection(complement(v),power_class(w)),symmetric_difference(y,x))) -> .
% 299.74/300.48 150476[0:Res:13341.2,48038.0] || subclass(universal_class,intersection(complement(u),union(complement(power_class(v)),w)))* member(regular(x),union(u,intersection(power_class(v),complement(w))))* -> equal(x,null_class).
% 299.74/300.48 150409[4:SpL:75150.0,48038.0] || member(u,intersection(complement(apply(null_class,v)),union(complement(power_class(w)),x)))* member(u,union(apply(null_class,y),intersection(power_class(w),complement(x))))* -> .
% 299.74/300.48 150408[4:SpL:75151.0,48038.0] || member(u,intersection(complement(sum_class(range_of(null_class))),union(complement(power_class(v)),w)))* member(u,union(apply(null_class,x),intersection(power_class(v),complement(w))))* -> .
% 299.74/300.48 150406[0:SpL:106411.0,48038.0] || member(u,intersection(complement(union(v,w)),union(complement(power_class(x)),y)))* member(u,union(union(w,v),intersection(power_class(x),complement(y)))) -> .
% 299.74/300.48 150405[4:SpL:29733.0,48038.0] || member(u,intersection(union(null_class,complement(v)),union(complement(power_class(w)),x)))* member(u,union(union(null_class,v),intersection(power_class(w),complement(x)))) -> .
% 299.74/300.48 150404[4:SpL:74143.0,48038.0] || member(u,intersection(union(null_class,complement(v)),union(complement(power_class(w)),x)))* member(u,union(union(v,null_class),intersection(power_class(w),complement(x)))) -> .
% 299.74/300.48 150403[4:SpL:36664.0,48038.0] || member(u,intersection(union(null_class,complement(v)),union(complement(power_class(w)),x)))* member(u,union(union(v,v),intersection(power_class(w),complement(x))))* -> .
% 299.74/300.48 150401[4:SpL:75151.0,48038.0] || member(u,intersection(complement(apply(null_class,v)),union(complement(power_class(w)),x)))* member(u,union(sum_class(range_of(null_class)),intersection(power_class(w),complement(x)))) -> .
% 299.74/300.48 150397[0:SpL:80128.0,48038.0] || member(u,intersection(complement(symmetric_difference(v,w)),union(complement(power_class(x)),y)))* member(u,union(symmetric_difference(w,v),intersection(power_class(x),complement(y)))) -> .
% 299.74/300.48 150340[4:SpL:78724.0,48038.0] || member(u,intersection(complement(v),union(complement(power_class(union(null_class,w))),x)))* member(u,union(v,intersection(power_class(union(w,null_class)),complement(x)))) -> .
% 299.74/300.48 150339[4:SpL:77754.0,48038.0] || member(u,intersection(complement(v),union(complement(power_class(union(w,w))),x)))* member(u,union(v,intersection(power_class(union(w,null_class)),complement(x)))) -> .
% 299.74/300.48 150338[4:SpL:41644.0,48038.0] || member(u,intersection(complement(v),union(complement(power_class(union(w,w))),x)))* member(u,union(v,intersection(power_class(union(null_class,w)),complement(x)))) -> .
% 299.74/300.48 150337[4:SpL:78724.0,48038.0] || member(u,intersection(complement(v),union(complement(power_class(union(w,null_class))),x)))* member(u,union(v,intersection(power_class(union(null_class,w)),complement(x)))) -> .
% 299.74/300.48 150336[4:SpL:41644.0,48038.0] || member(u,intersection(complement(v),union(complement(power_class(union(null_class,w))),x)))* member(u,union(v,intersection(power_class(union(w,w)),complement(x))))* -> .
% 299.74/300.48 150335[4:SpL:77754.0,48038.0] || member(u,intersection(complement(v),union(complement(power_class(union(w,null_class))),x)))* member(u,union(v,intersection(power_class(union(w,w)),complement(x))))* -> .
% 299.74/300.48 150334[0:SpL:25457.1,48038.0] || equal(u,universal_class) member(v,intersection(complement(w),union(complement(power_class(u)),x)))* member(v,union(w,intersection(power_class(universal_class),complement(x)))) -> .
% 299.74/300.48 150333[0:SpL:25457.1,48038.0] || equal(u,universal_class) member(v,intersection(complement(w),union(complement(power_class(universal_class)),x)))* member(v,union(w,intersection(power_class(u),complement(x))))* -> .
% 299.74/300.48 150717[0:Res:13341.2,48198.0] || subclass(universal_class,intersection(union(complement(power_class(u)),v),complement(w)))* member(regular(x),union(intersection(power_class(u),complement(v)),w))* -> equal(x,null_class).
% 299.74/300.48 150619[4:SpL:78724.0,48198.0] || member(u,intersection(union(complement(power_class(union(null_class,v))),w),complement(x)))* member(u,union(intersection(power_class(union(v,null_class)),complement(w)),x)) -> .
% 299.74/300.48 150618[4:SpL:77754.0,48198.0] || member(u,intersection(union(complement(power_class(union(v,v))),w),complement(x)))* member(u,union(intersection(power_class(union(v,null_class)),complement(w)),x)) -> .
% 299.74/300.48 150617[4:SpL:41644.0,48198.0] || member(u,intersection(union(complement(power_class(union(v,v))),w),complement(x)))* member(u,union(intersection(power_class(union(null_class,v)),complement(w)),x)) -> .
% 299.74/300.48 150616[4:SpL:78724.0,48198.0] || member(u,intersection(union(complement(power_class(union(v,null_class))),w),complement(x)))* member(u,union(intersection(power_class(union(null_class,v)),complement(w)),x)) -> .
% 299.74/300.48 150615[4:SpL:41644.0,48198.0] || member(u,intersection(union(complement(power_class(union(null_class,v))),w),complement(x)))* member(u,union(intersection(power_class(union(v,v)),complement(w)),x))* -> .
% 299.74/300.48 150614[4:SpL:77754.0,48198.0] || member(u,intersection(union(complement(power_class(union(v,null_class))),w),complement(x)))* member(u,union(intersection(power_class(union(v,v)),complement(w)),x))* -> .
% 299.74/300.48 150613[0:SpL:25457.1,48198.0] || equal(u,universal_class) member(v,intersection(union(complement(power_class(u)),w),complement(x)))* member(v,union(intersection(power_class(universal_class),complement(w)),x)) -> .
% 299.74/300.48 150612[0:SpL:25457.1,48198.0] || equal(u,universal_class) member(v,intersection(union(complement(power_class(universal_class)),w),complement(x)))* member(v,union(intersection(power_class(u),complement(w)),x))* -> .
% 299.74/300.48 150611[4:SpL:75150.0,48198.0] || member(u,intersection(union(complement(power_class(v)),w),complement(apply(null_class,x))))* member(u,union(intersection(power_class(v),complement(w)),apply(null_class,y)))* -> .
% 299.74/300.48 150789[4:Rew:75578.0,150610.0] || member(u,intersection(complement(sum_class(range_of(null_class))),union(complement(power_class(v)),w)))* member(u,union(intersection(power_class(v),complement(w)),apply(null_class,x)))* -> .
% 299.74/300.48 150608[0:SpL:106411.0,48198.0] || member(u,intersection(union(complement(power_class(v)),w),complement(union(x,y))))* member(u,union(intersection(power_class(v),complement(w)),union(y,x))) -> .
% 299.74/300.48 150607[4:SpL:29733.0,48198.0] || member(u,intersection(union(complement(power_class(v)),w),union(null_class,complement(x))))* member(u,union(intersection(power_class(v),complement(w)),union(null_class,x))) -> .
% 299.74/300.48 150606[4:SpL:74143.0,48198.0] || member(u,intersection(union(complement(power_class(v)),w),union(null_class,complement(x))))* member(u,union(intersection(power_class(v),complement(w)),union(x,null_class))) -> .
% 299.74/300.48 150605[4:SpL:36664.0,48198.0] || member(u,intersection(union(complement(power_class(v)),w),union(null_class,complement(x))))* member(u,union(intersection(power_class(v),complement(w)),union(x,x)))* -> .
% 299.74/300.48 150790[4:Rew:80005.0,150603.1] || member(u,intersection(union(complement(power_class(v)),w),complement(apply(null_class,x))))* member(u,union(sum_class(range_of(null_class)),intersection(power_class(v),complement(w)))) -> .
% 299.74/300.48 150599[0:SpL:80128.0,48198.0] || member(u,intersection(union(complement(power_class(v)),w),complement(symmetric_difference(x,y))))* member(u,union(intersection(power_class(v),complement(w)),symmetric_difference(y,x))) -> .
% 299.74/300.48 150945[0:SpL:25457.1,48910.0] || equal(u,universal_class) member(not_subclass_element(union(v,complement(power_class(u))),w),intersection(complement(v),power_class(u)))* -> subclass(union(v,complement(power_class(universal_class))),w).
% 299.74/300.48 151010[0:Rew:75578.0,150944.1] || equal(u,universal_class) member(not_subclass_element(union(v,complement(power_class(universal_class))),w),intersection(power_class(universal_class),complement(v)))* -> subclass(union(v,complement(power_class(u))),w)*.
% 299.74/300.48 151211[0:SpL:25457.1,48918.0] || equal(u,universal_class) member(not_subclass_element(union(complement(power_class(u)),v),w),intersection(power_class(u),complement(v)))* -> subclass(union(complement(power_class(universal_class)),v),w).
% 299.74/300.48 151210[0:SpL:25457.1,48918.0] || equal(u,universal_class) member(not_subclass_element(union(complement(power_class(universal_class)),v),w),intersection(power_class(universal_class),complement(v)))* -> subclass(union(complement(power_class(u)),v),w)*.
% 299.74/300.48 151601[4:SpL:102583.0,57575.0] || subclass(union(complement(power_class(u)),intersection(complement(v),union(w,x))),null_class)* -> member(singleton(y),intersection(power_class(u),union(v,complement(union(w,x)))))*.
% 299.74/300.48 151600[4:SpL:102583.0,107302.0] || subclass(union(complement(power_class(u)),intersection(complement(v),union(w,x))),null_class)* -> subclass(regular(null_class),intersection(power_class(u),union(v,complement(union(w,x))))).
% 299.74/300.48 151599[6:SpL:102583.0,55384.0] || equal(successor(union(complement(power_class(u)),intersection(complement(v),union(w,x)))),null_class)** -> member(null_class,intersection(power_class(u),union(v,complement(union(w,x))))).
% 299.74/300.48 151598[4:SpL:102583.0,55572.0] || equal(successor(union(complement(power_class(u)),intersection(complement(v),union(w,x)))),null_class)** -> member(omega,intersection(power_class(u),union(v,complement(union(w,x))))).
% 299.74/300.48 151597[4:SpL:102583.0,55718.0] || equal(successor(union(complement(power_class(u)),intersection(complement(v),union(w,x)))),null_class)** -> member(x__dfg,intersection(power_class(u),union(v,complement(union(w,x))))).
% 299.74/300.48 151596[4:SpL:102583.0,95426.0] || equal(successor(union(complement(power_class(u)),intersection(complement(v),union(w,x)))),null_class)** -> subclass(universal_class,intersection(power_class(u),union(v,complement(union(w,x))))).
% 299.74/300.48 151586[2:SpL:102583.0,14917.1] || equal(intersection(power_class(u),union(v,complement(union(w,x)))),domain_relation) equal(union(complement(power_class(u)),intersection(complement(v),union(w,x))),domain_relation)** -> .
% 299.74/300.48 151585[2:SpL:102583.0,14644.1] || subclass(domain_relation,intersection(power_class(u),union(v,complement(union(w,x))))) subclass(domain_relation,union(complement(power_class(u)),intersection(complement(v),union(w,x))))* -> .
% 299.74/300.48 151584[2:SpL:102583.0,37652.1] || equal(intersection(power_class(u),union(v,complement(union(w,x)))),domain_relation) subclass(domain_relation,union(complement(power_class(u)),intersection(complement(v),union(w,x))))* -> .
% 299.74/300.48 151573[2:SpL:102583.0,17229.1] || subclass(domain_relation,intersection(power_class(u),union(v,complement(union(w,x))))) subclass(universal_class,union(complement(power_class(u)),intersection(complement(v),union(w,x))))* -> .
% 299.74/300.48 151572[2:SpL:102583.0,37648.1] || equal(intersection(power_class(u),union(v,complement(union(w,x)))),domain_relation) subclass(universal_class,union(complement(power_class(u)),intersection(complement(v),union(w,x))))* -> .
% 299.74/300.48 151453[4:SpR:102583.0,125049.0] || -> subclass(regular(union(complement(successor(u)),intersection(power_class(v),union(w,complement(union(x,y)))))),union(complement(power_class(v)),intersection(complement(w),union(x,y))))*.
% 299.74/300.48 151452[4:SpR:102583.0,124551.0] || -> subclass(regular(union(complement(power_class(u)),intersection(power_class(v),union(w,complement(union(x,y)))))),union(complement(power_class(v)),intersection(complement(w),union(x,y))))*.
% 299.74/300.48 151442[0:SpR:102583.0,80315.0] || -> subclass(symmetric_difference(complement(u),union(complement(power_class(v)),intersection(complement(w),union(x,y)))),union(intersection(power_class(v),union(w,complement(union(x,y)))),u))*.
% 299.74/300.48 151440[0:SpR:102583.0,7868.0] || -> subclass(symmetric_difference(complement(u),union(complement(power_class(v)),intersection(complement(w),union(x,y)))),union(u,intersection(power_class(v),union(w,complement(union(x,y))))))*.
% 299.74/300.48 151437[2:SpR:102583.0,130204.0] || -> equal(intersection(intersection(power_class(u),union(v,complement(union(w,x)))),restrict(union(complement(power_class(u)),intersection(complement(v),union(w,x))),y,z)),null_class)**.
% 299.74/300.48 151435[4:SpR:102583.0,124375.0] || -> subclass(regular(union(intersection(power_class(u),union(v,complement(union(w,x)))),complement(successor(y)))),union(complement(power_class(u)),intersection(complement(v),union(w,x))))*.
% 299.74/300.48 151434[4:SpR:102583.0,124374.0] || -> subclass(regular(union(intersection(power_class(u),union(v,complement(union(w,x)))),complement(power_class(y)))),union(complement(power_class(u)),intersection(complement(v),union(w,x))))*.
% 299.74/300.48 151420[0:SpR:102583.0,43541.0] || -> equal(intersection(union(complement(power_class(u)),intersection(complement(v),union(w,x))),restrict(intersection(power_class(u),union(v,complement(union(w,x)))),y,z)),null_class)**.
% 299.74/300.48 151383[4:SpR:102583.0,20262.1] || -> member(singleton(null_class),intersection(power_class(u),union(v,complement(union(w,x))))) member(singleton(null_class),union(complement(power_class(u)),intersection(complement(v),union(w,x))))*.
% 299.74/300.48 151379[0:SpR:102583.0,80315.0] || -> subclass(symmetric_difference(union(complement(power_class(u)),intersection(complement(v),union(w,x))),complement(y)),union(y,intersection(power_class(u),union(v,complement(union(w,x))))))*.
% 299.74/300.48 151377[0:SpR:102583.0,7868.0] || -> subclass(symmetric_difference(union(complement(power_class(u)),intersection(complement(v),union(w,x))),complement(y)),union(intersection(power_class(u),union(v,complement(union(w,x)))),y))*.
% 299.74/300.48 151375[4:SpR:102583.0,63899.1] || equal(successor(intersection(power_class(u),union(v,complement(union(w,x))))),null_class) -> equal(union(complement(power_class(u)),intersection(complement(v),union(w,x))),universal_class)**.
% 299.74/300.48 151978[0:Res:13341.2,102607.0] || subclass(universal_class,intersection(complement(u),power_class(complement(union(v,w)))))* member(regular(x),union(u,image(element_relation,union(v,w))))* -> equal(x,null_class).
% 299.74/300.48 151915[4:SpL:75150.0,102607.0] || member(u,intersection(complement(apply(null_class,v)),power_class(complement(union(w,x)))))* member(u,union(apply(null_class,y),image(element_relation,union(w,x))))* -> .
% 299.74/300.48 151914[4:SpL:75151.0,102607.0] || member(u,intersection(complement(sum_class(range_of(null_class))),power_class(complement(union(v,w)))))* member(u,union(apply(null_class,x),image(element_relation,union(v,w))))* -> .
% 299.74/300.48 151912[0:SpL:106411.0,102607.0] || member(u,intersection(complement(union(v,w)),power_class(complement(union(x,y)))))* member(u,union(union(w,v),image(element_relation,union(x,y)))) -> .
% 299.74/300.48 151911[4:SpL:29733.0,102607.0] || member(u,intersection(union(null_class,complement(v)),power_class(complement(union(w,x)))))* member(u,union(union(null_class,v),image(element_relation,union(w,x)))) -> .
% 299.74/300.48 151910[4:SpL:74143.0,102607.0] || member(u,intersection(union(null_class,complement(v)),power_class(complement(union(w,x)))))* member(u,union(union(v,null_class),image(element_relation,union(w,x)))) -> .
% 299.74/300.48 151909[4:SpL:36664.0,102607.0] || member(u,intersection(union(null_class,complement(v)),power_class(complement(union(w,x)))))* member(u,union(union(v,v),image(element_relation,union(w,x))))* -> .
% 299.74/300.48 151907[4:SpL:75151.0,102607.0] || member(u,intersection(complement(apply(null_class,v)),power_class(complement(union(w,x)))))* member(u,union(sum_class(range_of(null_class)),image(element_relation,union(w,x)))) -> .
% 299.74/300.48 151903[0:SpL:80128.0,102607.0] || member(u,intersection(complement(symmetric_difference(v,w)),power_class(complement(union(x,y)))))* member(u,union(symmetric_difference(w,v),image(element_relation,union(x,y)))) -> .
% 299.74/300.48 152065[0:Rew:75578.0,151877.1] || equal(complement(union(u,v)),universal_class) member(w,intersection(power_class(universal_class),complement(x))) member(w,union(x,image(element_relation,union(u,v))))* -> .
% 299.74/300.48 152066[4:Rew:75578.0,151869.1] || equal(successor(union(u,v)),null_class) member(w,intersection(power_class(universal_class),complement(x))) member(w,union(x,image(element_relation,union(u,v))))* -> .
% 299.74/300.48 152650[4:SpL:102667.0,57575.0] || subclass(union(intersection(complement(u),power_class(v)),complement(union(w,x))),null_class)* -> member(singleton(y),intersection(union(u,complement(power_class(v))),union(w,x)))*.
% 299.74/300.48 152649[4:SpL:102667.0,107302.0] || subclass(union(intersection(complement(u),power_class(v)),complement(union(w,x))),null_class)* -> subclass(regular(null_class),intersection(union(u,complement(power_class(v))),union(w,x))).
% 299.74/300.48 152648[6:SpL:102667.0,55384.0] || equal(successor(union(intersection(complement(u),power_class(v)),complement(union(w,x)))),null_class)** -> member(null_class,intersection(union(u,complement(power_class(v))),union(w,x))).
% 299.74/300.48 152647[4:SpL:102667.0,55572.0] || equal(successor(union(intersection(complement(u),power_class(v)),complement(union(w,x)))),null_class)** -> member(omega,intersection(union(u,complement(power_class(v))),union(w,x))).
% 299.74/300.48 152646[4:SpL:102667.0,55718.0] || equal(successor(union(intersection(complement(u),power_class(v)),complement(union(w,x)))),null_class)** -> member(x__dfg,intersection(union(u,complement(power_class(v))),union(w,x))).
% 299.74/300.48 152645[4:SpL:102667.0,95426.0] || equal(successor(union(intersection(complement(u),power_class(v)),complement(union(w,x)))),null_class)** -> subclass(universal_class,intersection(union(u,complement(power_class(v))),union(w,x))).
% 299.74/300.48 152635[2:SpL:102667.0,14917.1] || equal(intersection(union(u,complement(power_class(v))),union(w,x)),domain_relation) equal(union(intersection(complement(u),power_class(v)),complement(union(w,x))),domain_relation)** -> .
% 299.74/300.48 152634[2:SpL:102667.0,14644.1] || subclass(domain_relation,intersection(union(u,complement(power_class(v))),union(w,x))) subclass(domain_relation,union(intersection(complement(u),power_class(v)),complement(union(w,x))))* -> .
% 299.74/300.48 152633[2:SpL:102667.0,37652.1] || equal(intersection(union(u,complement(power_class(v))),union(w,x)),domain_relation) subclass(domain_relation,union(intersection(complement(u),power_class(v)),complement(union(w,x))))* -> .
% 299.74/300.48 152622[2:SpL:102667.0,17229.1] || subclass(domain_relation,intersection(union(u,complement(power_class(v))),union(w,x))) subclass(universal_class,union(intersection(complement(u),power_class(v)),complement(union(w,x))))* -> .
% 299.74/300.48 152621[2:SpL:102667.0,37648.1] || equal(intersection(union(u,complement(power_class(v))),union(w,x)),domain_relation) subclass(universal_class,union(intersection(complement(u),power_class(v)),complement(union(w,x))))* -> .
% 299.74/300.48 152613[0:SpR:71286.1,102667.0] || subclass(union(u,v),union(w,complement(power_class(x)))) -> equal(union(intersection(complement(w),power_class(x)),complement(union(u,v))),complement(union(u,v)))**.
% 299.74/300.48 152498[4:SpR:102667.0,125049.0] || -> subclass(regular(union(complement(successor(u)),intersection(union(v,complement(power_class(w))),union(x,y)))),union(intersection(complement(v),power_class(w)),complement(union(x,y))))*.
% 299.74/300.48 152497[4:SpR:102667.0,124551.0] || -> subclass(regular(union(complement(power_class(u)),intersection(union(v,complement(power_class(w))),union(x,y)))),union(intersection(complement(v),power_class(w)),complement(union(x,y))))*.
% 299.74/300.48 152487[0:SpR:102667.0,80315.0] || -> subclass(symmetric_difference(complement(u),union(intersection(complement(v),power_class(w)),complement(union(x,y)))),union(intersection(union(v,complement(power_class(w))),union(x,y)),u))*.
% 299.74/300.48 152485[0:SpR:102667.0,7868.0] || -> subclass(symmetric_difference(complement(u),union(intersection(complement(v),power_class(w)),complement(union(x,y)))),union(u,intersection(union(v,complement(power_class(w))),union(x,y))))*.
% 299.74/300.48 152482[2:SpR:102667.0,130204.0] || -> equal(intersection(intersection(union(u,complement(power_class(v))),union(w,x)),restrict(union(intersection(complement(u),power_class(v)),complement(union(w,x))),y,z)),null_class)**.
% 299.74/300.48 152480[4:SpR:102667.0,124375.0] || -> subclass(regular(union(intersection(union(u,complement(power_class(v))),union(w,x)),complement(successor(y)))),union(intersection(complement(u),power_class(v)),complement(union(w,x))))*.
% 299.74/300.48 152479[4:SpR:102667.0,124374.0] || -> subclass(regular(union(intersection(union(u,complement(power_class(v))),union(w,x)),complement(power_class(y)))),union(intersection(complement(u),power_class(v)),complement(union(w,x))))*.
% 299.74/300.48 152465[0:SpR:102667.0,43541.0] || -> equal(intersection(union(intersection(complement(u),power_class(v)),complement(union(w,x))),restrict(intersection(union(u,complement(power_class(v))),union(w,x)),y,z)),null_class)**.
% 299.74/300.48 152428[4:SpR:102667.0,20262.1] || -> member(singleton(null_class),intersection(union(u,complement(power_class(v))),union(w,x))) member(singleton(null_class),union(intersection(complement(u),power_class(v)),complement(union(w,x))))*.
% 299.74/300.48 152424[0:SpR:102667.0,80315.0] || -> subclass(symmetric_difference(union(intersection(complement(u),power_class(v)),complement(union(w,x))),complement(y)),union(y,intersection(union(u,complement(power_class(v))),union(w,x))))*.
% 299.74/300.48 152422[0:SpR:102667.0,7868.0] || -> subclass(symmetric_difference(union(intersection(complement(u),power_class(v)),complement(union(w,x))),complement(y)),union(intersection(union(u,complement(power_class(v))),union(w,x)),y))*.
% 299.74/300.48 152420[4:SpR:102667.0,63899.1] || equal(successor(intersection(union(u,complement(power_class(v))),union(w,x))),null_class) -> equal(union(intersection(complement(u),power_class(v)),complement(union(w,x))),universal_class)**.
% 299.74/300.48 153118[4:SpL:102668.0,57575.0] || subclass(union(intersection(power_class(u),complement(v)),complement(union(w,x))),null_class)* -> member(singleton(y),intersection(union(complement(power_class(u)),v),union(w,x)))*.
% 299.74/300.48 153117[4:SpL:102668.0,107302.0] || subclass(union(intersection(power_class(u),complement(v)),complement(union(w,x))),null_class)* -> subclass(regular(null_class),intersection(union(complement(power_class(u)),v),union(w,x))).
% 299.74/300.48 153116[6:SpL:102668.0,55384.0] || equal(successor(union(intersection(power_class(u),complement(v)),complement(union(w,x)))),null_class)** -> member(null_class,intersection(union(complement(power_class(u)),v),union(w,x))).
% 299.74/300.48 153115[4:SpL:102668.0,55572.0] || equal(successor(union(intersection(power_class(u),complement(v)),complement(union(w,x)))),null_class)** -> member(omega,intersection(union(complement(power_class(u)),v),union(w,x))).
% 299.74/300.48 153114[4:SpL:102668.0,55718.0] || equal(successor(union(intersection(power_class(u),complement(v)),complement(union(w,x)))),null_class)** -> member(x__dfg,intersection(union(complement(power_class(u)),v),union(w,x))).
% 299.74/300.48 153113[4:SpL:102668.0,95426.0] || equal(successor(union(intersection(power_class(u),complement(v)),complement(union(w,x)))),null_class)** -> subclass(universal_class,intersection(union(complement(power_class(u)),v),union(w,x))).
% 299.74/300.48 153103[2:SpL:102668.0,14917.1] || equal(intersection(union(complement(power_class(u)),v),union(w,x)),domain_relation) equal(union(intersection(power_class(u),complement(v)),complement(union(w,x))),domain_relation)** -> .
% 299.74/300.48 153102[2:SpL:102668.0,14644.1] || subclass(domain_relation,intersection(union(complement(power_class(u)),v),union(w,x))) subclass(domain_relation,union(intersection(power_class(u),complement(v)),complement(union(w,x))))* -> .
% 299.74/300.48 153101[2:SpL:102668.0,37652.1] || equal(intersection(union(complement(power_class(u)),v),union(w,x)),domain_relation) subclass(domain_relation,union(intersection(power_class(u),complement(v)),complement(union(w,x))))* -> .
% 299.74/300.48 153090[2:SpL:102668.0,17229.1] || subclass(domain_relation,intersection(union(complement(power_class(u)),v),union(w,x))) subclass(universal_class,union(intersection(power_class(u),complement(v)),complement(union(w,x))))* -> .
% 299.74/300.48 153089[2:SpL:102668.0,37648.1] || equal(intersection(union(complement(power_class(u)),v),union(w,x)),domain_relation) subclass(universal_class,union(intersection(power_class(u),complement(v)),complement(union(w,x))))* -> .
% 299.74/300.48 153081[0:SpR:71286.1,102668.0] || subclass(union(u,v),union(complement(power_class(w)),x)) -> equal(union(intersection(power_class(w),complement(x)),complement(union(u,v))),complement(union(u,v)))**.
% 299.74/300.48 152959[4:SpR:102668.0,125049.0] || -> subclass(regular(union(complement(successor(u)),intersection(union(complement(power_class(v)),w),union(x,y)))),union(intersection(power_class(v),complement(w)),complement(union(x,y))))*.
% 299.74/300.48 152958[4:SpR:102668.0,124551.0] || -> subclass(regular(union(complement(power_class(u)),intersection(union(complement(power_class(v)),w),union(x,y)))),union(intersection(power_class(v),complement(w)),complement(union(x,y))))*.
% 299.74/300.48 152948[0:SpR:102668.0,80315.0] || -> subclass(symmetric_difference(complement(u),union(intersection(power_class(v),complement(w)),complement(union(x,y)))),union(intersection(union(complement(power_class(v)),w),union(x,y)),u))*.
% 299.74/300.48 152946[0:SpR:102668.0,7868.0] || -> subclass(symmetric_difference(complement(u),union(intersection(power_class(v),complement(w)),complement(union(x,y)))),union(u,intersection(union(complement(power_class(v)),w),union(x,y))))*.
% 299.74/300.48 152943[2:SpR:102668.0,130204.0] || -> equal(intersection(intersection(union(complement(power_class(u)),v),union(w,x)),restrict(union(intersection(power_class(u),complement(v)),complement(union(w,x))),y,z)),null_class)**.
% 299.74/300.48 152941[4:SpR:102668.0,124375.0] || -> subclass(regular(union(intersection(union(complement(power_class(u)),v),union(w,x)),complement(successor(y)))),union(intersection(power_class(u),complement(v)),complement(union(w,x))))*.
% 299.74/300.48 152940[4:SpR:102668.0,124374.0] || -> subclass(regular(union(intersection(union(complement(power_class(u)),v),union(w,x)),complement(power_class(y)))),union(intersection(power_class(u),complement(v)),complement(union(w,x))))*.
% 299.74/300.48 152926[0:SpR:102668.0,43541.0] || -> equal(intersection(union(intersection(power_class(u),complement(v)),complement(union(w,x))),restrict(intersection(union(complement(power_class(u)),v),union(w,x)),y,z)),null_class)**.
% 299.74/300.48 152889[4:SpR:102668.0,20262.1] || -> member(singleton(null_class),intersection(union(complement(power_class(u)),v),union(w,x))) member(singleton(null_class),union(intersection(power_class(u),complement(v)),complement(union(w,x))))*.
% 299.74/300.48 152885[0:SpR:102668.0,80315.0] || -> subclass(symmetric_difference(union(intersection(power_class(u),complement(v)),complement(union(w,x))),complement(y)),union(y,intersection(union(complement(power_class(u)),v),union(w,x))))*.
% 299.74/300.48 152883[0:SpR:102668.0,7868.0] || -> subclass(symmetric_difference(union(intersection(power_class(u),complement(v)),complement(union(w,x))),complement(y)),union(intersection(union(complement(power_class(u)),v),union(w,x)),y))*.
% 299.74/300.48 152881[4:SpR:102668.0,63899.1] || equal(successor(intersection(union(complement(power_class(u)),v),union(w,x))),null_class) -> equal(union(intersection(power_class(u),complement(v)),complement(union(w,x))),universal_class)**.
% 299.74/300.48 153584[4:SpL:102866.0,57575.0] || subclass(union(intersection(complement(u),union(v,w)),complement(power_class(x))),null_class)* -> member(singleton(y),intersection(union(u,complement(union(v,w))),power_class(x)))*.
% 299.74/300.48 153583[4:SpL:102866.0,107302.0] || subclass(union(intersection(complement(u),union(v,w)),complement(power_class(x))),null_class)* -> subclass(regular(null_class),intersection(union(u,complement(union(v,w))),power_class(x))).
% 299.74/300.48 153582[6:SpL:102866.0,55384.0] || equal(successor(union(intersection(complement(u),union(v,w)),complement(power_class(x)))),null_class)** -> member(null_class,intersection(union(u,complement(union(v,w))),power_class(x))).
% 299.74/300.48 153581[4:SpL:102866.0,55572.0] || equal(successor(union(intersection(complement(u),union(v,w)),complement(power_class(x)))),null_class)** -> member(omega,intersection(union(u,complement(union(v,w))),power_class(x))).
% 299.74/300.48 153580[4:SpL:102866.0,55718.0] || equal(successor(union(intersection(complement(u),union(v,w)),complement(power_class(x)))),null_class)** -> member(x__dfg,intersection(union(u,complement(union(v,w))),power_class(x))).
% 299.74/300.48 153579[4:SpL:102866.0,95426.0] || equal(successor(union(intersection(complement(u),union(v,w)),complement(power_class(x)))),null_class)** -> subclass(universal_class,intersection(union(u,complement(union(v,w))),power_class(x))).
% 299.74/300.48 153569[2:SpL:102866.0,14917.1] || equal(intersection(union(u,complement(union(v,w))),power_class(x)),domain_relation) equal(union(intersection(complement(u),union(v,w)),complement(power_class(x))),domain_relation)** -> .
% 299.74/300.48 153568[2:SpL:102866.0,14644.1] || subclass(domain_relation,intersection(union(u,complement(union(v,w))),power_class(x))) subclass(domain_relation,union(intersection(complement(u),union(v,w)),complement(power_class(x))))* -> .
% 299.74/300.48 153567[2:SpL:102866.0,37652.1] || equal(intersection(union(u,complement(union(v,w))),power_class(x)),domain_relation) subclass(domain_relation,union(intersection(complement(u),union(v,w)),complement(power_class(x))))* -> .
% 299.74/300.48 153556[2:SpL:102866.0,17229.1] || subclass(domain_relation,intersection(union(u,complement(union(v,w))),power_class(x))) subclass(universal_class,union(intersection(complement(u),union(v,w)),complement(power_class(x))))* -> .
% 299.74/300.48 153555[2:SpL:102866.0,37648.1] || equal(intersection(union(u,complement(union(v,w))),power_class(x)),domain_relation) subclass(universal_class,union(intersection(complement(u),union(v,w)),complement(power_class(x))))* -> .
% 299.74/300.48 153436[4:SpR:102866.0,125049.0] || -> subclass(regular(union(complement(successor(u)),intersection(union(v,complement(union(w,x))),power_class(y)))),union(intersection(complement(v),union(w,x)),complement(power_class(y))))*.
% 299.74/300.48 153435[4:SpR:102866.0,124551.0] || -> subclass(regular(union(complement(power_class(u)),intersection(union(v,complement(union(w,x))),power_class(y)))),union(intersection(complement(v),union(w,x)),complement(power_class(y))))*.
% 299.74/300.48 153425[0:SpR:102866.0,80315.0] || -> subclass(symmetric_difference(complement(u),union(intersection(complement(v),union(w,x)),complement(power_class(y)))),union(intersection(union(v,complement(union(w,x))),power_class(y)),u))*.
% 299.74/300.48 153423[0:SpR:102866.0,7868.0] || -> subclass(symmetric_difference(complement(u),union(intersection(complement(v),union(w,x)),complement(power_class(y)))),union(u,intersection(union(v,complement(union(w,x))),power_class(y))))*.
% 299.74/300.48 153420[2:SpR:102866.0,130204.0] || -> equal(intersection(intersection(union(u,complement(union(v,w))),power_class(x)),restrict(union(intersection(complement(u),union(v,w)),complement(power_class(x))),y,z)),null_class)**.
% 299.74/300.48 153418[4:SpR:102866.0,124375.0] || -> subclass(regular(union(intersection(union(u,complement(union(v,w))),power_class(x)),complement(successor(y)))),union(intersection(complement(u),union(v,w)),complement(power_class(x))))*.
% 299.74/300.48 153417[4:SpR:102866.0,124374.0] || -> subclass(regular(union(intersection(union(u,complement(union(v,w))),power_class(x)),complement(power_class(y)))),union(intersection(complement(u),union(v,w)),complement(power_class(x))))*.
% 299.74/300.48 153403[0:SpR:102866.0,43541.0] || -> equal(intersection(union(intersection(complement(u),union(v,w)),complement(power_class(x))),restrict(intersection(union(u,complement(union(v,w))),power_class(x)),y,z)),null_class)**.
% 299.74/300.48 153366[4:SpR:102866.0,20262.1] || -> member(singleton(null_class),intersection(union(u,complement(union(v,w))),power_class(x))) member(singleton(null_class),union(intersection(complement(u),union(v,w)),complement(power_class(x))))*.
% 299.74/300.48 153362[0:SpR:102866.0,80315.0] || -> subclass(symmetric_difference(union(intersection(complement(u),union(v,w)),complement(power_class(x))),complement(y)),union(y,intersection(union(u,complement(union(v,w))),power_class(x))))*.
% 299.74/300.48 153360[0:SpR:102866.0,7868.0] || -> subclass(symmetric_difference(union(intersection(complement(u),union(v,w)),complement(power_class(x))),complement(y)),union(intersection(union(u,complement(union(v,w))),power_class(x)),y))*.
% 299.74/300.48 153358[4:SpR:102866.0,63899.1] || equal(successor(intersection(union(u,complement(union(v,w))),power_class(x))),null_class) -> equal(union(intersection(complement(u),union(v,w)),complement(power_class(x))),universal_class)**.
% 299.74/300.48 153998[0:Res:13341.2,102909.0] || subclass(universal_class,intersection(power_class(complement(union(u,v))),complement(w)))* member(regular(x),union(image(element_relation,union(u,v)),w))* -> equal(x,null_class).
% 299.74/300.48 153934[0:SpL:25457.1,102909.0] || equal(complement(union(u,v)),universal_class) member(w,intersection(power_class(universal_class),complement(x))) member(w,union(image(element_relation,union(u,v)),x))* -> .
% 299.74/300.48 153926[4:SpL:63899.1,102909.0] || equal(successor(union(u,v)),null_class) member(w,intersection(power_class(universal_class),complement(x))) member(w,union(image(element_relation,union(u,v)),x))* -> .
% 299.74/300.48 153878[4:SpL:75150.0,102909.0] || member(u,intersection(power_class(complement(union(v,w))),complement(apply(null_class,x))))* member(u,union(image(element_relation,union(v,w)),apply(null_class,y)))* -> .
% 299.74/300.48 154084[4:Rew:75578.0,153877.0] || member(u,intersection(complement(sum_class(range_of(null_class))),power_class(complement(union(v,w)))))* member(u,union(image(element_relation,union(v,w)),apply(null_class,x)))* -> .
% 299.74/300.48 153875[0:SpL:106411.0,102909.0] || member(u,intersection(power_class(complement(union(v,w))),complement(union(x,y))))* member(u,union(image(element_relation,union(v,w)),union(y,x))) -> .
% 299.74/300.48 153874[4:SpL:29733.0,102909.0] || member(u,intersection(power_class(complement(union(v,w))),union(null_class,complement(x))))* member(u,union(image(element_relation,union(v,w)),union(null_class,x))) -> .
% 299.74/300.48 153873[4:SpL:74143.0,102909.0] || member(u,intersection(power_class(complement(union(v,w))),union(null_class,complement(x))))* member(u,union(image(element_relation,union(v,w)),union(x,null_class))) -> .
% 299.74/300.48 153872[4:SpL:36664.0,102909.0] || member(u,intersection(power_class(complement(union(v,w))),union(null_class,complement(x))))* member(u,union(image(element_relation,union(v,w)),union(x,x)))* -> .
% 299.74/300.48 154085[4:Rew:80005.0,153870.1] || member(u,intersection(power_class(complement(union(v,w))),complement(apply(null_class,x))))* member(u,union(sum_class(range_of(null_class)),image(element_relation,union(v,w)))) -> .
% 299.74/300.48 153866[0:SpL:80128.0,102909.0] || member(u,intersection(power_class(complement(union(v,w))),complement(symmetric_difference(x,y))))* member(u,union(image(element_relation,union(v,w)),symmetric_difference(y,x))) -> .
% 299.74/300.48 154360[4:SpL:103019.0,57575.0] || subclass(union(complement(power_class(u)),intersection(union(v,w),complement(x))),null_class)* -> member(singleton(y),intersection(power_class(u),union(complement(union(v,w)),x)))*.
% 299.74/300.48 154359[4:SpL:103019.0,107302.0] || subclass(union(complement(power_class(u)),intersection(union(v,w),complement(x))),null_class)* -> subclass(regular(null_class),intersection(power_class(u),union(complement(union(v,w)),x))).
% 299.74/300.48 154358[6:SpL:103019.0,55384.0] || equal(successor(union(complement(power_class(u)),intersection(union(v,w),complement(x)))),null_class)** -> member(null_class,intersection(power_class(u),union(complement(union(v,w)),x))).
% 299.74/300.48 154357[4:SpL:103019.0,55572.0] || equal(successor(union(complement(power_class(u)),intersection(union(v,w),complement(x)))),null_class)** -> member(omega,intersection(power_class(u),union(complement(union(v,w)),x))).
% 299.74/300.48 154356[4:SpL:103019.0,55718.0] || equal(successor(union(complement(power_class(u)),intersection(union(v,w),complement(x)))),null_class)** -> member(x__dfg,intersection(power_class(u),union(complement(union(v,w)),x))).
% 299.74/300.48 154355[4:SpL:103019.0,95426.0] || equal(successor(union(complement(power_class(u)),intersection(union(v,w),complement(x)))),null_class)** -> subclass(universal_class,intersection(power_class(u),union(complement(union(v,w)),x))).
% 299.74/300.48 154345[2:SpL:103019.0,14917.1] || equal(intersection(power_class(u),union(complement(union(v,w)),x)),domain_relation) equal(union(complement(power_class(u)),intersection(union(v,w),complement(x))),domain_relation)** -> .
% 299.74/300.48 154344[2:SpL:103019.0,14644.1] || subclass(domain_relation,intersection(power_class(u),union(complement(union(v,w)),x))) subclass(domain_relation,union(complement(power_class(u)),intersection(union(v,w),complement(x))))* -> .
% 299.74/300.48 154343[2:SpL:103019.0,37652.1] || equal(intersection(power_class(u),union(complement(union(v,w)),x)),domain_relation) subclass(domain_relation,union(complement(power_class(u)),intersection(union(v,w),complement(x))))* -> .
% 299.74/300.48 154332[2:SpL:103019.0,17229.1] || subclass(domain_relation,intersection(power_class(u),union(complement(union(v,w)),x))) subclass(universal_class,union(complement(power_class(u)),intersection(union(v,w),complement(x))))* -> .
% 299.74/300.48 154331[2:SpL:103019.0,37648.1] || equal(intersection(power_class(u),union(complement(union(v,w)),x)),domain_relation) subclass(universal_class,union(complement(power_class(u)),intersection(union(v,w),complement(x))))* -> .
% 299.74/300.48 154206[4:SpR:103019.0,125049.0] || -> subclass(regular(union(complement(successor(u)),intersection(power_class(v),union(complement(union(w,x)),y)))),union(complement(power_class(v)),intersection(union(w,x),complement(y))))*.
% 299.74/300.48 154205[4:SpR:103019.0,124551.0] || -> subclass(regular(union(complement(power_class(u)),intersection(power_class(v),union(complement(union(w,x)),y)))),union(complement(power_class(v)),intersection(union(w,x),complement(y))))*.
% 299.74/300.48 154195[0:SpR:103019.0,80315.0] || -> subclass(symmetric_difference(complement(u),union(complement(power_class(v)),intersection(union(w,x),complement(y)))),union(intersection(power_class(v),union(complement(union(w,x)),y)),u))*.
% 299.74/300.48 154193[0:SpR:103019.0,7868.0] || -> subclass(symmetric_difference(complement(u),union(complement(power_class(v)),intersection(union(w,x),complement(y)))),union(u,intersection(power_class(v),union(complement(union(w,x)),y))))*.
% 299.74/300.48 154190[2:SpR:103019.0,130204.0] || -> equal(intersection(intersection(power_class(u),union(complement(union(v,w)),x)),restrict(union(complement(power_class(u)),intersection(union(v,w),complement(x))),y,z)),null_class)**.
% 299.74/300.48 154188[4:SpR:103019.0,124375.0] || -> subclass(regular(union(intersection(power_class(u),union(complement(union(v,w)),x)),complement(successor(y)))),union(complement(power_class(u)),intersection(union(v,w),complement(x))))*.
% 299.74/300.48 154187[4:SpR:103019.0,124374.0] || -> subclass(regular(union(intersection(power_class(u),union(complement(union(v,w)),x)),complement(power_class(y)))),union(complement(power_class(u)),intersection(union(v,w),complement(x))))*.
% 299.74/300.48 154173[0:SpR:103019.0,43541.0] || -> equal(intersection(union(complement(power_class(u)),intersection(union(v,w),complement(x))),restrict(intersection(power_class(u),union(complement(union(v,w)),x)),y,z)),null_class)**.
% 299.74/300.48 154136[4:SpR:103019.0,20262.1] || -> member(singleton(null_class),intersection(power_class(u),union(complement(union(v,w)),x))) member(singleton(null_class),union(complement(power_class(u)),intersection(union(v,w),complement(x))))*.
% 299.74/300.48 154132[0:SpR:103019.0,80315.0] || -> subclass(symmetric_difference(union(complement(power_class(u)),intersection(union(v,w),complement(x))),complement(y)),union(y,intersection(power_class(u),union(complement(union(v,w)),x))))*.
% 299.74/300.48 154130[0:SpR:103019.0,7868.0] || -> subclass(symmetric_difference(union(complement(power_class(u)),intersection(union(v,w),complement(x))),complement(y)),union(intersection(power_class(u),union(complement(union(v,w)),x)),y))*.
% 299.74/300.48 154128[4:SpR:103019.0,63899.1] || equal(successor(intersection(power_class(u),union(complement(union(v,w)),x))),null_class) -> equal(union(complement(power_class(u)),intersection(union(v,w),complement(x))),universal_class)**.
% 299.74/300.48 154843[4:SpL:103205.0,57575.0] || subclass(union(intersection(union(u,v),complement(w)),complement(power_class(x))),null_class)* -> member(singleton(y),intersection(union(complement(union(u,v)),w),power_class(x)))*.
% 299.74/300.48 154842[4:SpL:103205.0,107302.0] || subclass(union(intersection(union(u,v),complement(w)),complement(power_class(x))),null_class)* -> subclass(regular(null_class),intersection(union(complement(union(u,v)),w),power_class(x))).
% 299.74/300.48 154841[6:SpL:103205.0,55384.0] || equal(successor(union(intersection(union(u,v),complement(w)),complement(power_class(x)))),null_class)** -> member(null_class,intersection(union(complement(union(u,v)),w),power_class(x))).
% 299.74/300.48 154840[4:SpL:103205.0,55572.0] || equal(successor(union(intersection(union(u,v),complement(w)),complement(power_class(x)))),null_class)** -> member(omega,intersection(union(complement(union(u,v)),w),power_class(x))).
% 299.74/300.48 154839[4:SpL:103205.0,55718.0] || equal(successor(union(intersection(union(u,v),complement(w)),complement(power_class(x)))),null_class)** -> member(x__dfg,intersection(union(complement(union(u,v)),w),power_class(x))).
% 299.74/300.48 154838[4:SpL:103205.0,95426.0] || equal(successor(union(intersection(union(u,v),complement(w)),complement(power_class(x)))),null_class)** -> subclass(universal_class,intersection(union(complement(union(u,v)),w),power_class(x))).
% 299.74/300.48 154828[2:SpL:103205.0,14917.1] || equal(intersection(union(complement(union(u,v)),w),power_class(x)),domain_relation) equal(union(intersection(union(u,v),complement(w)),complement(power_class(x))),domain_relation)** -> .
% 299.74/300.48 154827[2:SpL:103205.0,14644.1] || subclass(domain_relation,intersection(union(complement(union(u,v)),w),power_class(x))) subclass(domain_relation,union(intersection(union(u,v),complement(w)),complement(power_class(x))))* -> .
% 299.74/300.48 154826[2:SpL:103205.0,37652.1] || equal(intersection(union(complement(union(u,v)),w),power_class(x)),domain_relation) subclass(domain_relation,union(intersection(union(u,v),complement(w)),complement(power_class(x))))* -> .
% 299.74/300.48 154815[2:SpL:103205.0,17229.1] || subclass(domain_relation,intersection(union(complement(union(u,v)),w),power_class(x))) subclass(universal_class,union(intersection(union(u,v),complement(w)),complement(power_class(x))))* -> .
% 299.74/300.48 154814[2:SpL:103205.0,37648.1] || equal(intersection(union(complement(union(u,v)),w),power_class(x)),domain_relation) subclass(universal_class,union(intersection(union(u,v),complement(w)),complement(power_class(x))))* -> .
% 299.74/300.48 154689[4:SpR:103205.0,125049.0] || -> subclass(regular(union(complement(successor(u)),intersection(union(complement(union(v,w)),x),power_class(y)))),union(intersection(union(v,w),complement(x)),complement(power_class(y))))*.
% 299.74/300.48 154688[4:SpR:103205.0,124551.0] || -> subclass(regular(union(complement(power_class(u)),intersection(union(complement(union(v,w)),x),power_class(y)))),union(intersection(union(v,w),complement(x)),complement(power_class(y))))*.
% 299.74/300.48 154678[0:SpR:103205.0,80315.0] || -> subclass(symmetric_difference(complement(u),union(intersection(union(v,w),complement(x)),complement(power_class(y)))),union(intersection(union(complement(union(v,w)),x),power_class(y)),u))*.
% 299.74/300.48 154676[0:SpR:103205.0,7868.0] || -> subclass(symmetric_difference(complement(u),union(intersection(union(v,w),complement(x)),complement(power_class(y)))),union(u,intersection(union(complement(union(v,w)),x),power_class(y))))*.
% 299.74/300.48 154673[2:SpR:103205.0,130204.0] || -> equal(intersection(intersection(union(complement(union(u,v)),w),power_class(x)),restrict(union(intersection(union(u,v),complement(w)),complement(power_class(x))),y,z)),null_class)**.
% 299.74/300.48 154671[4:SpR:103205.0,124375.0] || -> subclass(regular(union(intersection(union(complement(union(u,v)),w),power_class(x)),complement(successor(y)))),union(intersection(union(u,v),complement(w)),complement(power_class(x))))*.
% 299.74/300.48 154670[4:SpR:103205.0,124374.0] || -> subclass(regular(union(intersection(union(complement(union(u,v)),w),power_class(x)),complement(power_class(y)))),union(intersection(union(u,v),complement(w)),complement(power_class(x))))*.
% 299.74/300.48 154656[0:SpR:103205.0,43541.0] || -> equal(intersection(union(intersection(union(u,v),complement(w)),complement(power_class(x))),restrict(intersection(union(complement(union(u,v)),w),power_class(x)),y,z)),null_class)**.
% 299.74/300.48 154619[4:SpR:103205.0,20262.1] || -> member(singleton(null_class),intersection(union(complement(union(u,v)),w),power_class(x))) member(singleton(null_class),union(intersection(union(u,v),complement(w)),complement(power_class(x))))*.
% 299.74/300.48 154615[0:SpR:103205.0,80315.0] || -> subclass(symmetric_difference(union(intersection(union(u,v),complement(w)),complement(power_class(x))),complement(y)),union(y,intersection(union(complement(union(u,v)),w),power_class(x))))*.
% 299.74/300.48 154613[0:SpR:103205.0,7868.0] || -> subclass(symmetric_difference(union(intersection(union(u,v),complement(w)),complement(power_class(x))),complement(y)),union(intersection(union(complement(union(u,v)),w),power_class(x)),y))*.
% 299.74/300.48 154611[4:SpR:103205.0,63899.1] || equal(successor(intersection(union(complement(union(u,v)),w),power_class(x))),null_class) -> equal(union(intersection(union(u,v),complement(w)),complement(power_class(x))),universal_class)**.
% 299.74/300.48 155283[4:SpL:103451.0,57575.0] || subclass(union(complement(union(u,v)),intersection(complement(w),power_class(x))),null_class)* -> member(singleton(y),intersection(union(u,v),union(w,complement(power_class(x)))))*.
% 299.74/300.48 155282[4:SpL:103451.0,107302.0] || subclass(union(complement(union(u,v)),intersection(complement(w),power_class(x))),null_class)* -> subclass(regular(null_class),intersection(union(u,v),union(w,complement(power_class(x))))).
% 299.74/300.48 155281[6:SpL:103451.0,55384.0] || equal(successor(union(complement(union(u,v)),intersection(complement(w),power_class(x)))),null_class)** -> member(null_class,intersection(union(u,v),union(w,complement(power_class(x))))).
% 299.74/300.48 155280[4:SpL:103451.0,55572.0] || equal(successor(union(complement(union(u,v)),intersection(complement(w),power_class(x)))),null_class)** -> member(omega,intersection(union(u,v),union(w,complement(power_class(x))))).
% 299.74/300.48 155279[4:SpL:103451.0,55718.0] || equal(successor(union(complement(union(u,v)),intersection(complement(w),power_class(x)))),null_class)** -> member(x__dfg,intersection(union(u,v),union(w,complement(power_class(x))))).
% 299.74/300.48 155278[4:SpL:103451.0,95426.0] || equal(successor(union(complement(union(u,v)),intersection(complement(w),power_class(x)))),null_class)** -> subclass(universal_class,intersection(union(u,v),union(w,complement(power_class(x))))).
% 299.74/300.48 155268[2:SpL:103451.0,14917.1] || equal(intersection(union(u,v),union(w,complement(power_class(x)))),domain_relation) equal(union(complement(union(u,v)),intersection(complement(w),power_class(x))),domain_relation)** -> .
% 299.74/300.48 155267[2:SpL:103451.0,14644.1] || subclass(domain_relation,intersection(union(u,v),union(w,complement(power_class(x))))) subclass(domain_relation,union(complement(union(u,v)),intersection(complement(w),power_class(x))))* -> .
% 299.74/300.48 155266[2:SpL:103451.0,37652.1] || equal(intersection(union(u,v),union(w,complement(power_class(x)))),domain_relation) subclass(domain_relation,union(complement(union(u,v)),intersection(complement(w),power_class(x))))* -> .
% 299.74/300.48 155255[2:SpL:103451.0,17229.1] || subclass(domain_relation,intersection(union(u,v),union(w,complement(power_class(x))))) subclass(universal_class,union(complement(union(u,v)),intersection(complement(w),power_class(x))))* -> .
% 299.74/300.48 155254[2:SpL:103451.0,37648.1] || equal(intersection(union(u,v),union(w,complement(power_class(x)))),domain_relation) subclass(universal_class,union(complement(union(u,v)),intersection(complement(w),power_class(x))))* -> .
% 299.74/300.48 155236[0:SpR:92837.1,103451.0] || subclass(union(u,v),union(w,complement(power_class(x)))) -> equal(union(complement(union(u,v)),intersection(complement(w),power_class(x))),complement(union(u,v)))**.
% 299.74/300.48 155149[0:SpR:103451.0,102668.0] || -> equal(union(complement(union(complement(power_class(u)),v)),intersection(complement(w),power_class(x))),union(intersection(power_class(u),complement(v)),complement(union(w,complement(power_class(x))))))**.
% 299.74/300.48 155148[0:SpR:103451.0,102667.0] || -> equal(union(complement(union(u,complement(power_class(v)))),intersection(complement(w),power_class(x))),union(intersection(complement(u),power_class(v)),complement(union(w,complement(power_class(x))))))**.
% 299.74/300.48 155135[4:SpR:103451.0,125049.0] || -> subclass(regular(union(complement(successor(u)),intersection(union(v,w),union(x,complement(power_class(y)))))),union(complement(union(v,w)),intersection(complement(x),power_class(y))))*.
% 299.74/300.48 155134[4:SpR:103451.0,124551.0] || -> subclass(regular(union(complement(power_class(u)),intersection(union(v,w),union(x,complement(power_class(y)))))),union(complement(union(v,w)),intersection(complement(x),power_class(y))))*.
% 299.74/300.48 155124[0:SpR:103451.0,80315.0] || -> subclass(symmetric_difference(complement(u),union(complement(union(v,w)),intersection(complement(x),power_class(y)))),union(intersection(union(v,w),union(x,complement(power_class(y)))),u))*.
% 299.74/300.48 155122[0:SpR:103451.0,7868.0] || -> subclass(symmetric_difference(complement(u),union(complement(union(v,w)),intersection(complement(x),power_class(y)))),union(u,intersection(union(v,w),union(x,complement(power_class(y))))))*.
% 299.74/300.48 155119[2:SpR:103451.0,130204.0] || -> equal(intersection(intersection(union(u,v),union(w,complement(power_class(x)))),restrict(union(complement(union(u,v)),intersection(complement(w),power_class(x))),y,z)),null_class)**.
% 299.74/300.48 155117[4:SpR:103451.0,124375.0] || -> subclass(regular(union(intersection(union(u,v),union(w,complement(power_class(x)))),complement(successor(y)))),union(complement(union(u,v)),intersection(complement(w),power_class(x))))*.
% 299.74/300.48 155116[4:SpR:103451.0,124374.0] || -> subclass(regular(union(intersection(union(u,v),union(w,complement(power_class(x)))),complement(power_class(y)))),union(complement(union(u,v)),intersection(complement(w),power_class(x))))*.
% 299.74/300.48 155102[0:SpR:103451.0,43541.0] || -> equal(intersection(union(complement(union(u,v)),intersection(complement(w),power_class(x))),restrict(intersection(union(u,v),union(w,complement(power_class(x)))),y,z)),null_class)**.
% 299.74/300.48 155065[4:SpR:103451.0,20262.1] || -> member(singleton(null_class),intersection(union(u,v),union(w,complement(power_class(x))))) member(singleton(null_class),union(complement(union(u,v)),intersection(complement(w),power_class(x))))*.
% 299.74/300.48 155061[0:SpR:103451.0,80315.0] || -> subclass(symmetric_difference(union(complement(union(u,v)),intersection(complement(w),power_class(x))),complement(y)),union(y,intersection(union(u,v),union(w,complement(power_class(x))))))*.
% 299.74/300.48 155059[0:SpR:103451.0,7868.0] || -> subclass(symmetric_difference(union(complement(union(u,v)),intersection(complement(w),power_class(x))),complement(y)),union(intersection(union(u,v),union(w,complement(power_class(x)))),y))*.
% 299.74/300.48 155057[4:SpR:103451.0,63899.1] || equal(successor(intersection(union(u,v),union(w,complement(power_class(x))))),null_class) -> equal(union(complement(union(u,v)),intersection(complement(w),power_class(x))),universal_class)**.
% 299.74/300.48 156052[4:SpL:103452.0,57575.0] || subclass(union(complement(union(u,v)),intersection(power_class(w),complement(x))),null_class)* -> member(singleton(y),intersection(union(u,v),union(complement(power_class(w)),x)))*.
% 299.74/300.48 156051[4:SpL:103452.0,107302.0] || subclass(union(complement(union(u,v)),intersection(power_class(w),complement(x))),null_class)* -> subclass(regular(null_class),intersection(union(u,v),union(complement(power_class(w)),x))).
% 299.74/300.48 156050[6:SpL:103452.0,55384.0] || equal(successor(union(complement(union(u,v)),intersection(power_class(w),complement(x)))),null_class)** -> member(null_class,intersection(union(u,v),union(complement(power_class(w)),x))).
% 299.74/300.48 156049[4:SpL:103452.0,55572.0] || equal(successor(union(complement(union(u,v)),intersection(power_class(w),complement(x)))),null_class)** -> member(omega,intersection(union(u,v),union(complement(power_class(w)),x))).
% 299.74/300.48 156048[4:SpL:103452.0,55718.0] || equal(successor(union(complement(union(u,v)),intersection(power_class(w),complement(x)))),null_class)** -> member(x__dfg,intersection(union(u,v),union(complement(power_class(w)),x))).
% 299.74/300.48 156047[4:SpL:103452.0,95426.0] || equal(successor(union(complement(union(u,v)),intersection(power_class(w),complement(x)))),null_class)** -> subclass(universal_class,intersection(union(u,v),union(complement(power_class(w)),x))).
% 299.74/300.48 156037[2:SpL:103452.0,14917.1] || equal(intersection(union(u,v),union(complement(power_class(w)),x)),domain_relation) equal(union(complement(union(u,v)),intersection(power_class(w),complement(x))),domain_relation)** -> .
% 299.74/300.48 156036[2:SpL:103452.0,14644.1] || subclass(domain_relation,intersection(union(u,v),union(complement(power_class(w)),x))) subclass(domain_relation,union(complement(union(u,v)),intersection(power_class(w),complement(x))))* -> .
% 299.74/300.48 156035[2:SpL:103452.0,37652.1] || equal(intersection(union(u,v),union(complement(power_class(w)),x)),domain_relation) subclass(domain_relation,union(complement(union(u,v)),intersection(power_class(w),complement(x))))* -> .
% 299.74/300.48 156024[2:SpL:103452.0,17229.1] || subclass(domain_relation,intersection(union(u,v),union(complement(power_class(w)),x))) subclass(universal_class,union(complement(union(u,v)),intersection(power_class(w),complement(x))))* -> .
% 299.74/300.48 156023[2:SpL:103452.0,37648.1] || equal(intersection(union(u,v),union(complement(power_class(w)),x)),domain_relation) subclass(universal_class,union(complement(union(u,v)),intersection(power_class(w),complement(x))))* -> .
% 299.74/300.48 156004[0:SpR:92837.1,103452.0] || subclass(union(u,v),union(complement(power_class(w)),x)) -> equal(union(complement(union(u,v)),intersection(power_class(w),complement(x))),complement(union(u,v)))**.
% 299.74/300.48 155909[0:SpR:103452.0,102668.0] || -> equal(union(complement(union(complement(power_class(u)),v)),intersection(power_class(w),complement(x))),union(intersection(power_class(u),complement(v)),complement(union(complement(power_class(w)),x))))**.
% 299.74/300.48 155908[0:SpR:103452.0,102667.0] || -> equal(union(complement(union(u,complement(power_class(v)))),intersection(power_class(w),complement(x))),union(intersection(complement(u),power_class(v)),complement(union(complement(power_class(w)),x))))**.
% 299.74/300.48 155895[4:SpR:103452.0,125049.0] || -> subclass(regular(union(complement(successor(u)),intersection(union(v,w),union(complement(power_class(x)),y)))),union(complement(union(v,w)),intersection(power_class(x),complement(y))))*.
% 299.74/300.48 155894[4:SpR:103452.0,124551.0] || -> subclass(regular(union(complement(power_class(u)),intersection(union(v,w),union(complement(power_class(x)),y)))),union(complement(union(v,w)),intersection(power_class(x),complement(y))))*.
% 299.74/300.48 155884[0:SpR:103452.0,80315.0] || -> subclass(symmetric_difference(complement(u),union(complement(union(v,w)),intersection(power_class(x),complement(y)))),union(intersection(union(v,w),union(complement(power_class(x)),y)),u))*.
% 299.74/300.48 155882[0:SpR:103452.0,7868.0] || -> subclass(symmetric_difference(complement(u),union(complement(union(v,w)),intersection(power_class(x),complement(y)))),union(u,intersection(union(v,w),union(complement(power_class(x)),y))))*.
% 299.74/300.48 155879[2:SpR:103452.0,130204.0] || -> equal(intersection(intersection(union(u,v),union(complement(power_class(w)),x)),restrict(union(complement(union(u,v)),intersection(power_class(w),complement(x))),y,z)),null_class)**.
% 299.74/300.48 155877[4:SpR:103452.0,124375.0] || -> subclass(regular(union(intersection(union(u,v),union(complement(power_class(w)),x)),complement(successor(y)))),union(complement(union(u,v)),intersection(power_class(w),complement(x))))*.
% 299.74/300.48 155876[4:SpR:103452.0,124374.0] || -> subclass(regular(union(intersection(union(u,v),union(complement(power_class(w)),x)),complement(power_class(y)))),union(complement(union(u,v)),intersection(power_class(w),complement(x))))*.
% 299.74/300.48 155862[0:SpR:103452.0,43541.0] || -> equal(intersection(union(complement(union(u,v)),intersection(power_class(w),complement(x))),restrict(intersection(union(u,v),union(complement(power_class(w)),x)),y,z)),null_class)**.
% 299.74/300.48 155825[4:SpR:103452.0,20262.1] || -> member(singleton(null_class),intersection(union(u,v),union(complement(power_class(w)),x))) member(singleton(null_class),union(complement(union(u,v)),intersection(power_class(w),complement(x))))*.
% 299.74/300.48 155821[0:SpR:103452.0,80315.0] || -> subclass(symmetric_difference(union(complement(union(u,v)),intersection(power_class(w),complement(x))),complement(y)),union(y,intersection(union(u,v),union(complement(power_class(w)),x))))*.
% 299.74/300.48 155819[0:SpR:103452.0,7868.0] || -> subclass(symmetric_difference(union(complement(union(u,v)),intersection(power_class(w),complement(x))),complement(y)),union(intersection(union(u,v),union(complement(power_class(w)),x)),y))*.
% 299.74/300.48 155817[4:SpR:103452.0,63899.1] || equal(successor(intersection(union(u,v),union(complement(power_class(w)),x))),null_class) -> equal(union(complement(union(u,v)),intersection(power_class(w),complement(x))),universal_class)**.
% 299.74/300.48 156953[4:SpL:104283.0,57575.0] || subclass(union(complement(union(u,v)),image(element_relation,union(w,x))),null_class)* -> member(singleton(y),intersection(union(u,v),power_class(complement(union(w,x)))))*.
% 299.74/300.48 156952[4:SpL:104283.0,107302.0] || subclass(union(complement(union(u,v)),image(element_relation,union(w,x))),null_class)* -> subclass(regular(null_class),intersection(union(u,v),power_class(complement(union(w,x))))).
% 299.74/300.48 156951[6:SpL:104283.0,55384.0] || equal(successor(union(complement(union(u,v)),image(element_relation,union(w,x)))),null_class)** -> member(null_class,intersection(union(u,v),power_class(complement(union(w,x))))).
% 299.74/300.48 156950[4:SpL:104283.0,55572.0] || equal(successor(union(complement(union(u,v)),image(element_relation,union(w,x)))),null_class)** -> member(omega,intersection(union(u,v),power_class(complement(union(w,x))))).
% 299.74/300.48 156949[4:SpL:104283.0,55718.0] || equal(successor(union(complement(union(u,v)),image(element_relation,union(w,x)))),null_class)** -> member(x__dfg,intersection(union(u,v),power_class(complement(union(w,x))))).
% 299.74/300.48 156948[4:SpL:104283.0,95426.0] || equal(successor(union(complement(union(u,v)),image(element_relation,union(w,x)))),null_class)** -> subclass(universal_class,intersection(union(u,v),power_class(complement(union(w,x))))).
% 299.74/300.48 156938[2:SpL:104283.0,14917.1] || equal(intersection(union(u,v),power_class(complement(union(w,x)))),domain_relation) equal(union(complement(union(u,v)),image(element_relation,union(w,x))),domain_relation)** -> .
% 299.74/300.48 156937[2:SpL:104283.0,14644.1] || subclass(domain_relation,intersection(union(u,v),power_class(complement(union(w,x))))) subclass(domain_relation,union(complement(union(u,v)),image(element_relation,union(w,x))))* -> .
% 299.74/300.48 156936[2:SpL:104283.0,37652.1] || equal(intersection(union(u,v),power_class(complement(union(w,x)))),domain_relation) subclass(domain_relation,union(complement(union(u,v)),image(element_relation,union(w,x))))* -> .
% 299.74/300.48 156925[2:SpL:104283.0,17229.1] || subclass(domain_relation,intersection(union(u,v),power_class(complement(union(w,x))))) subclass(universal_class,union(complement(union(u,v)),image(element_relation,union(w,x))))* -> .
% 299.74/300.48 156924[2:SpL:104283.0,37648.1] || equal(intersection(union(u,v),power_class(complement(union(w,x)))),domain_relation) subclass(universal_class,union(complement(union(u,v)),image(element_relation,union(w,x))))* -> .
% 299.74/300.48 156910[0:SpR:92837.1,104283.0] || subclass(union(u,v),power_class(complement(union(w,x)))) -> equal(union(complement(union(u,v)),image(element_relation,union(w,x))),complement(union(u,v)))**.
% 299.74/300.48 157108[0:Rew:75578.0,156861.1] || equal(complement(union(u,v)),universal_class) -> equal(union(complement(union(w,x)),image(element_relation,union(u,v))),complement(intersection(power_class(universal_class),union(w,x))))**.
% 299.74/300.48 157109[4:Rew:75578.0,156853.1] || equal(successor(union(u,v)),null_class) -> equal(union(complement(union(w,x)),image(element_relation,union(u,v))),complement(intersection(power_class(universal_class),union(w,x))))**.
% 299.74/300.48 156782[4:SpR:104283.0,125049.0] || -> subclass(regular(union(complement(successor(u)),intersection(union(v,w),power_class(complement(union(x,y)))))),union(complement(union(v,w)),image(element_relation,union(x,y))))*.
% 299.74/300.48 156781[4:SpR:104283.0,124551.0] || -> subclass(regular(union(complement(power_class(u)),intersection(union(v,w),power_class(complement(union(x,y)))))),union(complement(union(v,w)),image(element_relation,union(x,y))))*.
% 299.74/300.48 156771[0:SpR:104283.0,80315.0] || -> subclass(symmetric_difference(complement(u),union(complement(union(v,w)),image(element_relation,union(x,y)))),union(intersection(union(v,w),power_class(complement(union(x,y)))),u))*.
% 299.74/300.48 156769[0:SpR:104283.0,7868.0] || -> subclass(symmetric_difference(complement(u),union(complement(union(v,w)),image(element_relation,union(x,y)))),union(u,intersection(union(v,w),power_class(complement(union(x,y))))))*.
% 299.74/300.48 156766[2:SpR:104283.0,130204.0] || -> equal(intersection(intersection(union(u,v),power_class(complement(union(w,x)))),restrict(union(complement(union(u,v)),image(element_relation,union(w,x))),y,z)),null_class)**.
% 299.74/300.48 156764[4:SpR:104283.0,124375.0] || -> subclass(regular(union(intersection(union(u,v),power_class(complement(union(w,x)))),complement(successor(y)))),union(complement(union(u,v)),image(element_relation,union(w,x))))*.
% 299.74/300.48 156763[4:SpR:104283.0,124374.0] || -> subclass(regular(union(intersection(union(u,v),power_class(complement(union(w,x)))),complement(power_class(y)))),union(complement(union(u,v)),image(element_relation,union(w,x))))*.
% 299.74/300.48 156749[0:SpR:104283.0,43541.0] || -> equal(intersection(union(complement(union(u,v)),image(element_relation,union(w,x))),restrict(intersection(union(u,v),power_class(complement(union(w,x)))),y,z)),null_class)**.
% 299.74/300.48 156712[4:SpR:104283.0,20262.1] || -> member(singleton(null_class),intersection(union(u,v),power_class(complement(union(w,x))))) member(singleton(null_class),union(complement(union(u,v)),image(element_relation,union(w,x))))*.
% 299.74/300.48 156708[0:SpR:104283.0,80315.0] || -> subclass(symmetric_difference(union(complement(union(u,v)),image(element_relation,union(w,x))),complement(y)),union(y,intersection(union(u,v),power_class(complement(union(w,x))))))*.
% 299.74/300.48 156706[0:SpR:104283.0,7868.0] || -> subclass(symmetric_difference(union(complement(union(u,v)),image(element_relation,union(w,x))),complement(y)),union(intersection(union(u,v),power_class(complement(union(w,x)))),y))*.
% 299.74/300.48 156704[4:SpR:104283.0,63899.1] || equal(successor(intersection(union(u,v),power_class(complement(union(w,x))))),null_class) -> equal(union(complement(union(u,v)),image(element_relation,union(w,x))),universal_class)**.
% 299.74/300.48 157787[4:SpL:104284.0,57575.0] || subclass(union(image(element_relation,union(u,v)),complement(union(w,x))),null_class)* -> member(singleton(y),intersection(power_class(complement(union(u,v))),union(w,x)))*.
% 299.74/300.48 157786[4:SpL:104284.0,107302.0] || subclass(union(image(element_relation,union(u,v)),complement(union(w,x))),null_class)* -> subclass(regular(null_class),intersection(power_class(complement(union(u,v))),union(w,x))).
% 299.74/300.48 157785[6:SpL:104284.0,55384.0] || equal(successor(union(image(element_relation,union(u,v)),complement(union(w,x)))),null_class)** -> member(null_class,intersection(power_class(complement(union(u,v))),union(w,x))).
% 299.74/300.48 157784[4:SpL:104284.0,55572.0] || equal(successor(union(image(element_relation,union(u,v)),complement(union(w,x)))),null_class)** -> member(omega,intersection(power_class(complement(union(u,v))),union(w,x))).
% 299.74/300.48 157783[4:SpL:104284.0,55718.0] || equal(successor(union(image(element_relation,union(u,v)),complement(union(w,x)))),null_class)** -> member(x__dfg,intersection(power_class(complement(union(u,v))),union(w,x))).
% 299.74/300.48 157782[4:SpL:104284.0,95426.0] || equal(successor(union(image(element_relation,union(u,v)),complement(union(w,x)))),null_class)** -> subclass(universal_class,intersection(power_class(complement(union(u,v))),union(w,x))).
% 299.74/300.48 157772[2:SpL:104284.0,14917.1] || equal(intersection(power_class(complement(union(u,v))),union(w,x)),domain_relation) equal(union(image(element_relation,union(u,v)),complement(union(w,x))),domain_relation)** -> .
% 299.74/300.48 157771[2:SpL:104284.0,14644.1] || subclass(domain_relation,intersection(power_class(complement(union(u,v))),union(w,x))) subclass(domain_relation,union(image(element_relation,union(u,v)),complement(union(w,x))))* -> .
% 299.74/300.48 157770[2:SpL:104284.0,37652.1] || equal(intersection(power_class(complement(union(u,v))),union(w,x)),domain_relation) subclass(domain_relation,union(image(element_relation,union(u,v)),complement(union(w,x))))* -> .
% 299.74/300.48 157759[2:SpL:104284.0,17229.1] || subclass(domain_relation,intersection(power_class(complement(union(u,v))),union(w,x))) subclass(universal_class,union(image(element_relation,union(u,v)),complement(union(w,x))))* -> .
% 299.74/300.48 157758[2:SpL:104284.0,37648.1] || equal(intersection(power_class(complement(union(u,v))),union(w,x)),domain_relation) subclass(universal_class,union(image(element_relation,union(u,v)),complement(union(w,x))))* -> .
% 299.74/300.48 157750[0:SpR:71286.1,104284.0] || subclass(union(u,v),power_class(complement(union(w,x)))) -> equal(union(image(element_relation,union(w,x)),complement(union(u,v))),complement(union(u,v)))**.
% 299.74/300.48 157738[0:SpR:25457.1,104284.0] || equal(complement(union(u,v)),universal_class) -> equal(union(image(element_relation,union(u,v)),complement(union(w,x))),complement(intersection(power_class(universal_class),union(w,x))))**.
% 299.74/300.48 157730[4:SpR:63899.1,104284.0] || equal(successor(union(u,v)),null_class) -> equal(union(image(element_relation,union(u,v)),complement(union(w,x))),complement(intersection(power_class(universal_class),union(w,x))))**.
% 299.74/300.48 157611[4:SpR:104284.0,125049.0] || -> subclass(regular(union(complement(successor(u)),intersection(power_class(complement(union(v,w))),union(x,y)))),union(image(element_relation,union(v,w)),complement(union(x,y))))*.
% 299.74/300.48 157610[4:SpR:104284.0,124551.0] || -> subclass(regular(union(complement(power_class(u)),intersection(power_class(complement(union(v,w))),union(x,y)))),union(image(element_relation,union(v,w)),complement(union(x,y))))*.
% 299.74/300.48 157600[0:SpR:104284.0,80315.0] || -> subclass(symmetric_difference(complement(u),union(image(element_relation,union(v,w)),complement(union(x,y)))),union(intersection(power_class(complement(union(v,w))),union(x,y)),u))*.
% 299.74/300.48 157598[0:SpR:104284.0,7868.0] || -> subclass(symmetric_difference(complement(u),union(image(element_relation,union(v,w)),complement(union(x,y)))),union(u,intersection(power_class(complement(union(v,w))),union(x,y))))*.
% 299.74/300.48 157595[2:SpR:104284.0,130204.0] || -> equal(intersection(intersection(power_class(complement(union(u,v))),union(w,x)),restrict(union(image(element_relation,union(u,v)),complement(union(w,x))),y,z)),null_class)**.
% 299.74/300.48 157593[4:SpR:104284.0,124375.0] || -> subclass(regular(union(intersection(power_class(complement(union(u,v))),union(w,x)),complement(successor(y)))),union(image(element_relation,union(u,v)),complement(union(w,x))))*.
% 299.74/300.48 157592[4:SpR:104284.0,124374.0] || -> subclass(regular(union(intersection(power_class(complement(union(u,v))),union(w,x)),complement(power_class(y)))),union(image(element_relation,union(u,v)),complement(union(w,x))))*.
% 299.74/300.48 157578[0:SpR:104284.0,43541.0] || -> equal(intersection(union(image(element_relation,union(u,v)),complement(union(w,x))),restrict(intersection(power_class(complement(union(u,v))),union(w,x)),y,z)),null_class)**.
% 299.74/300.48 157541[4:SpR:104284.0,20262.1] || -> member(singleton(null_class),intersection(power_class(complement(union(u,v))),union(w,x))) member(singleton(null_class),union(image(element_relation,union(u,v)),complement(union(w,x))))*.
% 299.74/300.48 157537[0:SpR:104284.0,80315.0] || -> subclass(symmetric_difference(union(image(element_relation,union(u,v)),complement(union(w,x))),complement(y)),union(y,intersection(power_class(complement(union(u,v))),union(w,x))))*.
% 299.74/300.48 157535[0:SpR:104284.0,7868.0] || -> subclass(symmetric_difference(union(image(element_relation,union(u,v)),complement(union(w,x))),complement(y)),union(intersection(power_class(complement(union(u,v))),union(w,x)),y))*.
% 299.74/300.48 157533[4:SpR:104284.0,63899.1] || equal(successor(intersection(power_class(complement(union(u,v))),union(w,x))),null_class) -> equal(union(image(element_relation,union(u,v)),complement(union(w,x))),universal_class)**.
% 299.74/300.48 158427[0:Res:9363.2,945.1] || member(singleton(u),union(complement(v),complement(w)))* member(singleton(u),union(v,w)) equal(complement(symmetric_difference(complement(v),complement(w))),universal_class) -> .
% 299.74/300.48 161591[0:Res:500.2,27.1] || member(restrict(complement(u),v,w),universal_class) member(apply(choice,restrict(complement(u),v,w)),u)* -> equal(restrict(complement(u),v,w),null_class).
% 299.74/300.48 161590[0:Res:500.2,4.0] || member(restrict(u,v,w),universal_class) subclass(u,x) -> equal(restrict(u,v,w),null_class) member(apply(choice,restrict(u,v,w)),x)*.
% 299.74/300.48 161835[2:Res:415.2,11968.1] || subclass(u,unordered_pair(v,w))* member(regular(u),v) -> equal(u,null_class) equal(regular(unordered_pair(v,w)),w) equal(unordered_pair(v,w),null_class).
% 299.74/300.48 161825[2:Res:72136.0,11968.1] || member(complement(unordered_pair(u,v)),u)* -> equal(singleton(complement(unordered_pair(u,v))),null_class) equal(regular(unordered_pair(u,v)),v) equal(unordered_pair(u,v),null_class).
% 299.74/300.48 161966[2:Res:415.2,11969.1] || subclass(u,unordered_pair(v,w))* member(regular(u),w) -> equal(u,null_class) equal(regular(unordered_pair(v,w)),v) equal(unordered_pair(v,w),null_class).
% 299.74/300.48 161956[2:Res:72136.0,11969.1] || member(complement(unordered_pair(u,v)),v)* -> equal(singleton(complement(unordered_pair(u,v))),null_class) equal(regular(unordered_pair(u,v)),u) equal(unordered_pair(u,v),null_class).
% 299.74/300.48 162157[6:SpR:161913.0,1068.3] || member(second(regular(element_relation)),universal_class)* member(first(regular(element_relation)),universal_class) equal(successor(first(regular(element_relation))),second(regular(element_relation))) -> member(regular(element_relation),successor_relation).
% 299.74/300.48 162717[4:SpL:48063.0,17824.1] || member(u,universal_class) subclass(domain_relation,symmetric_difference(complement(v),power_class(complement(power_class(w))))) -> member(ordered_pair(u,cantor(u)),union(v,image(element_relation,power_class(w))))*.
% 299.74/300.48 162619[4:SpR:28759.0,48063.0] || -> equal(intersection(union(complement(u),image(element_relation,power_class(v))),union(union(null_class,u),power_class(complement(power_class(v))))),symmetric_difference(union(null_class,u),power_class(complement(power_class(v)))))**.
% 299.74/300.48 163192[4:SpL:48279.0,17824.1] || member(u,universal_class) subclass(domain_relation,symmetric_difference(power_class(complement(power_class(v))),complement(w))) -> member(ordered_pair(u,cantor(u)),union(image(element_relation,power_class(v)),w))*.
% 299.74/300.48 163072[4:SpR:28759.0,48279.0] || -> equal(intersection(union(image(element_relation,power_class(u)),complement(v)),union(power_class(complement(power_class(u))),union(null_class,v))),symmetric_difference(power_class(complement(power_class(u))),union(null_class,v)))**.
% 299.74/300.48 164159[4:Res:12960.4,17917.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,cantor(ordered_pair(v,u)))* subclass(universal_class,complement(element_relation)) -> .
% 299.74/300.48 164132[0:Res:12960.4,271.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,restrict(w,x,y))* -> member(ordered_pair(v,u),w)*.
% 299.74/300.48 164229[0:MRR:164199.1,138.0] || member(u,universal_class) equal(successor(singleton(singleton(singleton(v)))),u) subclass(successor_relation,rotate(w)) -> member(ordered_pair(ordered_pair(v,u),singleton(v)),w)*.
% 299.74/300.48 164230[0:MRR:164198.1,138.0] || member(u,universal_class) equal(successor(singleton(singleton(singleton(v)))),u) subclass(successor_relation,flip(w)) -> member(ordered_pair(ordered_pair(v,singleton(v)),u),w)*.
% 299.74/300.48 164267[4:SpR:71468.1,13902.1] || equal(second(regular(cross_product(u,v))),universal_class) -> equal(cross_product(u,v),null_class) member(unordered_pair(first(regular(cross_product(u,v))),null_class),regular(cross_product(u,v)))*.
% 299.74/300.48 164499[0:SpL:314.0,14017.0] || member(singleton(singleton(singleton(u))),cross_product(universal_class,universal_class))* subclass(composition_function,compose_class(v)) -> equal(compose(v,singleton(u)),ordered_pair(u,compose(singleton(u),u)))*.
% 299.74/300.48 164563[0:SpL:314.0,13988.0] || member(singleton(singleton(singleton(u))),cross_product(universal_class,universal_class)) subclass(composition_function,singleton(v))* -> equal(ordered_pair(singleton(u),ordered_pair(u,compose(singleton(u),u))),v)*.
% 299.74/300.48 165190[4:Res:13089.3,17917.0] || member(intersection(u,v),universal_class) subclass(v,cantor(apply(choice,intersection(u,v))))* subclass(universal_class,complement(element_relation)) -> equal(intersection(u,v),null_class).
% 299.74/300.48 165237[2:Obv:165195.4] || subclass(u,v) member(intersection(w,u),universal_class) subclass(intersection(w,u),regular(v))* -> equal(intersection(w,u),null_class) equal(v,null_class).
% 299.74/300.48 165505[4:Res:13287.3,17917.0] || member(intersection(u,v),universal_class) subclass(u,cantor(apply(choice,intersection(u,v))))* subclass(universal_class,complement(element_relation)) -> equal(intersection(u,v),null_class).
% 299.74/300.48 165553[2:Obv:165510.4] || subclass(u,v) member(intersection(u,w),universal_class) subclass(intersection(u,w),regular(v))* -> equal(intersection(u,w),null_class) equal(v,null_class).
% 299.74/300.48 165969[4:SpL:19189.0,18416.1] || member(u,universal_class) subclass(domain_relation,ordered_pair(v,universal_class))* -> equal(ordered_pair(u,cantor(u)),unordered_pair(v,null_class))* equal(ordered_pair(u,cantor(u)),singleton(v)).
% 299.74/300.48 166211[0:SpL:49205.0,48011.1] || member(u,universal_class) subclass(union(v,image(element_relation,power_class(w))),x)* -> member(u,intersection(complement(v),power_class(complement(power_class(w)))))* member(u,x)*.
% 299.74/300.48 166512[0:SpL:49204.0,48200.1] || member(u,universal_class) subclass(union(image(element_relation,power_class(v)),w),x)* -> member(u,intersection(power_class(complement(power_class(v))),complement(w)))* member(u,x)*.
% 299.74/300.48 166672[0:SpL:25086.1,102918.1] || equal(union(u,v),universal_class) member(w,universal_class) subclass(power_class(null_class),x)* -> member(w,image(element_relation,union(u,v)))* member(w,x)*.
% 299.74/300.48 166671[4:SpL:47746.1,102918.1] || equal(union(u,v),null_class) member(w,universal_class) subclass(power_class(universal_class),x)* -> member(w,image(element_relation,union(u,v)))* member(w,x)*.
% 299.74/300.48 167903[4:Rew:28759.0,167790.0] || equal(union(null_class,intersection(u,v)),null_class) member(singleton(w),union(u,v))* subclass(symmetric_difference(u,v),x)* -> member(singleton(w),x)*.
% 299.74/300.48 168260[4:Res:19302.1,78949.0] || equal(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),singleton(singleton(null_class)))** -> member(singleton(null_class),complement(symmetric_difference(cross_product(u,v),w))).
% 299.74/300.48 168560[4:Res:19302.1,79442.0] || equal(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),singleton(singleton(null_class)))** -> member(singleton(null_class),complement(symmetric_difference(u,cross_product(v,w)))).
% 299.74/300.48 170360[4:Rew:71468.1,170331.1] || equal(u,universal_class) member(restrict(element_relation,universal_class,image(v,null_class)),universal_class) -> member(ordered_pair(restrict(element_relation,universal_class,image(v,null_class)),apply(v,u)),domain_relation)*.
% 299.74/300.48 170676[0:MRR:170664.0,308.0] || member(u,ordered_pair(v,compose(u,v)))* subclass(element_relation,w) member(ordered_pair(u,v),cross_product(universal_class,universal_class))* subclass(composition_function,complement(w))* -> .
% 299.74/300.48 170679[0:MRR:170644.0,308.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,complement(union(w,x)))* -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),complement(w))*.
% 299.74/300.48 170680[0:MRR:170643.0,308.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,complement(union(w,x)))* -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),complement(x))*.
% 299.74/300.48 170888[4:SpL:20208.0,9799.1] || member(u,universal_class) subclass(u,ordered_pair(universal_class,universal_class))* -> equal(u,null_class) equal(apply(choice,u),unordered_pair(universal_class,null_class)) equal(apply(choice,u),null_class).
% 299.74/300.48 171658[4:Res:47988.1,64986.1] || member(u,universal_class) equal(successor(intersection(complement(v),union(w,complement(power_class(x))))),null_class)** -> member(u,union(v,intersection(complement(w),power_class(x))))*.
% 299.74/300.48 171587[4:SpR:28759.0,47988.1] || member(u,universal_class) -> member(u,intersection(union(null_class,v),union(w,complement(power_class(x)))))* member(u,union(complement(v),intersection(complement(w),power_class(x)))).
% 299.74/300.48 171751[0:MRR:171750.0,12502.1] || subclass(u,union(v,complement(union(w,complement(power_class(x)))))) -> member(not_subclass_element(u,y),union(v,intersection(complement(w),power_class(x))))* subclass(u,y).
% 299.74/300.48 172161[4:Res:47996.2,64986.1] || member(u,union(complement(v),power_class(w)))* member(u,union(v,complement(power_class(w)))) equal(successor(symmetric_difference(complement(v),power_class(w))),null_class) -> .
% 299.74/300.48 172137[0:Res:47996.2,1058.1] || member(null_class,union(complement(u),power_class(v)))* member(null_class,union(u,complement(power_class(v)))) equal(complement(symmetric_difference(complement(u),power_class(v))),universal_class) -> .
% 299.74/300.48 172131[0:Res:47996.2,444.1] || member(omega,union(complement(u),power_class(v)))* member(omega,union(u,complement(power_class(v)))) equal(complement(symmetric_difference(complement(u),power_class(v))),universal_class) -> .
% 299.74/300.48 172126[0:Res:47996.2,456.1] || member(x__dfg,union(complement(u),power_class(v)))* member(x__dfg,union(u,complement(power_class(v)))) equal(complement(symmetric_difference(complement(u),power_class(v))),universal_class) -> .
% 299.74/300.48 172445[4:Res:48008.1,64986.1] || member(u,universal_class) equal(successor(intersection(union(v,complement(power_class(w))),complement(x))),null_class)** -> member(u,union(intersection(complement(v),power_class(w)),x))*.
% 299.74/300.48 172342[4:SpR:28759.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),union(null_class,x)))* member(u,union(intersection(complement(v),power_class(w)),complement(x))).
% 299.74/300.48 172545[0:MRR:172544.0,12502.1] || subclass(u,union(complement(union(v,complement(power_class(w)))),x)) -> member(not_subclass_element(u,y),union(intersection(complement(v),power_class(w)),x))* subclass(u,y).
% 299.74/300.48 173000[4:Res:48037.1,64986.1] || member(u,universal_class) equal(successor(intersection(complement(v),union(complement(power_class(w)),x))),null_class)** -> member(u,union(v,intersection(power_class(w),complement(x))))*.
% 299.74/300.48 172929[4:SpR:28759.0,48037.1] || member(u,universal_class) -> member(u,intersection(union(null_class,v),union(complement(power_class(w)),x)))* member(u,union(complement(v),intersection(power_class(w),complement(x)))).
% 299.74/300.48 173101[0:MRR:173100.0,12502.1] || subclass(u,union(v,complement(union(complement(power_class(w)),x)))) -> member(not_subclass_element(u,y),union(v,intersection(power_class(w),complement(x))))* subclass(u,y).
% 299.74/300.48 1150[0:Res:406.1,62.0] || subclass(universal_class,image(u,image(v,singleton(w))))* member(ordered_pair(w,singleton(x)),cross_product(universal_class,universal_class))* -> member(ordered_pair(w,singleton(x)),compose(u,v))*.
% 299.74/300.48 9354[0:SpR:569.0,116.0] || -> equal(intersection(complement(symmetric_difference(complement(u),complement(v))),union(union(u,v),union(complement(u),complement(v)))),symmetric_difference(union(u,v),union(complement(u),complement(v))))**.
% 299.74/300.48 9750[0:Res:530.3,20.0] function(u) || member(v,universal_class) subclass(universal_class,cross_product(w,x))* -> equal(ordered_pair(first(image(u,v)),second(image(u,v))),image(u,v))**.
% 299.74/300.48 9812[0:Res:494.3,20.0] || member(u,universal_class) subclass(u,cross_product(v,w))* -> equal(u,null_class) equal(ordered_pair(first(apply(choice,u)),second(apply(choice,u))),apply(choice,u))**.
% 299.74/300.48 10086[0:Res:882.2,6.0] || member(not_subclass_element(u,restrict(v,w,x)),cross_product(w,x))* member(not_subclass_element(u,restrict(v,w,x)),v)* -> subclass(u,restrict(v,w,x)).
% 299.74/300.48 13103[0:Res:497.2,574.0] || member(intersection(u,symmetric_difference(v,w)),universal_class) -> equal(intersection(u,symmetric_difference(v,w)),null_class) member(apply(choice,intersection(u,symmetric_difference(v,w))),union(v,w))*.
% 299.74/300.48 13301[0:Res:496.2,574.0] || member(intersection(symmetric_difference(u,v),w),universal_class) -> equal(intersection(symmetric_difference(u,v),w),null_class) member(apply(choice,intersection(symmetric_difference(u,v),w)),union(u,v))*.
% 299.74/300.48 13325[0:Rew:569.0,13268.1,569.0,13268.0] || member(symmetric_difference(complement(u),complement(v)),universal_class) -> equal(symmetric_difference(complement(u),complement(v)),null_class) member(apply(choice,symmetric_difference(complement(u),complement(v))),union(u,v))*.
% 299.74/300.48 13848[0:Res:11931.0,617.0] || -> subclass(u,complement(ordered_pair(v,w))) equal(not_subclass_element(u,complement(ordered_pair(v,w))),unordered_pair(v,singleton(w)))** equal(not_subclass_element(u,complement(ordered_pair(v,w))),singleton(v)).
% 299.74/300.48 13917[0:SpL:823.1,96.0] || member(regular(cross_product(u,v)),compose_class(w)) -> equal(cross_product(u,v),null_class) equal(compose(w,first(regular(cross_product(u,v)))),second(regular(cross_product(u,v))))**.
% 299.74/300.48 14008[2:Res:1040.2,6873.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,regular(w)) member(ordered_pair(u,ordered_pair(v,compose(u,v))),w)* -> equal(w,null_class).
% 299.74/300.48 13997[0:Res:1040.2,270.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,restrict(w,x,y))* -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),cross_product(x,y))*.
% 299.74/300.48 14395[0:Res:12502.1,937.0] || member(u,v)* -> subclass(w,x) equal(ordered_pair(first(ordered_pair(u,not_subclass_element(w,x))),second(ordered_pair(u,not_subclass_element(w,x)))),ordered_pair(u,not_subclass_element(w,x)))**.
% 299.74/300.48 14393[0:Res:6254.1,937.0] function(u) || member(v,w)* -> equal(ordered_pair(first(ordered_pair(v,apply(u,x))),second(ordered_pair(v,apply(u,x)))),ordered_pair(v,apply(u,x)))**.
% 299.74/300.48 14588[0:Rew:116.0,14512.2,116.0,14512.1] || member(not_subclass_element(u,symmetric_difference(v,w)),union(v,w)) member(not_subclass_element(u,symmetric_difference(v,w)),complement(intersection(v,w)))* -> subclass(u,symmetric_difference(v,w)).
% 299.74/300.48 15106[0:SpL:826.1,22.0] || member(not_subclass_element(cross_product(u,v),w),element_relation) -> subclass(cross_product(u,v),w) member(first(not_subclass_element(cross_product(u,v),w)),second(not_subclass_element(cross_product(u,v),w)))*.
% 299.74/300.48 16405[0:MRR:16401.0,12502.1] || member(u,universal_class) -> subclass(image(v,image(w,singleton(u))),x) member(ordered_pair(u,not_subclass_element(image(v,image(w,singleton(u))),x)),compose(v,w))*.
% 299.74/300.48 16431[4:Res:497.2,12471.0] || member(intersection(u,sum_class(range_of(null_class))),universal_class) -> equal(intersection(u,sum_class(range_of(null_class))),null_class) member(apply(choice,intersection(u,sum_class(range_of(null_class)))),apply(null_class,v))*.
% 299.74/300.48 16419[4:Res:496.2,12471.0] || member(intersection(sum_class(range_of(null_class)),u),universal_class) -> equal(intersection(sum_class(range_of(null_class)),u),null_class) member(apply(choice,intersection(sum_class(range_of(null_class)),u)),apply(null_class,v))*.
% 299.74/300.48 16489[4:Res:497.2,12473.0] || member(intersection(u,apply(null_class,v)),universal_class) -> equal(intersection(u,apply(null_class,v)),null_class) member(apply(choice,intersection(u,apply(null_class,v))),sum_class(range_of(null_class)))*.
% 299.74/300.48 16477[4:Res:496.2,12473.0] || member(intersection(apply(null_class,u),v),universal_class) -> equal(intersection(apply(null_class,u),v),null_class) member(apply(choice,intersection(apply(null_class,u),v)),sum_class(range_of(null_class)))*.
% 299.74/300.48 17221[0:Res:1214.3,725.1] || member(u,universal_class) member(ordered_pair(v,w),cross_product(universal_class,universal_class)) member(ordered_pair(ordered_pair(w,u),v),x)* subclass(universal_class,complement(rotate(x))) -> .
% 299.74/300.48 17220[0:Res:1193.3,725.1] || member(u,universal_class) member(ordered_pair(v,w),cross_product(universal_class,universal_class)) member(ordered_pair(ordered_pair(w,v),u),x)* subclass(universal_class,complement(flip(x))) -> .
% 299.74/300.48 17408[4:Rew:17265.0,13763.3] || member(u,universal_class) member(ordered_pair(u,v),compose(w,x))* subclass(image(w,range_of(null_class)),y)* -> member(u,cantor(x)) member(v,y)*.
% 299.74/300.48 17410[4:Rew:17265.0,9137.2] || member(u,image(v,range_of(null_class))) member(ordered_pair(w,u),cross_product(universal_class,universal_class))* -> member(w,cantor(x)) member(ordered_pair(w,u),compose(v,x))*.
% 299.74/300.48 17837[4:Rew:17265.0,8445.2] || member(u,universal_class) subclass(domain_relation,cross_product(v,w))* -> equal(ordered_pair(first(ordered_pair(u,cantor(u))),second(ordered_pair(u,cantor(u)))),ordered_pair(u,cantor(u)))**.
% 299.74/300.48 18455[4:Rew:17265.0,17840.3] || member(u,universal_class) subclass(domain_relation,ordered_pair(v,w))* -> equal(ordered_pair(u,cantor(u)),unordered_pair(v,singleton(w)))* equal(ordered_pair(u,cantor(u)),singleton(v)).
% 299.74/300.48 20033[4:SpL:19172.0,17285.1] || member(null_class,cantor(u)) member(ordered_pair(u,singleton(singleton(null_class))),cross_product(universal_class,cross_product(universal_class,universal_class)))* -> member(ordered_pair(u,ordered_pair(null_class,apply(u,null_class))),application_function)*.
% 299.74/300.48 23512[0:Res:431.1,885.1] || subclass(ordered_pair(u,v),complement(intersection(w,x)))* member(unordered_pair(u,singleton(v)),union(w,x)) -> member(unordered_pair(u,singleton(v)),symmetric_difference(w,x)).
% 299.74/300.48 23749[0:Res:1040.2,6547.1] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,intersection(w,x)) member(ordered_pair(u,ordered_pair(v,compose(u,v))),symmetric_difference(w,x))* -> .
% 299.74/300.48 24980[4:Res:497.2,12472.0] || member(intersection(u,apply(null_class,v)),universal_class) -> equal(intersection(u,apply(null_class,v)),null_class) member(apply(choice,intersection(u,apply(null_class,v))),apply(null_class,w))*.
% 299.74/300.48 24963[4:Res:496.2,12472.0] || member(intersection(apply(null_class,u),v),universal_class) -> equal(intersection(apply(null_class,u),v),null_class) member(apply(choice,intersection(apply(null_class,u),v)),apply(null_class,w))*.
% 299.74/300.48 28039[4:Res:27910.1,62.0] || equal(image(u,image(v,singleton(w))),universal_class) member(ordered_pair(w,singleton(x)),cross_product(universal_class,universal_class))* -> member(ordered_pair(w,singleton(x)),compose(u,v))*.
% 299.74/300.48 28374[0:Res:283.1,11.0] || -> equal(restrict(unordered_pair(u,v),w,x),null_class) equal(regular(restrict(unordered_pair(u,v),w,x)),v)** equal(regular(restrict(unordered_pair(u,v),w,x)),u)**.
% 299.74/300.48 32853[0:SpR:8781.1,61.1] || member(ordered_pair(u,v),compose(regular(cross_product(image(w,singleton(u)),universal_class)),w))* -> equal(cross_product(image(w,singleton(u)),universal_class),null_class) member(v,range_of(null_class)).
% 299.74/300.48 38533[4:Res:530.3,17395.0] function(u) || member(v,universal_class) subclass(universal_class,cantor(regular(cross_product(singleton(image(u,v)),universal_class))))* -> equal(cross_product(singleton(image(u,v)),universal_class),null_class).
% 299.74/300.48 38522[4:Res:494.3,17395.0] || member(u,universal_class) subclass(u,cantor(regular(cross_product(singleton(apply(choice,u)),universal_class))))* -> equal(u,null_class) equal(cross_product(singleton(apply(choice,u)),universal_class),null_class).
% 299.74/300.48 39236[0:Res:573.1,11873.1] || member(singleton(complement(intersection(u,v))),symmetric_difference(u,v))* member(complement(intersection(u,v)),universal_class) -> member(singleton(singleton(singleton(complement(intersection(u,v))))),element_relation)*.
% 299.74/300.48 39545[9:Rew:39510.1,33028.2] function(cross_product(u,universal_class)) || subclass(image(universal_class,u),cantor(range_of(v))) equal(cantor(cantor(w)),universal_class) -> compatible(cross_product(u,universal_class),w,inverse(v))*.
% 299.74/300.48 40042[9:SpL:39752.1,62.0] function(u) || member(v,image(w,image(x,null_class))) member(ordered_pair(u,v),cross_product(universal_class,universal_class))* -> member(ordered_pair(u,v),compose(w,x))*.
% 299.74/300.48 40702[9:SpR:829.2,39853.1] function(first(apply(choice,cross_product(u,v)))) || member(cross_product(u,v),universal_class) -> equal(cross_product(u,v),null_class) member(null_class,apply(choice,cross_product(u,v)))*.
% 299.74/300.48 41778[4:Res:17398.1,23.1] || subclass(domain_relation,rotate(cross_product(universal_class,universal_class))) member(ordered_pair(u,cantor(ordered_pair(v,u))),v) -> member(ordered_pair(ordered_pair(u,cantor(ordered_pair(v,u))),v),element_relation)*.
% 299.74/300.48 41896[4:Res:17399.1,23.1] || subclass(domain_relation,flip(cross_product(universal_class,universal_class))) member(ordered_pair(u,v),cantor(ordered_pair(v,u))) -> member(ordered_pair(ordered_pair(u,v),cantor(ordered_pair(v,u))),element_relation)*.
% 299.74/300.48 42018[4:Res:3143.2,17395.0] || subclass(u,cantor(regular(cross_product(singleton(regular(intersection(v,u))),universal_class))))* -> equal(intersection(v,u),null_class) equal(cross_product(singleton(regular(intersection(v,u))),universal_class),null_class).
% 299.74/300.48 43478[4:Res:3315.2,17395.0] || subclass(u,cantor(regular(cross_product(singleton(regular(intersection(u,v))),universal_class))))* -> equal(intersection(u,v),null_class) equal(cross_product(singleton(regular(intersection(u,v))),universal_class),null_class).
% 299.74/300.48 46946[0:Res:285.1,6525.0] || -> subclass(restrict(symmetric_difference(u,cross_product(v,w)),x,y),z) member(not_subclass_element(restrict(symmetric_difference(u,cross_product(v,w)),x,y),z),complement(restrict(u,v,w)))*.
% 299.74/300.48 47128[0:Res:285.1,6526.0] || -> subclass(restrict(symmetric_difference(cross_product(u,v),w),x,y),z) member(not_subclass_element(restrict(symmetric_difference(cross_product(u,v),w),x,y),z),complement(restrict(w,u,v)))*.
% 299.74/300.48 51912[0:Res:285.1,47999.0] || -> subclass(restrict(symmetric_difference(complement(u),power_class(v)),w,x),y) member(not_subclass_element(restrict(symmetric_difference(complement(u),power_class(v)),w,x),y),union(u,complement(power_class(v))))*.
% 299.74/300.48 52027[0:Res:285.1,48188.0] || -> subclass(restrict(symmetric_difference(power_class(u),complement(v)),w,x),y) member(not_subclass_element(restrict(symmetric_difference(power_class(u),complement(v)),w,x),y),union(complement(power_class(u)),v))*.
% 299.74/300.48 52157[0:SpL:9395.0,891.2] || member(u,union(complement(v),complement(singleton(v))))* member(u,successor(v)) subclass(symmetric_difference(complement(v),complement(singleton(v))),w)* -> member(u,w)*.
% 299.74/300.48 52116[4:SpR:29733.0,9395.0] || -> equal(intersection(successor(union(null_class,u)),union(union(null_class,complement(u)),complement(singleton(union(null_class,u))))),symmetric_difference(union(null_class,complement(u)),complement(singleton(union(null_class,u)))))**.
% 299.74/300.48 52115[4:SpR:36664.0,9395.0] || -> equal(intersection(successor(union(u,u)),union(union(null_class,complement(u)),complement(singleton(union(u,u))))),symmetric_difference(union(null_class,complement(u)),complement(singleton(union(u,u)))))**.
% 299.74/300.48 52592[4:SpR:829.2,47487.0] || member(cross_product(u,v),universal_class) -> equal(cross_product(u,v),null_class) member(singleton(first(apply(choice,cross_product(u,v)))),complement(singleton(apply(choice,cross_product(u,v)))))*.
% 299.74/300.48 52856[0:MRR:52824.0,138.0] || member(image(element_relation,power_class(u)),universal_class) -> member(singleton(image(element_relation,power_class(u))),power_class(complement(power_class(u))))* member(singleton(singleton(singleton(image(element_relation,power_class(u))))),element_relation).
% 299.74/300.48 53046[4:SpL:829.2,52605.0] || member(cross_product(u,v),universal_class) member(singleton(first(apply(choice,cross_product(u,v)))),singleton(apply(choice,cross_product(u,v))))* -> equal(cross_product(u,v),null_class).
% 299.74/300.48 55651[0:Res:283.1,47998.0] || member(regular(restrict(intersection(complement(u),power_class(v)),w,x)),union(u,complement(power_class(v))))* -> equal(restrict(intersection(complement(u),power_class(v)),w,x),null_class).
% 299.74/300.48 55798[0:Res:283.1,48187.0] || member(regular(restrict(intersection(power_class(u),complement(v)),w,x)),union(complement(power_class(u)),v))* -> equal(restrict(intersection(power_class(u),complement(v)),w,x),null_class).
% 299.74/300.48 55916[4:Res:17312.2,8686.2] || member(u,universal_class) subclass(domain_relation,union(v,w))* member(ordered_pair(u,cantor(u)),complement(w))* member(ordered_pair(u,cantor(u)),complement(v))* -> .
% 299.74/300.48 55906[0:Res:11931.0,8686.2] || member(not_subclass_element(u,complement(union(v,w))),complement(w))* member(not_subclass_element(u,complement(union(v,w))),complement(v))* -> subclass(u,complement(union(v,w))).
% 299.74/300.48 57677[0:Res:6565.1,6535.0] || -> subclass(intersection(u,intersection(symmetric_difference(complement(v),complement(w)),x)),y) member(not_subclass_element(intersection(u,intersection(symmetric_difference(complement(v),complement(w)),x)),y),union(v,w))*.
% 299.74/300.48 57673[0:Res:6565.1,47968.0] || member(not_subclass_element(intersection(u,intersection(image(element_relation,power_class(v)),w)),x),power_class(complement(power_class(v))))* -> subclass(intersection(u,intersection(image(element_relation,power_class(v)),w)),x).
% 299.74/300.48 58212[0:Res:6566.1,6535.0] || -> subclass(intersection(u,intersection(v,symmetric_difference(complement(w),complement(x)))),y) member(not_subclass_element(intersection(u,intersection(v,symmetric_difference(complement(w),complement(x)))),y),union(w,x))*.
% 299.74/300.48 58208[0:Res:6566.1,47968.0] || member(not_subclass_element(intersection(u,intersection(v,image(element_relation,power_class(w)))),x),power_class(complement(power_class(w))))* -> subclass(intersection(u,intersection(v,image(element_relation,power_class(w)))),x).
% 299.74/300.48 59045[0:Res:7758.1,6535.0] || -> subclass(intersection(intersection(symmetric_difference(complement(u),complement(v)),w),x),y) member(not_subclass_element(intersection(intersection(symmetric_difference(complement(u),complement(v)),w),x),y),union(u,v))*.
% 299.74/300.48 59041[0:Res:7758.1,47968.0] || member(not_subclass_element(intersection(intersection(image(element_relation,power_class(u)),v),w),x),power_class(complement(power_class(u))))* -> subclass(intersection(intersection(image(element_relation,power_class(u)),v),w),x).
% 299.74/300.48 59414[0:Res:7759.1,6535.0] || -> subclass(intersection(intersection(u,symmetric_difference(complement(v),complement(w))),x),y) member(not_subclass_element(intersection(intersection(u,symmetric_difference(complement(v),complement(w))),x),y),union(v,w))*.
% 299.74/300.48 59410[0:Res:7759.1,47968.0] || member(not_subclass_element(intersection(intersection(u,image(element_relation,power_class(v))),w),x),power_class(complement(power_class(v))))* -> subclass(intersection(intersection(u,image(element_relation,power_class(v))),w),x).
% 299.74/300.48 60610[0:Res:13412.1,259.0] || member(regular(union(u,v)),union(complement(u),complement(v))) -> member(regular(union(u,v)),symmetric_difference(complement(u),complement(v)))* equal(union(u,v),null_class).
% 299.74/300.48 61037[2:Rew:23551.0,61012.2] || equal(singleton(u),v) -> equal(regular(ordered_pair(v,u)),singleton(v)) subclass(regular(ordered_pair(v,u)),w) equal(not_subclass_element(regular(ordered_pair(v,u)),w),v)**.
% 299.74/300.48 61282[2:Rew:23551.0,61256.3] || member(u,v) -> equal(regular(ordered_pair(u,w)),singleton(u)) equal(not_subclass_element(regular(ordered_pair(u,w)),v),singleton(w))** subclass(regular(ordered_pair(u,w)),v).
% 299.74/300.48 61485[2:Rew:23551.0,61460.3] || member(singleton(u),v) -> equal(regular(ordered_pair(w,u)),singleton(w)) equal(not_subclass_element(regular(ordered_pair(w,u)),v),w)** subclass(regular(ordered_pair(w,u)),v).
% 299.74/300.48 62755[0:SpL:48835.0,258.0] || member(u,intersection(complement(v),union(complement(power_class(w)),image(element_relation,power_class(x)))))* member(u,union(v,intersection(power_class(w),power_class(complement(power_class(x)))))) -> .
% 299.74/300.48 62747[0:SpL:48835.0,6315.1] || member(u,universal_class) subclass(universal_class,union(complement(power_class(v)),image(element_relation,power_class(w))))* member(sum_class(u),intersection(power_class(v),power_class(complement(power_class(w)))))* -> .
% 299.74/300.48 62746[0:SpL:48835.0,6374.1] || member(u,universal_class) subclass(universal_class,union(complement(power_class(v)),image(element_relation,power_class(w))))* member(power_class(u),intersection(power_class(v),power_class(complement(power_class(w)))))* -> .
% 299.74/300.48 62742[0:SpL:48835.0,258.0] || member(u,intersection(union(complement(power_class(v)),image(element_relation,power_class(w))),complement(x)))* member(u,union(intersection(power_class(v),power_class(complement(power_class(w)))),x)) -> .
% 299.74/300.48 62693[0:SpR:48835.0,3413.1] || -> equal(symmetric_difference(power_class(u),power_class(complement(power_class(v)))),null_class) member(regular(symmetric_difference(power_class(u),power_class(complement(power_class(v))))),union(complement(power_class(u)),image(element_relation,power_class(v))))*.
% 299.74/300.48 62663[2:SpR:48835.0,35620.0] || -> subclass(regular(intersection(power_class(u),power_class(complement(power_class(v))))),union(complement(power_class(u)),image(element_relation,power_class(v))))* equal(intersection(power_class(u),power_class(complement(power_class(v)))),null_class).
% 299.74/300.48 63214[0:SpL:48838.0,258.0] || member(u,intersection(complement(v),union(image(element_relation,power_class(w)),complement(power_class(x)))))* member(u,union(v,intersection(power_class(complement(power_class(w))),power_class(x)))) -> .
% 299.74/300.48 63206[0:SpL:48838.0,6315.1] || member(u,universal_class) subclass(universal_class,union(image(element_relation,power_class(v)),complement(power_class(w))))* member(sum_class(u),intersection(power_class(complement(power_class(v))),power_class(w)))* -> .
% 299.74/300.48 63205[0:SpL:48838.0,6374.1] || member(u,universal_class) subclass(universal_class,union(image(element_relation,power_class(v)),complement(power_class(w))))* member(power_class(u),intersection(power_class(complement(power_class(v))),power_class(w)))* -> .
% 299.74/300.48 63201[0:SpL:48838.0,258.0] || member(u,intersection(union(image(element_relation,power_class(v)),complement(power_class(w))),complement(x)))* member(u,union(intersection(power_class(complement(power_class(v))),power_class(w)),x)) -> .
% 299.74/300.48 63151[0:SpR:48838.0,3413.1] || -> equal(symmetric_difference(power_class(complement(power_class(u))),power_class(v)),null_class) member(regular(symmetric_difference(power_class(complement(power_class(u))),power_class(v))),union(image(element_relation,power_class(u)),complement(power_class(v))))*.
% 299.74/300.48 63121[2:SpR:48838.0,35620.0] || -> subclass(regular(intersection(power_class(complement(power_class(u))),power_class(v))),union(image(element_relation,power_class(u)),complement(power_class(v))))* equal(intersection(power_class(complement(power_class(u))),power_class(v)),null_class).
% 299.74/300.48 63696[0:Res:68.2,14306.0] function(u) || member(v,universal_class) -> equal(ordered_pair(first(ordered_pair(image(u,v),x__dfg)),second(ordered_pair(image(u,v),x__dfg))),ordered_pair(image(u,v),x__dfg))**.
% 299.74/300.48 63611[0:Res:73.2,14306.0] || member(u,universal_class) -> equal(u,null_class) equal(ordered_pair(first(ordered_pair(apply(choice,u),x__dfg)),second(ordered_pair(apply(choice,u),x__dfg))),ordered_pair(apply(choice,u),x__dfg))**.
% 299.74/300.48 64066[0:Res:68.2,14382.0] function(u) || member(v,universal_class) -> equal(ordered_pair(first(ordered_pair(image(u,v),omega)),second(ordered_pair(image(u,v),omega))),ordered_pair(image(u,v),omega))**.
% 299.74/300.48 63981[0:Res:73.2,14382.0] || member(u,universal_class) -> equal(u,null_class) equal(ordered_pair(first(ordered_pair(apply(choice,u),omega)),second(ordered_pair(apply(choice,u),omega))),ordered_pair(apply(choice,u),omega))**.
% 299.74/300.48 67133[0:SpL:48104.0,6546.1] || member(u,symmetric_difference(union(v,complement(power_class(w))),union(complement(v),power_class(w))))* subclass(complement(symmetric_difference(complement(v),power_class(w))),x)* -> member(u,x)*.
% 299.74/300.48 68342[0:Res:12468.3,48187.0] || member(u,universal_class) member(v,u) subclass(element_relation,intersection(power_class(w),complement(x))) member(ordered_pair(v,u),union(complement(power_class(w)),x))* -> .
% 299.74/300.48 68341[0:Res:12468.3,47998.0] || member(u,universal_class) member(v,u) subclass(element_relation,intersection(complement(w),power_class(x))) member(ordered_pair(v,u),union(w,complement(power_class(x))))* -> .
% 299.74/300.48 68692[4:Res:1214.3,64986.1] || member(u,universal_class) member(ordered_pair(v,w),cross_product(universal_class,universal_class)) member(ordered_pair(ordered_pair(w,u),v),x)* equal(successor(rotate(x)),null_class) -> .
% 299.74/300.48 68691[4:Res:1193.3,64986.1] || member(u,universal_class) member(ordered_pair(v,w),cross_product(universal_class,universal_class)) member(ordered_pair(ordered_pair(w,v),u),x)* equal(successor(flip(x)),null_class) -> .
% 299.74/300.48 69373[0:SpL:69304.0,62.0] || member(u,range_of(null_class)) member(ordered_pair(v,u),cross_product(universal_class,universal_class)) -> member(ordered_pair(v,u),compose(complement(cross_product(image(w,singleton(v)),universal_class)),w))*.
% 299.74/300.48 69369[0:SpL:69304.0,62.0] || member(u,image(v,range_of(null_class))) member(ordered_pair(w,u),cross_product(universal_class,universal_class)) -> member(ordered_pair(w,u),compose(v,complement(cross_product(singleton(w),universal_class))))*.
% 299.74/300.48 69446[2:SpL:23551.0,3477.0] || subclass(u,regular(ordered_pair(v,w)))* -> equal(regular(ordered_pair(v,w)),singleton(v)) equal(u,null_class) equal(regular(u),singleton(w)) equal(regular(u),v).
% 299.74/300.48 71418[2:Obv:71335.2] || subclass(unordered_pair(u,v),regular(w))* member(v,w) -> equal(not_subclass_element(unordered_pair(u,v),x),u)** subclass(unordered_pair(u,v),x) equal(w,null_class).
% 299.74/300.48 71419[2:Obv:71334.2] || subclass(unordered_pair(u,v),regular(w))* member(u,w) -> equal(not_subclass_element(unordered_pair(u,v),x),v)** subclass(unordered_pair(u,v),x) equal(w,null_class).
% 299.74/300.48 72665[0:SpL:9395.0,12444.0] || equal(u,symmetric_difference(complement(v),complement(singleton(v))))* member(w,union(complement(v),complement(singleton(v))))* member(w,successor(v)) -> member(w,u)*.
% 299.74/300.48 73006[0:Obv:72886.2] || subclass(unordered_pair(u,v),w) member(v,x) -> equal(not_subclass_element(unordered_pair(u,v),intersection(x,w)),u)** subclass(unordered_pair(u,v),intersection(x,w)).
% 299.74/300.48 73007[0:Obv:72885.2] || subclass(unordered_pair(u,v),w) member(u,x) -> equal(not_subclass_element(unordered_pair(u,v),intersection(x,w)),v)** subclass(unordered_pair(u,v),intersection(x,w)).
% 299.74/300.48 77405[0:SpR:75599.0,13412.1] || member(u,union(union(v,w),complement(intersection(v,w)))) -> member(u,symmetric_difference(v,w)) member(u,symmetric_difference(union(v,w),complement(intersection(v,w))))*.
% 299.74/300.48 79023[0:SpL:75586.0,6546.1] || member(u,symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))))* subclass(complement(symmetric_difference(cross_product(v,w),x)),y)* -> member(u,y)*.
% 299.74/300.48 79515[0:SpL:75587.0,6546.1] || member(u,symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))))* subclass(complement(symmetric_difference(v,cross_product(w,x))),y)* -> member(u,y)*.
% 299.74/300.48 80149[0:Rew:80146.0,70296.2] function(u) || member(v,universal_class) subclass(universal_class,symmetric_difference(union(w,x),complement(intersection(w,x))))* -> member(image(u,v),complement(symmetric_difference(w,x)))*.
% 299.74/300.48 80156[0:Rew:80146.0,70276.1] || member(u,universal_class) subclass(u,symmetric_difference(union(v,w),complement(intersection(v,w))))* -> equal(u,null_class) member(apply(choice,u),complement(symmetric_difference(v,w))).
% 299.74/300.48 80157[0:Rew:80146.0,70301.0] || subclass(u,symmetric_difference(union(v,w),complement(intersection(v,w))))* -> subclass(intersection(x,u),y) member(not_subclass_element(intersection(x,u),y),complement(symmetric_difference(v,w)))*.
% 299.74/300.48 80158[0:Rew:80146.0,70303.0] || subclass(u,symmetric_difference(union(v,w),complement(intersection(v,w))))* -> subclass(intersection(u,x),y) member(not_subclass_element(intersection(u,x),y),complement(symmetric_difference(v,w)))*.
% 299.74/300.48 80171[0:Rew:80146.0,70286.1] || member(inverse(u),universal_class) subclass(domain_relation,symmetric_difference(union(v,w),complement(intersection(v,w))))* -> member(ordered_pair(inverse(u),range_of(u)),complement(symmetric_difference(v,w)))*.
% 299.74/300.48 80591[0:Rew:80566.0,67381.0] || member(u,symmetric_difference(union(power_class(v),complement(w)),union(complement(power_class(v)),w)))* subclass(complement(symmetric_difference(power_class(v),complement(w))),x)* -> member(u,x)*.
% 299.74/300.48 82462[0:Res:58368.0,7886.0] || -> subclass(restrict(intersection(u,restrict(v,w,x)),y,z),x1) member(not_subclass_element(restrict(intersection(u,restrict(v,w,x)),y,z),x1),cross_product(w,x))*.
% 299.74/300.48 82459[0:Res:57780.0,7886.0] || -> subclass(intersection(u,restrict(restrict(v,w,x),y,z)),x1) member(not_subclass_element(intersection(u,restrict(restrict(v,w,x),y,z)),x1),cross_product(w,x))*.
% 299.74/300.48 82445[4:Res:59822.0,7886.0] || -> subclass(union(null_class,restrict(restrict(u,v,w),x,y)),z) member(not_subclass_element(union(null_class,restrict(restrict(u,v,w),x,y)),z),cross_product(v,w))*.
% 299.74/300.48 82439[0:Res:59150.0,7886.0] || -> subclass(intersection(restrict(restrict(u,v,w),x,y),z),x1) member(not_subclass_element(intersection(restrict(restrict(u,v,w),x,y),z),x1),cross_product(v,w))*.
% 299.74/300.48 82436[0:Res:57833.0,7886.0] || -> subclass(restrict(intersection(restrict(u,v,w),x),y,z),x1) member(not_subclass_element(restrict(intersection(restrict(u,v,w),x),y,z),x1),cross_product(v,w))*.
% 299.74/300.48 82470[4:Rew:80005.0,82435.1,80005.0,82435.0] || -> subclass(restrict(union(null_class,restrict(u,v,w)),x,y),z) member(not_subclass_element(restrict(union(null_class,restrict(u,v,w)),x,y),z),cross_product(v,w))*.
% 299.74/300.48 82724[4:SpR:75151.0,9395.0] || -> equal(intersection(successor(sum_class(range_of(null_class))),union(complement(apply(null_class,u)),complement(singleton(sum_class(range_of(null_class)))))),symmetric_difference(complement(apply(null_class,u)),complement(singleton(sum_class(range_of(null_class))))))**.
% 299.74/300.48 82657[4:SpR:75151.0,9395.0] || -> equal(intersection(successor(apply(null_class,u)),union(complement(sum_class(range_of(null_class))),complement(singleton(apply(null_class,u))))),symmetric_difference(complement(sum_class(range_of(null_class))),complement(singleton(apply(null_class,u)))))**.
% 299.74/300.48 83435[4:Res:30965.1,12473.0] || member(union(null_class,apply(null_class,u)),universal_class) -> equal(union(null_class,apply(null_class,u)),null_class) member(apply(choice,union(null_class,apply(null_class,u))),sum_class(range_of(null_class)))*.
% 299.74/300.48 83434[4:Res:30965.1,12472.0] || member(union(null_class,apply(null_class,u)),universal_class) -> equal(union(null_class,apply(null_class,u)),null_class) member(apply(choice,union(null_class,apply(null_class,u))),apply(null_class,v))*.
% 299.74/300.48 83433[4:Res:30965.1,12471.0] || member(union(null_class,sum_class(range_of(null_class))),universal_class) -> equal(union(null_class,sum_class(range_of(null_class))),null_class) member(apply(choice,union(null_class,sum_class(range_of(null_class)))),apply(null_class,u))*.
% 299.74/300.48 83418[4:Res:30965.1,574.0] || member(union(null_class,symmetric_difference(u,v)),universal_class) -> equal(union(null_class,symmetric_difference(u,v)),null_class) member(apply(choice,union(null_class,symmetric_difference(u,v))),union(u,v))*.
% 299.74/300.48 83520[4:SpL:41644.0,48485.1] || member(power_class(union(null_class,u)),universal_class) member(apply(choice,power_class(union(u,u))),complement(power_class(union(u,u))))* -> equal(power_class(union(null_class,u)),null_class).
% 299.74/300.48 83519[4:SpL:41644.0,48485.1] || member(power_class(union(u,u)),universal_class) member(apply(choice,power_class(union(null_class,u))),complement(power_class(union(null_class,u))))* -> equal(power_class(union(u,u)),null_class).
% 299.74/300.48 83743[4:SpR:74143.0,9395.0] || -> equal(intersection(successor(union(u,null_class)),union(union(null_class,complement(u)),complement(singleton(union(u,null_class))))),symmetric_difference(union(null_class,complement(u)),complement(singleton(union(u,null_class)))))**.
% 299.74/300.48 84122[4:SpR:75150.0,9395.0] || -> equal(intersection(successor(apply(null_class,u)),union(complement(apply(null_class,v)),complement(singleton(apply(null_class,u))))),symmetric_difference(complement(apply(null_class,v)),complement(singleton(apply(null_class,u)))))**.
% 299.74/300.48 84670[4:SpL:78724.0,48485.1] || member(power_class(union(u,null_class)),universal_class) member(apply(choice,power_class(union(null_class,u))),complement(power_class(union(null_class,u))))* -> equal(power_class(union(u,null_class)),null_class).
% 299.74/300.48 84654[4:SpL:78724.0,48485.1] || member(power_class(union(null_class,u)),universal_class) member(apply(choice,power_class(union(u,null_class))),complement(power_class(union(u,null_class))))* -> equal(power_class(union(null_class,u)),null_class).
% 299.74/300.48 85001[0:Res:26.2,9740.3] function(u) || member(image(u,v),w)* member(image(u,v),x)* member(v,universal_class) subclass(universal_class,complement(intersection(x,w)))* -> .
% 299.74/300.48 85077[0:Res:26.2,9802.2] || member(apply(choice,u),v) member(apply(choice,u),w) member(u,universal_class) subclass(u,complement(intersection(w,v)))* -> equal(u,null_class).
% 299.74/300.48 85808[2:Res:72136.0,77406.0] || -> equal(singleton(complement(symmetric_difference(union(u,v),complement(intersection(u,v))))),null_class) member(complement(symmetric_difference(union(u,v),complement(intersection(u,v)))),complement(symmetric_difference(u,v)))*.
% 299.74/300.48 86416[9:Res:77998.1,9804.1] function(intersection(u,v)) || member(successor(intersection(u,v)),universal_class) -> equal(successor(intersection(u,v)),null_class) member(apply(choice,successor(intersection(u,v))),u)*.
% 299.74/300.48 86518[9:Res:77998.1,9805.1] function(intersection(u,v)) || member(successor(intersection(u,v)),universal_class) -> equal(successor(intersection(u,v)),null_class) member(apply(choice,successor(intersection(u,v))),v)*.
% 299.74/300.48 86915[4:SpL:77754.0,48485.1] || member(power_class(union(u,u)),universal_class) member(apply(choice,power_class(union(u,null_class))),complement(power_class(union(u,null_class))))* -> equal(power_class(union(u,u)),null_class).
% 299.74/300.48 86899[4:SpL:77754.0,48485.1] || member(power_class(union(u,null_class)),universal_class) member(apply(choice,power_class(union(u,u))),complement(power_class(union(u,u))))* -> equal(power_class(union(u,null_class)),null_class).
% 299.74/300.48 87063[0:SoR:12443.0,2767.2] single_valued_class(intersection(u,v)) || member(w,v)* member(w,u)* equal(intersection(u,v),cross_product(universal_class,universal_class))** -> member(w,cross_product(universal_class,universal_class))*.
% 299.74/300.48 87350[4:SpL:826.1,72139.0] || subclass(not_subclass_element(cross_product(u,v),w),unordered_pair(first(not_subclass_element(cross_product(u,v),w)),singleton(second(not_subclass_element(cross_product(u,v),w)))))* -> subclass(cross_product(u,v),w).
% 299.74/300.48 87704[4:Res:17832.2,8686.2] || member(u,universal_class) subclass(domain_relation,symmetric_difference(v,w))* member(ordered_pair(u,cantor(u)),complement(w))* member(ordered_pair(u,cantor(u)),complement(v))* -> .
% 299.74/300.48 88035[9:Res:79114.1,7887.0] function(restrict(u,v,w)) || -> subclass(intersection(successor(restrict(u,v,w)),x),y) member(not_subclass_element(intersection(successor(restrict(u,v,w)),x),y),u)*.
% 299.74/300.48 88022[9:Res:79114.1,10202.0] function(complement(compose(element_relation,universal_class))) || member(regular(intersection(successor(complement(compose(element_relation,universal_class))),u)),element_relation)* -> equal(intersection(successor(complement(compose(element_relation,universal_class))),u),null_class).
% 299.74/300.48 88090[9:Res:79218.1,7887.0] function(restrict(u,v,w)) || -> subclass(intersection(x,successor(restrict(u,v,w))),y) member(not_subclass_element(intersection(x,successor(restrict(u,v,w))),y),u)*.
% 299.74/300.48 88077[9:Res:79218.1,10202.0] function(complement(compose(element_relation,universal_class))) || member(regular(intersection(u,successor(complement(compose(element_relation,universal_class))))),element_relation)* -> equal(intersection(u,successor(complement(compose(element_relation,universal_class)))),null_class).
% 299.74/300.48 88200[0:SpR:80128.0,9395.0] || -> equal(intersection(successor(symmetric_difference(u,v)),union(complement(symmetric_difference(v,u)),complement(singleton(symmetric_difference(u,v))))),symmetric_difference(complement(symmetric_difference(v,u)),complement(singleton(symmetric_difference(u,v)))))**.
% 299.74/300.48 90582[2:Rew:619.1,90581.2] || member(not_subclass_element(intersection(u,v),w),unordered_pair(x,v))* -> equal(regular(unordered_pair(x,v)),x) subclass(intersection(u,v),w) equal(unordered_pair(x,v),null_class).
% 299.74/300.48 90584[2:Rew:619.2,90583.2] || member(not_subclass_element(intersection(u,v),w),unordered_pair(v,x))* -> equal(regular(unordered_pair(v,x)),x) subclass(intersection(u,v),w) equal(unordered_pair(v,x),null_class).
% 299.74/300.48 91359[2:Rew:619.1,91358.2] || member(not_subclass_element(intersection(u,v),w),unordered_pair(x,u))* -> equal(regular(unordered_pair(x,u)),x) subclass(intersection(u,v),w) equal(unordered_pair(x,u),null_class).
% 299.74/300.48 91361[2:Rew:619.2,91360.2] || member(not_subclass_element(intersection(u,v),w),unordered_pair(u,x))* -> equal(regular(unordered_pair(u,x)),x) subclass(intersection(u,v),w) equal(unordered_pair(u,x),null_class).
% 299.74/300.48 95461[4:Res:95322.0,3477.0] || -> equal(complement(successor(complement(unordered_pair(u,v)))),null_class) equal(regular(complement(successor(complement(unordered_pair(u,v))))),v)** equal(regular(complement(successor(complement(unordered_pair(u,v))))),u)**.
% 299.74/300.48 95824[4:Res:95477.0,7886.0] || -> subclass(complement(successor(union(null_class,complement(restrict(u,v,w))))),x) member(not_subclass_element(complement(successor(union(null_class,complement(restrict(u,v,w))))),x),cross_product(v,w))*.
% 299.74/300.48 96237[4:Res:17312.2,48030.0] || member(u,universal_class) subclass(domain_relation,intersection(complement(v),power_class(complement(power_class(w))))) member(ordered_pair(u,cantor(u)),union(v,image(element_relation,power_class(w))))* -> .
% 299.74/300.48 96201[0:Res:5.1,48030.0] || member(not_subclass_element(intersection(complement(u),power_class(complement(power_class(v)))),w),union(u,image(element_relation,power_class(v))))* -> subclass(intersection(complement(u),power_class(complement(power_class(v)))),w).
% 299.74/300.48 96173[0:SpL:47973.0,48030.0] || member(u,intersection(union(complement(power_class(v)),w),power_class(complement(power_class(x)))))* member(u,union(intersection(power_class(v),complement(w)),image(element_relation,power_class(x)))) -> .
% 299.74/300.48 96172[0:SpL:47967.0,48030.0] || member(u,intersection(union(v,complement(power_class(w))),power_class(complement(power_class(x)))))* member(u,union(intersection(complement(v),power_class(w)),image(element_relation,power_class(x)))) -> .
% 299.74/300.48 96556[4:Res:17312.2,48062.0] || member(u,universal_class) subclass(domain_relation,intersection(power_class(complement(power_class(v))),complement(w))) member(ordered_pair(u,cantor(u)),union(image(element_relation,power_class(v)),w))* -> .
% 299.74/300.48 96520[0:Res:5.1,48062.0] || member(not_subclass_element(intersection(power_class(complement(power_class(u))),complement(v)),w),union(image(element_relation,power_class(u)),v))* -> subclass(intersection(power_class(complement(power_class(u))),complement(v)),w).
% 299.74/300.48 96478[0:SpL:47973.0,48062.0] || member(u,intersection(power_class(complement(power_class(v))),union(complement(power_class(w)),x)))* member(u,union(image(element_relation,power_class(v)),intersection(power_class(w),complement(x)))) -> .
% 299.74/300.48 96477[0:SpL:47967.0,48062.0] || member(u,intersection(power_class(complement(power_class(v))),union(w,complement(power_class(x)))))* member(u,union(image(element_relation,power_class(v)),intersection(complement(w),power_class(x)))) -> .
% 299.74/300.48 96698[4:Res:95315.0,7887.0] || -> subclass(union(null_class,intersection(union(null_class,restrict(u,v,w)),x)),y) member(not_subclass_element(union(null_class,intersection(union(null_class,restrict(u,v,w)),x)),y),u)*.
% 299.74/300.48 96685[4:Res:95315.0,10202.0] || member(regular(union(null_class,intersection(union(null_class,complement(compose(element_relation,universal_class))),u))),element_relation)* -> equal(union(null_class,intersection(union(null_class,complement(compose(element_relation,universal_class))),u)),null_class).
% 299.74/300.48 97030[4:Res:95358.0,7887.0] || -> subclass(union(null_class,intersection(u,union(null_class,restrict(v,w,x)))),y) member(not_subclass_element(union(null_class,intersection(u,union(null_class,restrict(v,w,x)))),y),v)*.
% 299.74/300.48 97017[4:Res:95358.0,10202.0] || member(regular(union(null_class,intersection(u,union(null_class,complement(compose(element_relation,universal_class)))))),element_relation)* -> equal(union(null_class,intersection(u,union(null_class,complement(compose(element_relation,universal_class))))),null_class).
% 299.74/300.48 97250[0:SpL:48870.0,6546.1] || member(u,symmetric_difference(power_class(v),union(w,complement(power_class(x)))))* subclass(union(complement(power_class(v)),intersection(complement(w),power_class(x))),y)* -> member(u,y)*.
% 299.74/300.48 97952[0:SpL:48871.0,6546.1] || member(u,symmetric_difference(union(v,complement(power_class(w))),power_class(x)))* subclass(union(intersection(complement(v),power_class(w)),complement(power_class(x))),y)* -> member(u,y)*.
% 299.74/300.48 98643[0:SpL:48872.0,6546.1] || member(u,symmetric_difference(union(complement(power_class(v)),w),power_class(x)))* subclass(union(intersection(power_class(v),complement(w)),complement(power_class(x))),y)* -> member(u,y)*.
% 299.74/300.48 98869[4:Res:95309.0,7887.0] || -> subclass(intersection(intersection(union(null_class,restrict(u,v,w)),x),y),z) member(not_subclass_element(intersection(intersection(union(null_class,restrict(u,v,w)),x),y),z),u)*.
% 299.74/300.48 98856[4:Res:95309.0,10202.0] || member(regular(intersection(intersection(union(null_class,complement(compose(element_relation,universal_class))),u),v)),element_relation)* -> equal(intersection(intersection(union(null_class,complement(compose(element_relation,universal_class))),u),v),null_class).
% 299.74/300.48 99001[4:Res:95320.0,7887.0] || -> subclass(intersection(u,intersection(v,union(null_class,restrict(w,x,y)))),z) member(not_subclass_element(intersection(u,intersection(v,union(null_class,restrict(w,x,y)))),z),w)*.
% 299.74/300.48 98988[4:Res:95320.0,10202.0] || member(regular(intersection(u,intersection(v,union(null_class,complement(compose(element_relation,universal_class)))))),element_relation)* -> equal(intersection(u,intersection(v,union(null_class,complement(compose(element_relation,universal_class))))),null_class).
% 299.74/300.48 99127[4:Res:95350.0,7887.0] || -> subclass(intersection(u,intersection(union(null_class,restrict(v,w,x)),y)),z) member(not_subclass_element(intersection(u,intersection(union(null_class,restrict(v,w,x)),y)),z),v)*.
% 299.74/300.48 99114[4:Res:95350.0,10202.0] || member(regular(intersection(u,intersection(union(null_class,complement(compose(element_relation,universal_class))),v))),element_relation)* -> equal(intersection(u,intersection(union(null_class,complement(compose(element_relation,universal_class))),v)),null_class).
% 299.74/300.48 99362[0:SpL:48874.0,6546.1] || member(u,symmetric_difference(power_class(v),union(complement(power_class(w)),x)))* subclass(union(complement(power_class(v)),intersection(power_class(w),complement(x))),y)* -> member(u,y)*.
% 299.74/300.48 99554[4:Res:95356.0,7887.0] || -> subclass(intersection(intersection(u,union(null_class,restrict(v,w,x))),y),z) member(not_subclass_element(intersection(intersection(u,union(null_class,restrict(v,w,x))),y),z),v)*.
% 299.74/300.48 99541[4:Res:95356.0,10202.0] || member(regular(intersection(intersection(u,union(null_class,complement(compose(element_relation,universal_class)))),v)),element_relation)* -> equal(intersection(intersection(u,union(null_class,complement(compose(element_relation,universal_class)))),v),null_class).
% 299.74/300.48 100157[0:SpR:47973.0,7971.2] || member(u,universal_class) -> member(u,image(element_relation,union(intersection(power_class(v),complement(w)),x)))* member(u,power_class(intersection(union(complement(power_class(v)),w),complement(x)))).
% 299.74/300.48 100156[0:SpR:47967.0,7971.2] || member(u,universal_class) -> member(u,image(element_relation,union(intersection(complement(v),power_class(w)),x)))* member(u,power_class(intersection(union(v,complement(power_class(w))),complement(x)))).
% 299.74/300.48 100129[0:SpR:47973.0,7971.2] || member(u,universal_class) -> member(u,image(element_relation,union(v,intersection(power_class(w),complement(x)))))* member(u,power_class(intersection(complement(v),union(complement(power_class(w)),x)))).
% 299.74/300.48 100128[0:SpR:47967.0,7971.2] || member(u,universal_class) -> member(u,image(element_relation,union(v,intersection(complement(w),power_class(x)))))* member(u,power_class(intersection(complement(v),union(w,complement(power_class(x)))))).
% 299.74/300.48 100454[4:Res:30316.0,17679.1] || member(u,universal_class) member(regular(union(null_class,cross_product(singleton(u),universal_class))),v)* -> equal(union(null_class,cross_product(singleton(u),universal_class)),null_class) member(u,cantor(v)).
% 299.74/300.48 100441[4:Res:17312.2,17679.1] || member(u,universal_class) subclass(domain_relation,cross_product(singleton(v),universal_class))* member(v,universal_class) member(ordered_pair(u,cantor(u)),w)* -> member(v,cantor(w))*.
% 299.74/300.48 100912[0:SpL:47973.0,8658.1] || member(u,intersection(complement(v),union(intersection(power_class(w),complement(x)),y)))* member(u,union(v,intersection(union(complement(power_class(w)),x),complement(y)))) -> .
% 299.74/300.48 100911[0:SpL:47967.0,8658.1] || member(u,intersection(complement(v),union(intersection(complement(w),power_class(x)),y)))* member(u,union(v,intersection(union(w,complement(power_class(x))),complement(y)))) -> .
% 299.74/300.48 100884[0:SpL:47973.0,8658.1] || member(u,intersection(complement(v),union(w,intersection(power_class(x),complement(y)))))* member(u,union(v,intersection(complement(w),union(complement(power_class(x)),y)))) -> .
% 299.74/300.48 100883[0:SpL:47967.0,8658.1] || member(u,intersection(complement(v),union(w,intersection(complement(x),power_class(y)))))* member(u,union(v,intersection(complement(w),union(x,complement(power_class(y)))))) -> .
% 299.74/300.48 101621[0:SpL:47973.0,8668.1] || member(u,intersection(union(intersection(power_class(v),complement(w)),x),complement(y)))* member(u,union(intersection(union(complement(power_class(v)),w),complement(x)),y)) -> .
% 299.74/300.48 101620[0:SpL:47967.0,8668.1] || member(u,intersection(union(intersection(complement(v),power_class(w)),x),complement(y)))* member(u,union(intersection(union(v,complement(power_class(w))),complement(x)),y)) -> .
% 299.74/300.48 101593[0:SpL:47973.0,8668.1] || member(u,intersection(union(v,intersection(power_class(w),complement(x))),complement(y)))* member(u,union(intersection(complement(v),union(complement(power_class(w)),x)),y)) -> .
% 299.74/300.48 101592[0:SpL:47967.0,8668.1] || member(u,intersection(union(v,intersection(complement(w),power_class(x))),complement(y)))* member(u,union(intersection(complement(v),union(w,complement(power_class(x)))),y)) -> .
% 299.74/300.48 102495[0:Rew:102293.0,64235.1] || member(u,image(element_relation,union(v,intersection(complement(w),union(x,y)))))* member(u,power_class(intersection(complement(v),union(w,complement(union(x,y)))))) -> .
% 299.74/300.48 102496[0:Rew:102293.0,67559.0] || -> equal(union(complement(power_class(u)),intersection(complement(v),union(w,complement(union(x,y))))),complement(intersection(power_class(u),union(v,intersection(complement(w),union(x,y))))))**.
% 299.74/300.48 102521[0:Rew:102293.0,100879.1] || member(u,intersection(complement(v),union(w,image(element_relation,union(x,y)))))* member(u,union(v,intersection(complement(w),power_class(complement(union(x,y)))))) -> .
% 299.74/300.48 102539[0:Rew:102293.0,13377.1] || member(u,union(complement(v),union(w,x))) member(u,union(v,complement(union(w,x)))) -> member(u,symmetric_difference(complement(v),union(w,x)))*.
% 299.74/300.48 102548[0:Rew:102293.0,64252.1] || member(u,image(element_relation,union(intersection(complement(v),union(w,x)),y)))* member(u,power_class(intersection(union(v,complement(union(w,x))),complement(y)))) -> .
% 299.74/300.48 102549[0:Rew:102293.0,67577.0] || -> equal(union(complement(power_class(u)),intersection(union(v,complement(union(w,x))),complement(y))),complement(intersection(power_class(u),union(intersection(complement(v),union(w,x)),y))))**.
% 299.74/300.48 102562[0:Rew:102293.0,101021.0] || subclass(u,union(v,complement(union(w,x)))) member(regular(intersection(u,y)),intersection(complement(v),union(w,x)))* -> equal(intersection(u,y),null_class).
% 299.74/300.48 102563[0:Rew:102293.0,101023.0] || subclass(u,union(v,complement(union(w,x)))) member(regular(intersection(y,u)),intersection(complement(v),union(w,x)))* -> equal(intersection(y,u),null_class).
% 299.74/300.48 102570[0:Rew:102293.0,66843.0] || -> equal(union(intersection(complement(u),union(v,complement(union(w,x)))),complement(power_class(y))),complement(intersection(union(u,intersection(complement(v),union(w,x))),power_class(y))))**.
% 299.74/300.48 102599[4:Rew:102293.0,95750.2] || member(ordered_pair(u,cantor(u)),symmetric_difference(complement(v),union(w,x)))* member(u,universal_class) subclass(domain_relation,regular(union(v,complement(union(w,x))))) -> .
% 299.74/300.48 102608[0:Rew:102293.0,100124.2] || member(u,universal_class) -> member(u,image(element_relation,union(v,image(element_relation,union(w,x)))))* member(u,power_class(intersection(complement(v),power_class(complement(union(w,x)))))).
% 299.74/300.48 102613[0:Rew:102293.0,101588.1] || member(u,intersection(union(v,image(element_relation,union(w,x))),complement(y)))* member(u,union(intersection(complement(v),power_class(complement(union(w,x)))),y)) -> .
% 299.74/300.48 102626[0:Rew:102293.0,68356.2] || member(u,universal_class) member(v,u) subclass(element_relation,power_class(complement(union(w,x)))) member(ordered_pair(v,u),image(element_relation,union(w,x)))* -> .
% 299.74/300.48 102627[0:Rew:102293.0,100907.1] || member(u,intersection(complement(v),union(image(element_relation,union(w,x)),y)))* member(u,union(v,intersection(power_class(complement(union(w,x))),complement(y)))) -> .
% 299.74/300.48 102629[0:Rew:102293.0,96473.0] || member(u,intersection(power_class(complement(power_class(v))),power_class(complement(union(w,x)))))* member(u,union(image(element_relation,power_class(v)),image(element_relation,union(w,x)))) -> .
% 299.74/300.48 102637[0:Rew:102293.0,64238.1] || member(u,image(element_relation,union(v,intersection(union(w,x),complement(y)))))* member(u,power_class(intersection(complement(v),union(complement(union(w,x)),y)))) -> .
% 299.74/300.48 102638[0:Rew:102293.0,67562.0] || -> equal(union(complement(power_class(u)),intersection(complement(v),union(complement(union(w,x)),y))),complement(intersection(power_class(u),union(v,intersection(union(w,x),complement(y))))))**.
% 299.74/300.48 102836[0:Rew:102293.0,66861.0] || -> equal(union(intersection(union(u,complement(union(v,w))),complement(x)),complement(power_class(y))),complement(intersection(union(intersection(complement(u),union(v,w)),x),power_class(y))))**.
% 299.74/300.48 102898[4:Rew:102293.0,101004.0] || subclass(domain_relation,flip(union(u,complement(union(v,w))))) member(ordered_pair(ordered_pair(x,y),cantor(ordered_pair(y,x))),intersection(complement(u),union(v,w)))* -> .
% 299.74/300.48 102899[4:Rew:102293.0,101003.0] || subclass(domain_relation,rotate(union(u,complement(union(v,w))))) member(ordered_pair(ordered_pair(x,cantor(ordered_pair(y,x))),y),intersection(complement(u),union(v,w)))* -> .
% 299.74/300.48 102910[0:Rew:102293.0,100152.2] || member(u,universal_class) -> member(u,image(element_relation,union(image(element_relation,union(v,w)),x)))* member(u,power_class(intersection(power_class(complement(union(v,w))),complement(x)))).
% 299.74/300.48 102915[0:Rew:102293.0,101616.1] || member(u,intersection(union(image(element_relation,union(v,w)),x),complement(y)))* member(u,union(intersection(power_class(complement(union(v,w))),complement(x)),y)) -> .
% 299.74/300.48 102956[0:Rew:102293.0,96168.0] || member(u,intersection(power_class(complement(union(v,w))),power_class(complement(power_class(x)))))* member(u,union(image(element_relation,union(v,w)),image(element_relation,power_class(x)))) -> .
% 299.74/300.48 102975[0:Rew:102293.0,13380.1] || member(u,union(union(v,w),complement(x))) member(u,union(complement(union(v,w)),x)) -> member(u,symmetric_difference(union(v,w),complement(x)))*.
% 299.74/300.48 102984[0:Rew:102293.0,64255.1] || member(u,image(element_relation,union(intersection(union(v,w),complement(x)),y)))* member(u,power_class(intersection(union(complement(union(v,w)),x),complement(y)))) -> .
% 299.74/300.48 102985[0:Rew:102293.0,67580.0] || -> equal(union(complement(power_class(u)),intersection(union(complement(union(v,w)),x),complement(y))),complement(intersection(power_class(u),union(intersection(union(v,w),complement(x)),y))))**.
% 299.74/300.48 102998[0:Rew:102293.0,101732.0] || subclass(u,union(complement(union(v,w)),x)) member(regular(intersection(u,y)),intersection(union(v,w),complement(x)))* -> equal(intersection(u,y),null_class).
% 299.74/300.48 102999[0:Rew:102293.0,101734.0] || subclass(u,union(complement(union(v,w)),x)) member(regular(intersection(y,u)),intersection(union(v,w),complement(x)))* -> equal(intersection(y,u),null_class).
% 299.74/300.48 103006[0:Rew:102293.0,66846.0] || -> equal(union(intersection(complement(u),union(complement(union(v,w)),x)),complement(power_class(y))),complement(intersection(union(u,intersection(union(v,w),complement(x))),power_class(y))))**.
% 299.74/300.48 103035[4:Rew:102293.0,95749.2] || member(ordered_pair(u,cantor(u)),symmetric_difference(union(v,w),complement(x)))* member(u,universal_class) subclass(domain_relation,regular(union(complement(union(v,w)),x))) -> .
% 299.74/300.48 103175[0:Rew:102293.0,66864.0] || -> equal(union(intersection(union(complement(union(u,v)),w),complement(x)),complement(power_class(y))),complement(intersection(union(intersection(union(u,v),complement(w)),x),power_class(y))))**.
% 299.74/300.48 103235[4:Rew:102293.0,101715.0] || subclass(domain_relation,flip(union(complement(union(u,v)),w))) member(ordered_pair(ordered_pair(x,y),cantor(ordered_pair(y,x))),intersection(union(u,v),complement(w)))* -> .
% 299.74/300.48 103236[4:Rew:102293.0,101714.0] || subclass(domain_relation,rotate(union(complement(union(u,v)),w))) member(ordered_pair(ordered_pair(x,cantor(ordered_pair(y,x))),y),intersection(union(u,v),complement(w)))* -> .
% 299.74/300.48 104524[4:Rew:102293.0,102817.0] || member(apply(choice,regular(union(u,complement(union(v,w))))),symmetric_difference(complement(u),union(v,w)))* -> equal(regular(union(u,complement(union(v,w)))),null_class).
% 299.74/300.48 104525[4:Rew:102293.0,102818.1] || member(not_subclass_element(regular(union(u,complement(union(v,w)))),x),symmetric_difference(complement(u),union(v,w)))* -> subclass(regular(union(u,complement(union(v,w)))),x).
% 299.74/300.48 104526[0:Rew:103871.0,102840.0] || -> equal(power_class(intersection(union(u,complement(union(v,w))),complement(singleton(intersection(complement(u),union(v,w)))))),power_class(complement(successor(intersection(complement(u),union(v,w))))))**.
% 299.74/300.48 104531[4:Rew:102293.0,103156.0] || member(apply(choice,regular(union(complement(union(u,v)),w))),symmetric_difference(union(u,v),complement(w)))* -> equal(regular(union(complement(union(u,v)),w)),null_class).
% 299.74/300.48 104532[4:Rew:102293.0,103157.1] || member(not_subclass_element(regular(union(complement(union(u,v)),w)),x),symmetric_difference(union(u,v),complement(w)))* -> subclass(regular(union(complement(union(u,v)),w)),x).
% 299.74/300.48 104533[0:Rew:103871.0,103179.0] || -> equal(power_class(intersection(union(complement(union(u,v)),w),complement(singleton(intersection(union(u,v),complement(w)))))),power_class(complement(successor(intersection(union(u,v),complement(w))))))**.
% 299.74/300.48 104534[0:Rew:102293.0,103338.1] || member(regular(restrict(power_class(complement(union(u,v))),w,x)),image(element_relation,union(u,v)))* -> equal(restrict(power_class(complement(union(u,v))),w,x),null_class).
% 299.74/300.48 104642[0:Rew:102293.0,102274.1,102293.0,102274.1,102293.0,102274.0,102293.0,102274.0] || member(not_subclass_element(complement(union(complement(union(u,v)),w)),x),symmetric_difference(union(u,v),complement(w)))* -> subclass(complement(union(complement(union(u,v)),w)),x).
% 299.74/300.48 104643[0:Rew:102293.0,102273.1,102293.0,102273.1,102293.0,102273.0,102293.0,102273.0] || member(not_subclass_element(complement(union(u,complement(union(v,w)))),x),symmetric_difference(complement(u),union(v,w)))* -> subclass(complement(union(u,complement(union(v,w)))),x).
% 299.74/300.48 108374[0:SpL:103948.0,48062.0] || member(u,intersection(power_class(complement(power_class(v))),union(w,complement(successor(x)))))* member(u,union(image(element_relation,power_class(v)),intersection(complement(w),successor(x)))) -> .
% 299.74/300.48 108366[0:SpL:103948.0,48030.0] || member(u,intersection(union(v,complement(successor(w))),power_class(complement(power_class(x)))))* member(u,union(intersection(complement(v),successor(w)),image(element_relation,power_class(x)))) -> .
% 299.74/300.48 109883[0:SpR:106411.0,9395.0] || -> equal(intersection(successor(union(u,v)),union(complement(union(v,u)),complement(singleton(union(u,v))))),symmetric_difference(complement(union(v,u)),complement(singleton(union(u,v)))))**.
% 299.74/300.48 110746[0:Res:12468.3,102304.0] || member(u,universal_class) member(v,u) subclass(element_relation,image(element_relation,union(w,x))) member(ordered_pair(v,u),power_class(complement(union(w,x))))* -> .
% 299.74/300.48 110734[0:Res:283.1,102304.0] || member(regular(restrict(image(element_relation,union(u,v)),w,x)),power_class(complement(union(u,v))))* -> equal(restrict(image(element_relation,union(u,v)),w,x),null_class).
% 299.74/300.48 112914[0:Res:7755.2,102295.0] || subclass(u,symmetric_difference(complement(v),union(w,x))) -> subclass(intersection(u,y),z) member(not_subclass_element(intersection(u,y),z),union(v,complement(union(w,x))))*.
% 299.74/300.48 112912[0:Res:6563.2,102295.0] || subclass(u,symmetric_difference(complement(v),union(w,x))) -> subclass(intersection(y,u),z) member(not_subclass_element(intersection(y,u),z),union(v,complement(union(w,x))))*.
% 299.74/300.48 112907[0:Res:530.3,102295.0] function(u) || member(v,universal_class) subclass(universal_class,symmetric_difference(complement(w),union(x,y))) -> member(image(u,v),union(w,complement(union(x,y))))*.
% 299.74/300.48 112899[4:Res:30316.0,102295.0] || -> equal(union(null_class,symmetric_difference(complement(u),union(v,w))),null_class) member(regular(union(null_class,symmetric_difference(complement(u),union(v,w)))),union(u,complement(union(v,w))))*.
% 299.74/300.48 112895[0:Res:5957.2,102295.0] || member(inverse(u),universal_class) subclass(domain_relation,symmetric_difference(complement(v),union(w,x))) -> member(ordered_pair(inverse(u),range_of(u)),union(v,complement(union(w,x))))*.
% 299.74/300.48 112885[0:Res:494.3,102295.0] || member(u,universal_class) subclass(u,symmetric_difference(complement(v),union(w,x))) -> equal(u,null_class) member(apply(choice,u),union(v,complement(union(w,x))))*.
% 299.74/300.48 112881[0:Res:184.1,102295.0] || -> equal(intersection(u,symmetric_difference(complement(v),union(w,x))),null_class) member(regular(intersection(u,symmetric_difference(complement(v),union(w,x)))),union(v,complement(union(w,x))))*.
% 299.74/300.48 112851[0:Res:192.1,102295.0] || -> equal(intersection(symmetric_difference(complement(u),union(v,w)),x),null_class) member(regular(intersection(symmetric_difference(complement(u),union(v,w)),x)),union(u,complement(union(v,w))))*.
% 299.74/300.48 112827[0:SpL:102302.0,102295.0] || member(u,symmetric_difference(union(v,complement(union(w,x))),union(y,z))) -> member(u,union(intersection(complement(v),union(w,x)),complement(union(y,z))))*.
% 299.74/300.48 112820[0:SpL:102312.0,102295.0] || member(u,symmetric_difference(union(complement(union(v,w)),x),union(y,z))) -> member(u,union(intersection(union(v,w),complement(x)),complement(union(y,z))))*.
% 299.74/300.48 113199[6:Rew:112707.0,113190.2,112707.0,113190.1] || member(ordered_pair(u,not_subclass_element(range_of(null_class),v)),cross_product(universal_class,universal_class)) -> subclass(range_of(null_class),v) member(ordered_pair(u,not_subclass_element(range_of(null_class),v)),compose(successor(null_class),w))*.
% 299.74/300.48 113345[0:Res:7755.2,102309.0] || subclass(u,symmetric_difference(union(v,w),complement(x))) -> subclass(intersection(u,y),z) member(not_subclass_element(intersection(u,y),z),union(complement(union(v,w)),x))*.
% 299.74/300.48 113343[0:Res:6563.2,102309.0] || subclass(u,symmetric_difference(union(v,w),complement(x))) -> subclass(intersection(y,u),z) member(not_subclass_element(intersection(y,u),z),union(complement(union(v,w)),x))*.
% 299.74/300.48 113338[0:Res:530.3,102309.0] function(u) || member(v,universal_class) subclass(universal_class,symmetric_difference(union(w,x),complement(y))) -> member(image(u,v),union(complement(union(w,x)),y))*.
% 299.74/300.48 113330[4:Res:30316.0,102309.0] || -> equal(union(null_class,symmetric_difference(union(u,v),complement(w))),null_class) member(regular(union(null_class,symmetric_difference(union(u,v),complement(w)))),union(complement(union(u,v)),w))*.
% 299.74/300.48 113326[0:Res:5957.2,102309.0] || member(inverse(u),universal_class) subclass(domain_relation,symmetric_difference(union(v,w),complement(x))) -> member(ordered_pair(inverse(u),range_of(u)),union(complement(union(v,w)),x))*.
% 299.74/300.48 113316[0:Res:494.3,102309.0] || member(u,universal_class) subclass(u,symmetric_difference(union(v,w),complement(x))) -> equal(u,null_class) member(apply(choice,u),union(complement(union(v,w)),x))*.
% 299.74/300.48 113312[0:Res:184.1,102309.0] || -> equal(intersection(u,symmetric_difference(union(v,w),complement(x))),null_class) member(regular(intersection(u,symmetric_difference(union(v,w),complement(x)))),union(complement(union(v,w)),x))*.
% 299.74/300.48 113282[0:Res:192.1,102309.0] || -> equal(intersection(symmetric_difference(union(u,v),complement(w)),x),null_class) member(regular(intersection(symmetric_difference(union(u,v),complement(w)),x)),union(complement(union(u,v)),w))*.
% 299.74/300.48 113220[0:SpL:102302.0,102309.0] || member(u,symmetric_difference(union(v,w),union(x,complement(union(y,z))))) -> member(u,union(complement(union(v,w)),intersection(complement(x),union(y,z))))*.
% 299.74/300.48 113213[0:SpL:102312.0,102309.0] || member(u,symmetric_difference(union(v,w),union(complement(union(x,y)),z))) -> member(u,union(complement(union(v,w)),intersection(union(x,y),complement(z))))*.
% 299.74/300.48 114202[0:Res:3143.2,102294.0] || subclass(u,intersection(complement(v),union(w,x))) member(regular(intersection(y,u)),union(v,complement(union(w,x))))* -> equal(intersection(y,u),null_class).
% 299.74/300.48 114200[0:Res:3315.2,102294.0] || subclass(u,intersection(complement(v),union(w,x))) member(regular(intersection(u,y)),union(v,complement(union(w,x))))* -> equal(intersection(u,y),null_class).
% 299.74/300.48 114187[4:Res:17399.1,102294.0] || subclass(domain_relation,flip(intersection(complement(u),union(v,w)))) member(ordered_pair(ordered_pair(x,y),cantor(ordered_pair(y,x))),union(u,complement(union(v,w))))* -> .
% 299.74/300.48 114186[4:Res:17398.1,102294.0] || subclass(domain_relation,rotate(intersection(complement(u),union(v,w)))) member(ordered_pair(ordered_pair(x,cantor(ordered_pair(y,x))),y),union(u,complement(union(v,w))))* -> .
% 299.74/300.48 115174[0:Res:3143.2,102308.0] || subclass(u,intersection(union(v,w),complement(x))) member(regular(intersection(y,u)),union(complement(union(v,w)),x))* -> equal(intersection(y,u),null_class).
% 299.74/300.48 115172[0:Res:3315.2,102308.0] || subclass(u,intersection(union(v,w),complement(x))) member(regular(intersection(u,y)),union(complement(union(v,w)),x))* -> equal(intersection(u,y),null_class).
% 299.74/300.48 115159[4:Res:17399.1,102308.0] || subclass(domain_relation,flip(intersection(union(u,v),complement(w)))) member(ordered_pair(ordered_pair(x,y),cantor(ordered_pair(y,x))),union(complement(union(u,v)),w))* -> .
% 299.74/300.48 115158[4:Res:17398.1,102308.0] || subclass(domain_relation,rotate(intersection(union(u,v),complement(w)))) member(ordered_pair(ordered_pair(x,cantor(ordered_pair(y,x))),y),union(complement(union(u,v)),w))* -> .
% 299.74/300.48 116643[0:SpR:102469.0,3543.2] || subclass(u,symmetric_difference(restrict(v,w,x),complement(union(cross_product(w,x),v))))* -> equal(u,null_class) member(regular(u),complement(symmetric_difference(cross_product(w,x),v))).
% 299.74/300.48 117505[0:SpR:102489.0,3543.2] || subclass(u,symmetric_difference(restrict(v,w,x),complement(union(v,cross_product(w,x)))))* -> equal(u,null_class) member(regular(u),complement(symmetric_difference(v,cross_product(w,x)))).
% 299.74/300.48 118894[0:SpL:102945.0,6546.1] || member(u,symmetric_difference(power_class(v),power_class(complement(union(w,x)))))* subclass(union(complement(power_class(v)),image(element_relation,union(w,x))),y)* -> member(u,y)*.
% 299.74/300.48 122844[0:SpL:48838.0,122349.0] || subclass(intersection(power_class(complement(power_class(u))),power_class(v)),union(image(element_relation,power_class(u)),complement(power_class(v))))* -> equal(intersection(power_class(complement(power_class(u))),power_class(v)),null_class).
% 299.74/300.48 122842[0:SpL:48835.0,122349.0] || subclass(intersection(power_class(u),power_class(complement(power_class(v)))),union(complement(power_class(u)),image(element_relation,power_class(v))))* -> equal(intersection(power_class(u),power_class(complement(power_class(v)))),null_class).
% 299.74/300.48 123221[0:SpL:103074.0,6546.1] || member(u,symmetric_difference(power_class(complement(power_class(v))),union(w,x)))* subclass(union(image(element_relation,power_class(v)),complement(union(w,x))),y)* -> member(u,y)*.
% 299.74/300.48 123767[0:SpL:103320.0,6546.1] || member(u,symmetric_difference(power_class(complement(union(v,w))),power_class(x)))* subclass(union(image(element_relation,union(v,w)),complement(power_class(x))),y)* -> member(u,y)*.
% 299.74/300.48 124004[4:Res:123487.0,7886.0] || -> subclass(complement(successor(complement(intersection(restrict(u,v,w),x)))),y) member(not_subclass_element(complement(successor(complement(intersection(restrict(u,v,w),x)))),y),cross_product(v,w))*.
% 299.74/300.48 124164[4:Res:123906.0,7886.0] || -> subclass(complement(successor(complement(intersection(u,restrict(v,w,x))))),y) member(not_subclass_element(complement(successor(complement(intersection(u,restrict(v,w,x))))),y),cross_product(w,x))*.
% 299.74/300.48 124325[4:Res:123484.0,7887.0] || -> subclass(regular(union(null_class,complement(intersection(restrict(u,v,w),x)))),y) member(not_subclass_element(regular(union(null_class,complement(intersection(restrict(u,v,w),x)))),y),u)*.
% 299.74/300.48 124312[4:Res:123484.0,10202.0] || member(regular(regular(union(null_class,complement(intersection(complement(compose(element_relation,universal_class)),u))))),element_relation)* -> equal(regular(union(null_class,complement(intersection(complement(compose(element_relation,universal_class)),u)))),null_class).
% 299.74/300.48 124505[4:Res:124223.0,7887.0] || -> subclass(regular(union(null_class,complement(intersection(u,restrict(v,w,x))))),y) member(not_subclass_element(regular(union(null_class,complement(intersection(u,restrict(v,w,x))))),y),v)*.
% 299.74/300.48 124492[4:Res:124223.0,10202.0] || member(regular(regular(union(null_class,complement(intersection(u,complement(compose(element_relation,universal_class))))))),element_relation)* -> equal(regular(union(null_class,complement(intersection(u,complement(compose(element_relation,universal_class)))))),null_class).
% 299.74/300.48 124782[0:SpL:103450.0,6546.1] || member(u,symmetric_difference(union(v,w),power_class(complement(power_class(x)))))* subclass(union(complement(union(v,w)),image(element_relation,power_class(x))),y)* -> member(u,y)*.
% 299.74/300.48 126156[4:Res:123479.0,7887.0] || -> subclass(union(null_class,intersection(intersection(restrict(u,v,w),x),y)),z) member(not_subclass_element(union(null_class,intersection(intersection(restrict(u,v,w),x),y)),z),u)*.
% 299.74/300.48 126142[4:Res:123479.0,10202.0] || member(regular(union(null_class,intersection(intersection(complement(compose(element_relation,universal_class)),u),v))),element_relation)* -> equal(union(null_class,intersection(intersection(complement(compose(element_relation,universal_class)),u),v)),null_class).
% 299.74/300.48 126331[4:Res:123491.0,7887.0] || -> subclass(intersection(union(null_class,intersection(restrict(u,v,w),x)),y),z) member(not_subclass_element(intersection(union(null_class,intersection(restrict(u,v,w),x)),y),z),u)*.
% 299.74/300.48 126317[4:Res:123491.0,10202.0] || member(regular(intersection(union(null_class,intersection(complement(compose(element_relation,universal_class)),u)),v)),element_relation)* -> equal(intersection(union(null_class,intersection(complement(compose(element_relation,universal_class)),u)),v),null_class).
% 299.74/300.48 126498[4:Res:123520.0,7887.0] || -> subclass(intersection(u,union(null_class,intersection(restrict(v,w,x),y))),z) member(not_subclass_element(intersection(u,union(null_class,intersection(restrict(v,w,x),y))),z),v)*.
% 299.74/300.48 126484[4:Res:123520.0,10202.0] || member(regular(intersection(u,union(null_class,intersection(complement(compose(element_relation,universal_class)),v)))),element_relation)* -> equal(intersection(u,union(null_class,intersection(complement(compose(element_relation,universal_class)),v))),null_class).
% 299.74/300.48 126662[4:Res:123529.0,7887.0] || -> subclass(union(null_class,intersection(u,intersection(restrict(v,w,x),y))),z) member(not_subclass_element(union(null_class,intersection(u,intersection(restrict(v,w,x),y))),z),v)*.
% 299.74/300.48 126648[4:Res:123529.0,10202.0] || member(regular(union(null_class,intersection(u,intersection(complement(compose(element_relation,universal_class)),v)))),element_relation)* -> equal(union(null_class,intersection(u,intersection(complement(compose(element_relation,universal_class)),v))),null_class).
% 299.74/300.48 126803[4:Res:123909.0,7887.0] || -> subclass(complement(successor(complement(restrict(restrict(u,v,w),x,y)))),z) member(not_subclass_element(complement(successor(complement(restrict(restrict(u,v,w),x,y)))),z),u)*.
% 299.74/300.48 126789[4:Res:123909.0,10202.0] || member(regular(complement(successor(complement(restrict(complement(compose(element_relation,universal_class)),u,v))))),element_relation)* -> equal(complement(successor(complement(restrict(complement(compose(element_relation,universal_class)),u,v)))),null_class).
% 299.74/300.48 127082[4:Res:126047.0,7887.0] || -> subclass(union(null_class,intersection(intersection(u,restrict(v,w,x)),y)),z) member(not_subclass_element(union(null_class,intersection(intersection(u,restrict(v,w,x)),y)),z),v)*.
% 299.74/300.48 127068[4:Res:126047.0,10202.0] || member(regular(union(null_class,intersection(intersection(u,complement(compose(element_relation,universal_class))),v))),element_relation)* -> equal(union(null_class,intersection(intersection(u,complement(compose(element_relation,universal_class))),v)),null_class).
% 299.74/300.48 127257[4:Res:126220.0,7887.0] || -> subclass(intersection(union(null_class,intersection(u,restrict(v,w,x))),y),z) member(not_subclass_element(intersection(union(null_class,intersection(u,restrict(v,w,x))),y),z),v)*.
% 299.74/300.48 127243[4:Res:126220.0,10202.0] || member(regular(intersection(union(null_class,intersection(u,complement(compose(element_relation,universal_class)))),v)),element_relation)* -> equal(intersection(union(null_class,intersection(u,complement(compose(element_relation,universal_class)))),v),null_class).
% 299.74/300.48 127478[4:Res:126395.0,7887.0] || -> subclass(intersection(u,union(null_class,intersection(v,restrict(w,x,y)))),z) member(not_subclass_element(intersection(u,union(null_class,intersection(v,restrict(w,x,y)))),z),w)*.
% 299.74/300.48 127464[4:Res:126395.0,10202.0] || member(regular(intersection(u,union(null_class,intersection(v,complement(compose(element_relation,universal_class)))))),element_relation)* -> equal(intersection(u,union(null_class,intersection(v,complement(compose(element_relation,universal_class))))),null_class).
% 299.74/300.48 127645[4:Res:126557.0,7887.0] || -> subclass(union(null_class,intersection(u,intersection(v,restrict(w,x,y)))),z) member(not_subclass_element(union(null_class,intersection(u,intersection(v,restrict(w,x,y)))),z),w)*.
% 299.74/300.48 127631[4:Res:126557.0,10202.0] || member(regular(union(null_class,intersection(u,intersection(v,complement(compose(element_relation,universal_class)))))),element_relation)* -> equal(union(null_class,intersection(u,intersection(v,complement(compose(element_relation,universal_class))))),null_class).
% 299.74/300.48 133198[4:Res:92199.1,10200.1] || subclass(u,complement(compose(element_relation,universal_class))) member(union(u,u),universal_class) member(apply(choice,union(u,u)),element_relation)* -> equal(union(u,u),null_class).
% 299.74/300.48 133197[4:Res:92198.1,10200.1] || subclass(u,complement(compose(element_relation,universal_class))) member(union(u,null_class),universal_class) member(apply(choice,union(u,null_class)),element_relation)* -> equal(union(u,null_class),null_class).
% 299.74/300.48 133186[4:Res:92197.1,10200.1] || subclass(u,complement(compose(element_relation,universal_class))) member(union(null_class,u),universal_class) member(apply(choice,union(null_class,u)),element_relation)* -> equal(union(null_class,u),null_class).
% 299.74/300.48 133181[4:Res:57163.1,10200.1] || subclass(u,complement(compose(element_relation,universal_class))) member(intersection(v,u),universal_class) member(apply(choice,intersection(v,u)),element_relation)* -> equal(intersection(v,u),null_class).
% 299.74/300.48 133175[4:Res:58588.1,10200.1] || subclass(u,complement(compose(element_relation,universal_class))) member(intersection(u,v),universal_class) member(apply(choice,intersection(u,v)),element_relation)* -> equal(intersection(u,v),null_class).
% 299.74/300.48 134987[0:Res:8432.2,6535.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,symmetric_difference(complement(v),complement(w))) -> member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),union(v,w))*.
% 299.74/300.48 135037[0:MRR:135015.1,101.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(composition_function,element_relation) -> member(flip(cross_product(u,universal_class)),ordered_pair(inverse(u),compose(flip(cross_product(u,universal_class)),inverse(u))))*.
% 299.74/300.48 135565[0:Res:8431.2,6535.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,symmetric_difference(complement(v),complement(w))) -> member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),union(v,w))*.
% 299.74/300.48 135617[0:MRR:135593.1,101.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(composition_function,element_relation) -> member(restrict(element_relation,universal_class,u),ordered_pair(sum_class(u),compose(restrict(element_relation,universal_class,u),sum_class(u))))*.
% 299.74/300.48 136935[4:SpL:136834.0,62.0] || member(u,range_of(null_class)) member(ordered_pair(v,u),cross_product(universal_class,universal_class)) -> member(ordered_pair(v,u),compose(singleton(cross_product(image(w,singleton(v)),universal_class)),w))*.
% 299.74/300.48 136931[4:SpL:136834.0,62.0] || member(u,image(v,range_of(null_class))) member(ordered_pair(w,u),cross_product(universal_class,universal_class)) -> member(ordered_pair(w,u),compose(v,singleton(cross_product(singleton(w),universal_class))))*.
% 299.74/300.48 138622[4:SpL:78724.0,48887.0] || member(regular(union(u,complement(power_class(union(null_class,v))))),intersection(complement(u),power_class(union(null_class,v))))* -> equal(union(u,complement(power_class(union(v,null_class)))),null_class).
% 299.74/300.48 138621[4:SpL:77754.0,48887.0] || member(regular(union(u,complement(power_class(union(v,v))))),intersection(complement(u),power_class(union(v,v))))* -> equal(union(u,complement(power_class(union(v,null_class)))),null_class).
% 299.74/300.48 138620[4:SpL:41644.0,48887.0] || member(regular(union(u,complement(power_class(union(v,v))))),intersection(complement(u),power_class(union(v,v))))* -> equal(union(u,complement(power_class(union(null_class,v)))),null_class).
% 299.74/300.48 138619[4:SpL:78724.0,48887.0] || member(regular(union(u,complement(power_class(union(v,null_class))))),intersection(complement(u),power_class(union(v,null_class))))* -> equal(union(u,complement(power_class(union(null_class,v)))),null_class).
% 299.74/300.48 138618[4:SpL:41644.0,48887.0] || member(regular(union(u,complement(power_class(union(null_class,v))))),intersection(complement(u),power_class(union(null_class,v))))* -> equal(union(u,complement(power_class(union(v,v)))),null_class).
% 299.74/300.48 138617[4:SpL:77754.0,48887.0] || member(regular(union(u,complement(power_class(union(v,null_class))))),intersection(complement(u),power_class(union(v,null_class))))* -> equal(union(u,complement(power_class(union(v,v)))),null_class).
% 299.74/300.48 138604[4:SpL:75150.0,48887.0] || member(regular(union(apply(null_class,u),complement(power_class(v)))),intersection(complement(apply(null_class,w)),power_class(v)))* -> equal(union(apply(null_class,u),complement(power_class(v))),null_class).
% 299.74/300.48 138603[4:SpL:75151.0,48887.0] || member(regular(union(apply(null_class,u),complement(power_class(v)))),intersection(complement(sum_class(range_of(null_class))),power_class(v)))* -> equal(union(apply(null_class,u),complement(power_class(v))),null_class).
% 299.74/300.48 138601[0:SpL:106411.0,48887.0] || member(regular(union(union(u,v),complement(power_class(w)))),intersection(complement(union(v,u)),power_class(w)))* -> equal(union(union(u,v),complement(power_class(w))),null_class).
% 299.74/300.48 138600[4:SpL:29733.0,48887.0] || member(regular(union(union(null_class,u),complement(power_class(v)))),intersection(union(null_class,complement(u)),power_class(v)))* -> equal(union(union(null_class,u),complement(power_class(v))),null_class).
% 299.74/300.48 138599[4:SpL:74143.0,48887.0] || member(regular(union(union(u,null_class),complement(power_class(v)))),intersection(union(null_class,complement(u)),power_class(v)))* -> equal(union(union(u,null_class),complement(power_class(v))),null_class).
% 299.74/300.48 138598[4:SpL:36664.0,48887.0] || member(regular(union(union(u,u),complement(power_class(v)))),intersection(union(null_class,complement(u)),power_class(v)))* -> equal(union(union(u,u),complement(power_class(v))),null_class).
% 299.74/300.48 138596[4:SpL:75151.0,48887.0] || member(regular(union(sum_class(range_of(null_class)),complement(power_class(u)))),intersection(complement(apply(null_class,v)),power_class(u)))* -> equal(union(sum_class(range_of(null_class)),complement(power_class(u))),null_class).
% 299.74/300.48 138594[0:SpL:80128.0,48887.0] || member(regular(union(symmetric_difference(u,v),complement(power_class(w)))),intersection(complement(symmetric_difference(v,u)),power_class(w)))* -> equal(union(symmetric_difference(u,v),complement(power_class(w))),null_class).
% 299.74/300.48 138890[4:SpL:78724.0,48893.0] || member(regular(union(complement(power_class(union(null_class,u))),v)),intersection(power_class(union(null_class,u)),complement(v)))* -> equal(union(complement(power_class(union(u,null_class))),v),null_class).
% 299.74/300.48 138889[4:SpL:77754.0,48893.0] || member(regular(union(complement(power_class(union(u,u))),v)),intersection(power_class(union(u,u)),complement(v)))* -> equal(union(complement(power_class(union(u,null_class))),v),null_class).
% 299.74/300.48 138888[4:SpL:41644.0,48893.0] || member(regular(union(complement(power_class(union(u,u))),v)),intersection(power_class(union(u,u)),complement(v)))* -> equal(union(complement(power_class(union(null_class,u))),v),null_class).
% 299.74/300.48 138887[4:SpL:78724.0,48893.0] || member(regular(union(complement(power_class(union(u,null_class))),v)),intersection(power_class(union(u,null_class)),complement(v)))* -> equal(union(complement(power_class(union(null_class,u))),v),null_class).
% 299.74/300.48 138886[4:SpL:41644.0,48893.0] || member(regular(union(complement(power_class(union(null_class,u))),v)),intersection(power_class(union(null_class,u)),complement(v)))* -> equal(union(complement(power_class(union(u,u))),v),null_class).
% 299.74/300.48 138885[4:SpL:77754.0,48893.0] || member(regular(union(complement(power_class(union(u,null_class))),v)),intersection(power_class(union(u,null_class)),complement(v)))* -> equal(union(complement(power_class(union(u,u))),v),null_class).
% 299.74/300.48 138975[4:Rew:82909.0,138862.1,82909.0,138862.0] || member(regular(union(sum_class(range_of(null_class)),complement(power_class(u)))),intersection(power_class(u),complement(apply(null_class,v))))* -> equal(union(sum_class(range_of(null_class)),complement(power_class(u))),null_class).
% 299.74/300.48 138859[0:SpL:106411.0,48893.0] || member(regular(union(complement(power_class(u)),union(v,w))),intersection(power_class(u),complement(union(w,v))))* -> equal(union(complement(power_class(u)),union(v,w)),null_class).
% 299.74/300.48 138858[4:SpL:29733.0,48893.0] || member(regular(union(complement(power_class(u)),union(null_class,v))),intersection(power_class(u),union(null_class,complement(v))))* -> equal(union(complement(power_class(u)),union(null_class,v)),null_class).
% 299.74/300.48 138857[4:SpL:74143.0,48893.0] || member(regular(union(complement(power_class(u)),union(v,null_class))),intersection(power_class(u),union(null_class,complement(v))))* -> equal(union(complement(power_class(u)),union(v,null_class)),null_class).
% 299.74/300.48 138856[4:SpL:36664.0,48893.0] || member(regular(union(complement(power_class(u)),union(v,v))),intersection(power_class(u),union(null_class,complement(v))))* -> equal(union(complement(power_class(u)),union(v,v)),null_class).
% 299.74/300.48 138852[0:SpL:80128.0,48893.0] || member(regular(union(complement(power_class(u)),symmetric_difference(v,w))),intersection(power_class(u),complement(symmetric_difference(w,v))))* -> equal(union(complement(power_class(u)),symmetric_difference(v,w)),null_class).
% 299.74/300.48 141329[0:Res:123475.0,7887.0] || -> subclass(intersection(intersection(intersection(restrict(u,v,w),x),y),z),x1) member(not_subclass_element(intersection(intersection(intersection(restrict(u,v,w),x),y),z),x1),u)*.
% 299.74/300.48 141314[4:Res:123475.0,10202.0] || member(regular(intersection(intersection(intersection(complement(compose(element_relation,universal_class)),u),v),w)),element_relation)* -> equal(intersection(intersection(intersection(complement(compose(element_relation,universal_class)),u),v),w),null_class).
% 299.74/300.48 141690[0:Res:123485.0,7887.0] || -> subclass(intersection(u,intersection(v,intersection(restrict(w,x,y),z))),x1) member(not_subclass_element(intersection(u,intersection(v,intersection(restrict(w,x,y),z))),x1),w)*.
% 299.74/300.48 141675[4:Res:123485.0,10202.0] || member(regular(intersection(u,intersection(v,intersection(complement(compose(element_relation,universal_class)),w)))),element_relation)* -> equal(intersection(u,intersection(v,intersection(complement(compose(element_relation,universal_class)),w))),null_class).
% 299.74/300.48 141932[0:Res:123517.0,7887.0] || -> subclass(intersection(u,intersection(intersection(restrict(v,w,x),y),z)),x1) member(not_subclass_element(intersection(u,intersection(intersection(restrict(v,w,x),y),z)),x1),v)*.
% 299.74/300.48 141917[4:Res:123517.0,10202.0] || member(regular(intersection(u,intersection(intersection(complement(compose(element_relation,universal_class)),v),w))),element_relation)* -> equal(intersection(u,intersection(intersection(complement(compose(element_relation,universal_class)),v),w)),null_class).
% 299.74/300.48 142179[0:Res:123525.0,7887.0] || -> subclass(intersection(intersection(u,intersection(restrict(v,w,x),y)),z),x1) member(not_subclass_element(intersection(intersection(u,intersection(restrict(v,w,x),y)),z),x1),v)*.
% 299.74/300.48 142164[4:Res:123525.0,10202.0] || member(regular(intersection(intersection(u,intersection(complement(compose(element_relation,universal_class)),v)),w)),element_relation)* -> equal(intersection(intersection(u,intersection(complement(compose(element_relation,universal_class)),v)),w),null_class).
% 299.74/300.48 142407[4:SpL:75150.0,9362.0] || member(u,symmetric_difference(union(apply(null_class,v),w),union(complement(apply(null_class,x)),complement(w))))* -> member(u,complement(symmetric_difference(complement(apply(null_class,v)),complement(w)))).
% 299.74/300.48 142406[4:SpL:75151.0,9362.0] || member(u,symmetric_difference(union(apply(null_class,v),w),union(complement(sum_class(range_of(null_class))),complement(w))))* -> member(u,complement(symmetric_difference(complement(apply(null_class,v)),complement(w)))).
% 299.74/300.48 142404[0:SpL:106411.0,9362.0] || member(u,symmetric_difference(union(union(v,w),x),union(complement(union(w,v)),complement(x))))* -> member(u,complement(symmetric_difference(complement(union(v,w)),complement(x)))).
% 299.74/300.48 142608[4:Rew:29733.0,142403.1] || member(u,symmetric_difference(union(union(null_class,v),w),union(union(null_class,complement(v)),complement(w))))* -> member(u,complement(symmetric_difference(union(null_class,complement(v)),complement(w)))).
% 299.74/300.48 142609[4:Rew:74143.0,142402.1] || member(u,symmetric_difference(union(union(v,null_class),w),union(union(null_class,complement(v)),complement(w))))* -> member(u,complement(symmetric_difference(union(null_class,complement(v)),complement(w)))).
% 299.74/300.48 142610[4:Rew:36664.0,142401.1] || member(u,symmetric_difference(union(union(v,v),w),union(union(null_class,complement(v)),complement(w))))* -> member(u,complement(symmetric_difference(union(null_class,complement(v)),complement(w)))).
% 299.74/300.48 142399[4:SpL:75151.0,9362.0] || member(u,symmetric_difference(union(sum_class(range_of(null_class)),v),union(complement(apply(null_class,w)),complement(v))))* -> member(u,complement(symmetric_difference(complement(sum_class(range_of(null_class))),complement(v)))).
% 299.74/300.48 142397[0:SpL:80128.0,9362.0] || member(u,symmetric_difference(union(symmetric_difference(v,w),x),union(complement(symmetric_difference(w,v)),complement(x))))* -> member(u,complement(symmetric_difference(complement(symmetric_difference(v,w)),complement(x)))).
% 299.74/300.48 142372[4:SpL:75150.0,9362.0] || member(u,symmetric_difference(union(v,apply(null_class,w)),union(complement(v),complement(apply(null_class,x)))))* -> member(u,complement(symmetric_difference(complement(v),complement(apply(null_class,w))))).
% 299.74/300.48 142371[4:SpL:75151.0,9362.0] || member(u,symmetric_difference(union(v,apply(null_class,w)),union(complement(v),complement(sum_class(range_of(null_class))))))* -> member(u,complement(symmetric_difference(complement(v),complement(apply(null_class,w))))).
% 299.74/300.48 142369[0:SpL:106411.0,9362.0] || member(u,symmetric_difference(union(v,union(w,x)),union(complement(v),complement(union(x,w)))))* -> member(u,complement(symmetric_difference(complement(v),complement(union(w,x))))).
% 299.74/300.48 142611[4:Rew:29733.0,142368.1] || member(u,symmetric_difference(union(v,union(null_class,w)),union(complement(v),union(null_class,complement(w)))))* -> member(u,complement(symmetric_difference(complement(v),union(null_class,complement(w))))).
% 299.74/300.48 142612[4:Rew:74143.0,142367.1] || member(u,symmetric_difference(union(v,union(w,null_class)),union(complement(v),union(null_class,complement(w)))))* -> member(u,complement(symmetric_difference(complement(v),union(null_class,complement(w))))).
% 299.74/300.48 142613[4:Rew:36664.0,142366.1] || member(u,symmetric_difference(union(v,union(w,w)),union(complement(v),union(null_class,complement(w)))))* -> member(u,complement(symmetric_difference(complement(v),union(null_class,complement(w))))).
% 299.74/300.48 142364[4:SpL:75151.0,9362.0] || member(u,symmetric_difference(union(v,sum_class(range_of(null_class))),union(complement(v),complement(apply(null_class,w)))))* -> member(u,complement(symmetric_difference(complement(v),complement(sum_class(range_of(null_class)))))).
% 299.74/300.48 142362[0:SpL:80128.0,9362.0] || member(u,symmetric_difference(union(v,symmetric_difference(w,x)),union(complement(v),complement(symmetric_difference(x,w)))))* -> member(u,complement(symmetric_difference(complement(v),complement(symmetric_difference(w,x))))).
% 299.74/300.48 142827[0:Res:127908.0,7887.0] || -> subclass(intersection(intersection(intersection(u,restrict(v,w,x)),y),z),x1) member(not_subclass_element(intersection(intersection(intersection(u,restrict(v,w,x)),y),z),x1),v)*.
% 299.74/300.48 142812[4:Res:127908.0,10202.0] || member(regular(intersection(intersection(intersection(u,complement(compose(element_relation,universal_class))),v),w)),element_relation)* -> equal(intersection(intersection(intersection(u,complement(compose(element_relation,universal_class))),v),w),null_class).
% 299.74/300.48 143070[0:Res:127918.0,7887.0] || -> subclass(intersection(u,intersection(v,intersection(w,restrict(x,y,z)))),x1) member(not_subclass_element(intersection(u,intersection(v,intersection(w,restrict(x,y,z)))),x1),x)*.
% 299.74/300.48 143055[4:Res:127918.0,10202.0] || member(regular(intersection(u,intersection(v,intersection(w,complement(compose(element_relation,universal_class)))))),element_relation)* -> equal(intersection(u,intersection(v,intersection(w,complement(compose(element_relation,universal_class))))),null_class).
% 299.74/300.48 143312[0:Res:127954.0,7887.0] || -> subclass(intersection(u,intersection(intersection(v,restrict(w,x,y)),z)),x1) member(not_subclass_element(intersection(u,intersection(intersection(v,restrict(w,x,y)),z)),x1),w)*.
% 299.74/300.48 143297[4:Res:127954.0,10202.0] || member(regular(intersection(u,intersection(intersection(v,complement(compose(element_relation,universal_class))),w))),element_relation)* -> equal(intersection(u,intersection(intersection(v,complement(compose(element_relation,universal_class))),w)),null_class).
% 299.74/300.48 143559[0:Res:127963.0,7887.0] || -> subclass(intersection(intersection(u,intersection(v,restrict(w,x,y))),z),x1) member(not_subclass_element(intersection(intersection(u,intersection(v,restrict(w,x,y))),z),x1),w)*.
% 299.74/300.48 143544[4:Res:127963.0,10202.0] || member(regular(intersection(intersection(u,intersection(v,complement(compose(element_relation,universal_class)))),w)),element_relation)* -> equal(intersection(intersection(u,intersection(v,complement(compose(element_relation,universal_class)))),w),null_class).
% 299.74/300.48 143692[0:SpR:102314.0,9754.3] function(u) || member(v,universal_class) subclass(universal_class,symmetric_difference(intersection(w,x),complement(union(w,x))))* -> member(image(u,v),complement(symmetric_difference(w,x)))*.
% 299.74/300.48 143799[0:Res:58786.0,7887.0] || -> subclass(restrict(restrict(restrict(u,v,w),x,y),z,x1),x2) member(not_subclass_element(restrict(restrict(restrict(u,v,w),x,y),z,x1),x2),u)*.
% 299.74/300.48 143784[4:Res:58786.0,10202.0] || member(regular(restrict(restrict(complement(compose(element_relation,universal_class)),u,v),w,x)),element_relation)* -> equal(restrict(restrict(complement(compose(element_relation,universal_class)),u,v),w,x),null_class).
% 299.74/300.48 144173[0:SpR:102314.0,9816.3] || member(u,universal_class) subclass(u,symmetric_difference(intersection(v,w),complement(union(v,w))))* -> equal(u,null_class) member(apply(choice,u),complement(symmetric_difference(v,w))).
% 299.74/300.48 145254[6:SpL:277.0,100074.0] || member(regular(complement(restrict(cross_product(u,v),w,x))),cross_product(u,v))* member(regular(complement(restrict(cross_product(w,x),u,v))),cross_product(w,x))* -> .
% 299.74/300.48 145305[2:SpL:100001.0,14010.0] || member(regular(domain_relation),cross_product(universal_class,universal_class)) subclass(composition_function,element_relation) -> member(first(regular(domain_relation)),ordered_pair(second(regular(domain_relation)),compose(first(regular(domain_relation)),second(regular(domain_relation)))))*.
% 299.74/300.48 145898[4:SpR:75150.0,104218.0] || -> equal(intersection(union(apply(null_class,u),complement(union(v,w))),union(complement(apply(null_class,x)),union(v,w))),symmetric_difference(complement(apply(null_class,x)),union(v,w)))**.
% 299.74/300.48 145897[4:SpR:75151.0,104218.0] || -> equal(intersection(union(apply(null_class,u),complement(union(v,w))),union(complement(sum_class(range_of(null_class))),union(v,w))),symmetric_difference(complement(sum_class(range_of(null_class))),union(v,w)))**.
% 299.74/300.48 145890[4:SpR:75151.0,104218.0] || -> equal(intersection(union(sum_class(range_of(null_class)),complement(union(u,v))),union(complement(apply(null_class,w)),union(u,v))),symmetric_difference(complement(apply(null_class,w)),union(u,v)))**.
% 299.74/300.48 145886[0:SpR:80128.0,104218.0] || -> equal(intersection(union(symmetric_difference(u,v),complement(union(w,x))),union(complement(symmetric_difference(v,u)),union(w,x))),symmetric_difference(complement(symmetric_difference(v,u)),union(w,x)))**.
% 299.74/300.48 146261[0:Rew:104218.0,145766.1] || subclass(union(u,complement(union(v,w))),x) -> equal(symmetric_difference(complement(u),union(v,w)),null_class) member(regular(symmetric_difference(complement(u),union(v,w))),x)*.
% 299.74/300.48 147136[4:Rew:75578.0,147135.0] || -> equal(intersection(union(sum_class(range_of(null_class)),complement(union(u,v))),union(union(u,v),complement(apply(null_class,w)))),symmetric_difference(union(u,v),complement(apply(null_class,w))))**.
% 299.74/300.48 146839[0:SpR:80128.0,103225.0] || -> equal(intersection(union(union(u,v),complement(symmetric_difference(w,x))),union(complement(union(u,v)),symmetric_difference(x,w))),symmetric_difference(union(u,v),complement(symmetric_difference(w,x))))**.
% 299.74/300.48 147207[0:Rew:103225.0,146692.1] || subclass(union(complement(union(u,v)),w),x) -> equal(symmetric_difference(union(u,v),complement(w)),null_class) member(regular(symmetric_difference(union(u,v),complement(w))),x)*.
% 299.74/300.48 147374[4:SpL:17283.2,13769.0] || member(u,universal_class) equal(v,image(w,range_of(null_class)))* member(ordered_pair(u,x),compose(w,y))* -> member(u,cantor(y)) member(x,v)*.
% 299.74/300.48 147961[4:Res:145289.1,62.0] || equal(image(u,image(v,singleton(w))),universal_class) member(ordered_pair(w,regular(domain_relation)),cross_product(universal_class,universal_class))* -> member(ordered_pair(w,regular(domain_relation)),compose(u,v))*.
% 299.74/300.48 148066[2:Res:145290.1,62.0] || subclass(universal_class,image(u,image(v,singleton(w))))* member(ordered_pair(w,regular(domain_relation)),cross_product(universal_class,universal_class)) -> member(ordered_pair(w,regular(domain_relation)),compose(u,v)).
% 299.74/300.48 148286[4:MRR:148243.5,52648.2] || member(apply(choice,u),v) member(apply(choice,u),w) member(u,universal_class) subclass(u,regular(intersection(w,v)))* -> equal(u,null_class).
% 299.74/300.48 148289[4:MRR:148254.0,12507.2] || member(u,universal_class) subclass(u,regular(cantor(v))) -> equal(apply(v,apply(choice,u)),sum_class(range_of(null_class)))** equal(u,null_class) equal(cantor(v),null_class).
% 299.74/300.48 148308[2:MRR:148307.0,14.0] || subclass(unordered_pair(u,v),regular(w))* member(v,w) -> equal(apply(choice,unordered_pair(u,v)),u) equal(unordered_pair(u,v),null_class) equal(w,null_class).
% 299.74/300.48 148310[2:MRR:148309.0,14.0] || subclass(unordered_pair(u,v),regular(w))* member(u,w) -> equal(apply(choice,unordered_pair(u,v)),v) equal(unordered_pair(u,v),null_class) equal(w,null_class).
% 299.74/300.48 148350[4:SpL:100002.0,14010.0] || member(regular(composition_function),cross_product(universal_class,universal_class)) subclass(composition_function,element_relation) -> member(first(regular(composition_function)),ordered_pair(second(regular(composition_function)),compose(first(regular(composition_function)),second(regular(composition_function)))))*.
% 299.74/300.48 148963[4:SpR:50818.0,48029.1] || member(u,universal_class) -> member(u,intersection(image(element_relation,power_class(null_class)),power_class(complement(power_class(v)))))* member(u,union(power_class(complement(power_class(null_class))),image(element_relation,power_class(v)))).
% 299.74/300.48 148962[0:SpR:50817.0,48029.1] || member(u,universal_class) -> member(u,intersection(image(element_relation,power_class(universal_class)),power_class(complement(power_class(v)))))* member(u,union(power_class(complement(power_class(universal_class))),image(element_relation,power_class(v)))).
% 299.74/300.48 148942[0:SpR:103871.0,48029.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(successor(v))),power_class(complement(power_class(w)))))* member(u,union(image(element_relation,successor(v)),image(element_relation,power_class(w)))).
% 299.74/300.48 148940[0:SpR:47972.0,48029.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),power_class(complement(power_class(w)))))* member(u,union(image(element_relation,power_class(v)),image(element_relation,power_class(w)))).
% 299.74/300.48 149279[4:Rew:80005.0,149160.2] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),image(element_relation,power_class(null_class))))* member(u,union(power_class(complement(power_class(null_class))),image(element_relation,power_class(v)))).
% 299.74/300.48 149280[0:Rew:80005.0,149159.2] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),image(element_relation,power_class(universal_class))))* member(u,union(power_class(complement(power_class(universal_class))),image(element_relation,power_class(v)))).
% 299.74/300.48 149139[0:SpR:103871.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),power_class(complement(successor(w)))))* member(u,union(image(element_relation,power_class(v)),image(element_relation,successor(w)))).
% 299.74/300.48 149601[4:SpL:100002.0,14014.0] || member(regular(composition_function),cross_product(universal_class,universal_class)) subclass(composition_function,cross_product(u,v))* -> member(ordered_pair(second(regular(composition_function)),compose(first(regular(composition_function)),second(regular(composition_function)))),v)*.
% 299.74/300.48 149600[2:SpL:100001.0,14014.0] || member(regular(domain_relation),cross_product(universal_class,universal_class)) subclass(composition_function,cross_product(u,v))* -> member(ordered_pair(second(regular(domain_relation)),compose(first(regular(domain_relation)),second(regular(domain_relation)))),v)*.
% 299.74/300.48 149816[0:Res:431.1,47989.0] || subclass(ordered_pair(u,v),intersection(complement(w),union(x,complement(power_class(y)))))* member(unordered_pair(u,singleton(v)),union(w,intersection(complement(x),power_class(y)))) -> .
% 299.74/300.48 149788[0:Res:407.2,47989.0] || member(u,universal_class) subclass(universal_class,intersection(complement(v),union(w,complement(power_class(x)))))* member(power_class(u),union(v,intersection(complement(w),power_class(x))))* -> .
% 299.74/300.48 149787[0:Res:408.2,47989.0] || member(u,universal_class) subclass(universal_class,intersection(complement(v),union(w,complement(power_class(x)))))* member(sum_class(u),union(v,intersection(complement(w),power_class(x))))* -> .
% 299.74/300.48 149784[0:Res:417.2,47989.0] || subclass(u,intersection(complement(v),union(w,complement(power_class(x))))) member(not_subclass_element(u,y),union(v,intersection(complement(w),power_class(x))))* -> subclass(u,y).
% 299.74/300.48 149726[4:SpL:50818.0,47989.0] || member(u,intersection(image(element_relation,power_class(null_class)),union(v,complement(power_class(w)))))* member(u,union(power_class(complement(power_class(null_class))),intersection(complement(v),power_class(w)))) -> .
% 299.74/300.48 149725[0:SpL:50817.0,47989.0] || member(u,intersection(image(element_relation,power_class(universal_class)),union(v,complement(power_class(w)))))* member(u,union(power_class(complement(power_class(universal_class))),intersection(complement(v),power_class(w)))) -> .
% 299.74/300.48 149705[0:SpL:103871.0,47989.0] || member(u,intersection(power_class(complement(successor(v))),union(w,complement(power_class(x)))))* member(u,union(image(element_relation,successor(v)),intersection(complement(w),power_class(x)))) -> .
% 299.74/300.48 149925[4:Res:148334.1,62.0] || equal(image(u,image(v,singleton(w))),universal_class) member(ordered_pair(w,regular(composition_function)),cross_product(universal_class,universal_class))* -> member(ordered_pair(w,regular(composition_function)),compose(u,v))*.
% 299.74/300.48 150154[0:Res:431.1,48009.0] || subclass(ordered_pair(u,v),intersection(union(w,complement(power_class(x))),complement(y)))* member(unordered_pair(u,singleton(v)),union(intersection(complement(w),power_class(x)),y)) -> .
% 299.74/300.48 150125[0:Res:407.2,48009.0] || member(u,universal_class) subclass(universal_class,intersection(union(v,complement(power_class(w))),complement(x)))* member(power_class(u),union(intersection(complement(v),power_class(w)),x))* -> .
% 299.74/300.48 150124[0:Res:408.2,48009.0] || member(u,universal_class) subclass(universal_class,intersection(union(v,complement(power_class(w))),complement(x)))* member(sum_class(u),union(intersection(complement(v),power_class(w)),x))* -> .
% 299.74/300.48 150121[0:Res:417.2,48009.0] || subclass(u,intersection(union(v,complement(power_class(w))),complement(x))) member(not_subclass_element(u,y),union(intersection(complement(v),power_class(w)),x))* -> subclass(u,y).
% 299.74/300.48 150010[0:SpL:103871.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),power_class(complement(successor(x)))))* member(u,union(intersection(complement(v),power_class(w)),image(element_relation,successor(x)))) -> .
% 299.74/300.48 150250[4:Res:148335.1,62.0] || subclass(universal_class,image(u,image(v,singleton(w))))* member(ordered_pair(w,regular(composition_function)),cross_product(universal_class,universal_class)) -> member(ordered_pair(w,regular(composition_function)),compose(u,v)).
% 299.74/300.48 150491[0:Res:431.1,48038.0] || subclass(ordered_pair(u,v),intersection(complement(w),union(complement(power_class(x)),y)))* member(unordered_pair(u,singleton(v)),union(w,intersection(power_class(x),complement(y)))) -> .
% 299.74/300.48 150461[0:Res:407.2,48038.0] || member(u,universal_class) subclass(universal_class,intersection(complement(v),union(complement(power_class(w)),x)))* member(power_class(u),union(v,intersection(power_class(w),complement(x))))* -> .
% 299.74/300.48 150460[0:Res:408.2,48038.0] || member(u,universal_class) subclass(universal_class,intersection(complement(v),union(complement(power_class(w)),x)))* member(sum_class(u),union(v,intersection(power_class(w),complement(x))))* -> .
% 299.74/300.48 150457[0:Res:417.2,48038.0] || subclass(u,intersection(complement(v),union(complement(power_class(w)),x))) member(not_subclass_element(u,y),union(v,intersection(power_class(w),complement(x))))* -> subclass(u,y).
% 299.74/300.48 150399[4:SpL:50818.0,48038.0] || member(u,intersection(image(element_relation,power_class(null_class)),union(complement(power_class(v)),w)))* member(u,union(power_class(complement(power_class(null_class))),intersection(power_class(v),complement(w)))) -> .
% 299.74/300.48 150398[0:SpL:50817.0,48038.0] || member(u,intersection(image(element_relation,power_class(universal_class)),union(complement(power_class(v)),w)))* member(u,union(power_class(complement(power_class(universal_class))),intersection(power_class(v),complement(w)))) -> .
% 299.74/300.48 150378[0:SpL:103871.0,48038.0] || member(u,intersection(power_class(complement(successor(v))),union(complement(power_class(w)),x)))* member(u,union(image(element_relation,successor(v)),intersection(power_class(w),complement(x)))) -> .
% 299.74/300.48 150732[0:Res:431.1,48198.0] || subclass(ordered_pair(u,v),intersection(union(complement(power_class(w)),x),complement(y)))* member(unordered_pair(u,singleton(v)),union(intersection(power_class(w),complement(x)),y)) -> .
% 299.74/300.48 150702[0:Res:407.2,48198.0] || member(u,universal_class) subclass(universal_class,intersection(union(complement(power_class(v)),w),complement(x)))* member(power_class(u),union(intersection(power_class(v),complement(w)),x))* -> .
% 299.74/300.48 150701[0:Res:408.2,48198.0] || member(u,universal_class) subclass(universal_class,intersection(union(complement(power_class(v)),w),complement(x)))* member(sum_class(u),union(intersection(power_class(v),complement(w)),x))* -> .
% 299.74/300.48 150698[0:Res:417.2,48198.0] || subclass(u,intersection(union(complement(power_class(v)),w),complement(x))) member(not_subclass_element(u,y),union(intersection(power_class(v),complement(w)),x))* -> subclass(u,y).
% 299.74/300.48 150580[0:SpL:103871.0,48198.0] || member(u,intersection(union(complement(power_class(v)),w),power_class(complement(successor(x)))))* member(u,union(intersection(power_class(v),complement(w)),image(element_relation,successor(x)))) -> .
% 299.74/300.48 151574[0:SpL:102583.0,469.0] || subclass(universal_class,union(complement(power_class(u)),intersection(complement(v),union(w,x))))* member(singleton(y),intersection(power_class(u),union(v,complement(union(w,x)))))* -> .
% 299.74/300.48 151387[0:SpR:102583.0,28414.1] || equal(complement(successor(intersection(power_class(u),union(v,complement(union(w,x)))))),universal_class) -> member(null_class,union(complement(power_class(u)),intersection(complement(v),union(w,x))))*.
% 299.74/300.48 151385[0:SpR:102583.0,28303.1] || equal(complement(successor(intersection(power_class(u),union(v,complement(union(w,x)))))),universal_class) -> member(omega,union(complement(power_class(u)),intersection(complement(v),union(w,x))))*.
% 299.74/300.48 151384[0:SpR:102583.0,28182.1] || equal(complement(successor(intersection(power_class(u),union(v,complement(union(w,x)))))),universal_class) -> member(x__dfg,union(complement(power_class(u)),intersection(complement(v),union(w,x))))*.
% 299.74/300.48 151993[0:Res:431.1,102607.0] || subclass(ordered_pair(u,v),intersection(complement(w),power_class(complement(union(x,y)))))* member(unordered_pair(u,singleton(v)),union(w,image(element_relation,union(x,y)))) -> .
% 299.74/300.48 151963[0:Res:407.2,102607.0] || member(u,universal_class) subclass(universal_class,intersection(complement(v),power_class(complement(union(w,x)))))* member(power_class(u),union(v,image(element_relation,union(w,x))))* -> .
% 299.74/300.48 151962[0:Res:408.2,102607.0] || member(u,universal_class) subclass(universal_class,intersection(complement(v),power_class(complement(union(w,x)))))* member(sum_class(u),union(v,image(element_relation,union(w,x))))* -> .
% 299.74/300.48 151959[0:Res:417.2,102607.0] || subclass(u,intersection(complement(v),power_class(complement(union(w,x))))) member(not_subclass_element(u,y),union(v,image(element_relation,union(w,x))))* -> subclass(u,y).
% 299.74/300.48 151905[4:SpL:50818.0,102607.0] || member(u,intersection(image(element_relation,power_class(null_class)),power_class(complement(union(v,w)))))* member(u,union(power_class(complement(power_class(null_class))),image(element_relation,union(v,w)))) -> .
% 299.74/300.48 151904[0:SpL:50817.0,102607.0] || member(u,intersection(image(element_relation,power_class(universal_class)),power_class(complement(union(v,w)))))* member(u,union(power_class(complement(power_class(universal_class))),image(element_relation,union(v,w)))) -> .
% 299.74/300.48 151883[0:SpL:103871.0,102607.0] || member(u,intersection(power_class(complement(successor(v))),power_class(complement(union(w,x)))))* member(u,union(image(element_relation,successor(v)),image(element_relation,union(w,x)))) -> .
% 299.74/300.48 152623[0:SpL:102667.0,469.0] || subclass(universal_class,union(intersection(complement(u),power_class(v)),complement(union(w,x))))* member(singleton(y),intersection(union(u,complement(power_class(v))),union(w,x)))* -> .
% 299.74/300.48 152432[0:SpR:102667.0,28414.1] || equal(complement(successor(intersection(union(u,complement(power_class(v))),union(w,x)))),universal_class) -> member(null_class,union(intersection(complement(u),power_class(v)),complement(union(w,x))))*.
% 299.74/300.48 152430[0:SpR:102667.0,28303.1] || equal(complement(successor(intersection(union(u,complement(power_class(v))),union(w,x)))),universal_class) -> member(omega,union(intersection(complement(u),power_class(v)),complement(union(w,x))))*.
% 299.74/300.48 152429[0:SpR:102667.0,28182.1] || equal(complement(successor(intersection(union(u,complement(power_class(v))),union(w,x)))),universal_class) -> member(x__dfg,union(intersection(complement(u),power_class(v)),complement(union(w,x))))*.
% 299.74/300.48 152803[4:Rew:111545.0,152802.0] || -> equal(union(complement(union(u,complement(power_class(v)))),intersection(power_class(w),union(x,y))),union(intersection(complement(u),power_class(v)),intersection(power_class(w),union(x,y))))**.
% 299.74/300.48 152805[4:Rew:112101.0,152804.0] || -> equal(union(complement(union(u,complement(power_class(v)))),intersection(union(w,x),power_class(y))),union(intersection(complement(u),power_class(v)),intersection(union(w,x),power_class(y))))**.
% 299.74/300.48 153091[0:SpL:102668.0,469.0] || subclass(universal_class,union(intersection(power_class(u),complement(v)),complement(union(w,x))))* member(singleton(y),intersection(union(complement(power_class(u)),v),union(w,x)))* -> .
% 299.74/300.48 152893[0:SpR:102668.0,28414.1] || equal(complement(successor(intersection(union(complement(power_class(u)),v),union(w,x)))),universal_class) -> member(null_class,union(intersection(power_class(u),complement(v)),complement(union(w,x))))*.
% 299.74/300.48 152891[0:SpR:102668.0,28303.1] || equal(complement(successor(intersection(union(complement(power_class(u)),v),union(w,x)))),universal_class) -> member(omega,union(intersection(power_class(u),complement(v)),complement(union(w,x))))*.
% 299.74/300.48 152890[0:SpR:102668.0,28182.1] || equal(complement(successor(intersection(union(complement(power_class(u)),v),union(w,x)))),universal_class) -> member(x__dfg,union(intersection(power_class(u),complement(v)),complement(union(w,x))))*.
% 299.74/300.48 153277[4:Rew:111545.0,153276.0] || -> equal(union(complement(union(complement(power_class(u)),v)),intersection(power_class(w),union(x,y))),union(intersection(power_class(u),complement(v)),intersection(power_class(w),union(x,y))))**.
% 299.74/300.48 153279[4:Rew:112101.0,153278.0] || -> equal(union(complement(union(complement(power_class(u)),v)),intersection(union(w,x),power_class(y))),union(intersection(power_class(u),complement(v)),intersection(union(w,x),power_class(y))))**.
% 299.74/300.48 153557[0:SpL:102866.0,469.0] || subclass(universal_class,union(intersection(complement(u),union(v,w)),complement(power_class(x))))* member(singleton(y),intersection(union(u,complement(union(v,w))),power_class(x)))* -> .
% 299.74/300.48 153370[0:SpR:102866.0,28414.1] || equal(complement(successor(intersection(union(u,complement(union(v,w))),power_class(x)))),universal_class) -> member(null_class,union(intersection(complement(u),union(v,w)),complement(power_class(x))))*.
% 299.74/300.48 153368[0:SpR:102866.0,28303.1] || equal(complement(successor(intersection(union(u,complement(union(v,w))),power_class(x)))),universal_class) -> member(omega,union(intersection(complement(u),union(v,w)),complement(power_class(x))))*.
% 299.74/300.48 153367[0:SpR:102866.0,28182.1] || equal(complement(successor(intersection(union(u,complement(union(v,w))),power_class(x)))),universal_class) -> member(x__dfg,union(intersection(complement(u),union(v,w)),complement(power_class(x))))*.
% 299.74/300.48 154013[0:Res:431.1,102909.0] || subclass(ordered_pair(u,v),intersection(power_class(complement(union(w,x))),complement(y)))* member(unordered_pair(u,singleton(v)),union(image(element_relation,union(w,x)),y)) -> .
% 299.74/300.48 153983[0:Res:407.2,102909.0] || member(u,universal_class) subclass(universal_class,intersection(power_class(complement(union(v,w))),complement(x)))* member(power_class(u),union(image(element_relation,union(v,w)),x))* -> .
% 299.74/300.48 153982[0:Res:408.2,102909.0] || member(u,universal_class) subclass(universal_class,intersection(power_class(complement(union(v,w))),complement(x)))* member(sum_class(u),union(image(element_relation,union(v,w)),x))* -> .
% 299.74/300.48 153979[0:Res:417.2,102909.0] || subclass(u,intersection(power_class(complement(union(v,w))),complement(x))) member(not_subclass_element(u,y),union(image(element_relation,union(v,w)),x))* -> subclass(u,y).
% 299.74/300.48 153843[0:SpL:103871.0,102909.0] || member(u,intersection(power_class(complement(union(v,w))),power_class(complement(successor(x)))))* member(u,union(image(element_relation,union(v,w)),image(element_relation,successor(x)))) -> .
% 299.74/300.48 154333[0:SpL:103019.0,469.0] || subclass(universal_class,union(complement(power_class(u)),intersection(union(v,w),complement(x))))* member(singleton(y),intersection(power_class(u),union(complement(union(v,w)),x)))* -> .
% 299.74/300.48 154140[0:SpR:103019.0,28414.1] || equal(complement(successor(intersection(power_class(u),union(complement(union(v,w)),x)))),universal_class) -> member(null_class,union(complement(power_class(u)),intersection(union(v,w),complement(x))))*.
% 299.74/300.48 154138[0:SpR:103019.0,28303.1] || equal(complement(successor(intersection(power_class(u),union(complement(union(v,w)),x)))),universal_class) -> member(omega,union(complement(power_class(u)),intersection(union(v,w),complement(x))))*.
% 299.74/300.48 154137[0:SpR:103019.0,28182.1] || equal(complement(successor(intersection(power_class(u),union(complement(union(v,w)),x)))),universal_class) -> member(x__dfg,union(complement(power_class(u)),intersection(union(v,w),complement(x))))*.
% 299.74/300.48 154816[0:SpL:103205.0,469.0] || subclass(universal_class,union(intersection(union(u,v),complement(w)),complement(power_class(x))))* member(singleton(y),intersection(union(complement(union(u,v)),w),power_class(x)))* -> .
% 299.74/300.48 154623[0:SpR:103205.0,28414.1] || equal(complement(successor(intersection(union(complement(union(u,v)),w),power_class(x)))),universal_class) -> member(null_class,union(intersection(union(u,v),complement(w)),complement(power_class(x))))*.
% 299.74/300.48 154621[0:SpR:103205.0,28303.1] || equal(complement(successor(intersection(union(complement(union(u,v)),w),power_class(x)))),universal_class) -> member(omega,union(intersection(union(u,v),complement(w)),complement(power_class(x))))*.
% 299.74/300.48 154620[0:SpR:103205.0,28182.1] || equal(complement(successor(intersection(union(complement(union(u,v)),w),power_class(x)))),universal_class) -> member(x__dfg,union(intersection(union(u,v),complement(w)),complement(power_class(x))))*.
% 299.74/300.48 155256[0:SpL:103451.0,469.0] || subclass(universal_class,union(complement(union(u,v)),intersection(complement(w),power_class(x))))* member(singleton(y),intersection(union(u,v),union(w,complement(power_class(x)))))* -> .
% 299.74/300.48 155069[0:SpR:103451.0,28414.1] || equal(complement(successor(intersection(union(u,v),union(w,complement(power_class(x)))))),universal_class) -> member(null_class,union(complement(union(u,v)),intersection(complement(w),power_class(x))))*.
% 299.74/300.48 155067[0:SpR:103451.0,28303.1] || equal(complement(successor(intersection(union(u,v),union(w,complement(power_class(x)))))),universal_class) -> member(omega,union(complement(union(u,v)),intersection(complement(w),power_class(x))))*.
% 299.74/300.48 155066[0:SpR:103451.0,28182.1] || equal(complement(successor(intersection(union(u,v),union(w,complement(power_class(x)))))),universal_class) -> member(x__dfg,union(complement(union(u,v)),intersection(complement(w),power_class(x))))*.
% 299.74/300.48 155432[4:Rew:111552.0,155431.0] || -> equal(union(intersection(power_class(u),union(v,w)),complement(union(x,complement(power_class(y))))),union(intersection(power_class(u),union(v,w)),intersection(complement(x),power_class(y))))**.
% 299.74/300.48 155434[4:Rew:112108.0,155433.0] || -> equal(union(intersection(union(u,v),power_class(w)),complement(union(x,complement(power_class(y))))),union(intersection(union(u,v),power_class(w)),intersection(complement(x),power_class(y))))**.
% 299.74/300.48 156025[0:SpL:103452.0,469.0] || subclass(universal_class,union(complement(union(u,v)),intersection(power_class(w),complement(x))))* member(singleton(y),intersection(union(u,v),union(complement(power_class(w)),x)))* -> .
% 299.74/300.48 155829[0:SpR:103452.0,28414.1] || equal(complement(successor(intersection(union(u,v),union(complement(power_class(w)),x)))),universal_class) -> member(null_class,union(complement(union(u,v)),intersection(power_class(w),complement(x))))*.
% 299.74/300.48 155827[0:SpR:103452.0,28303.1] || equal(complement(successor(intersection(union(u,v),union(complement(power_class(w)),x)))),universal_class) -> member(omega,union(complement(union(u,v)),intersection(power_class(w),complement(x))))*.
% 299.74/300.48 155826[0:SpR:103452.0,28182.1] || equal(complement(successor(intersection(union(u,v),union(complement(power_class(w)),x)))),universal_class) -> member(x__dfg,union(complement(union(u,v)),intersection(power_class(w),complement(x))))*.
% 299.74/300.48 156211[4:Rew:111552.0,156210.0] || -> equal(union(intersection(power_class(u),union(v,w)),complement(union(complement(power_class(x)),y))),union(intersection(power_class(u),union(v,w)),intersection(power_class(x),complement(y))))**.
% 299.74/300.48 156213[4:Rew:112108.0,156212.0] || -> equal(union(intersection(union(u,v),power_class(w)),complement(union(complement(power_class(x)),y))),union(intersection(union(u,v),power_class(w)),intersection(power_class(x),complement(y))))**.
% 299.74/300.48 156926[0:SpL:104283.0,469.0] || subclass(universal_class,union(complement(union(u,v)),image(element_relation,union(w,x))))* member(singleton(y),intersection(union(u,v),power_class(complement(union(w,x)))))* -> .
% 299.74/300.48 156716[0:SpR:104283.0,28414.1] || equal(complement(successor(intersection(union(u,v),power_class(complement(union(w,x)))))),universal_class) -> member(null_class,union(complement(union(u,v)),image(element_relation,union(w,x))))*.
% 299.74/300.48 156714[0:SpR:104283.0,28303.1] || equal(complement(successor(intersection(union(u,v),power_class(complement(union(w,x)))))),universal_class) -> member(omega,union(complement(union(u,v)),image(element_relation,union(w,x))))*.
% 299.74/300.48 156713[0:SpR:104283.0,28182.1] || equal(complement(successor(intersection(union(u,v),power_class(complement(union(w,x)))))),universal_class) -> member(x__dfg,union(complement(union(u,v)),image(element_relation,union(w,x))))*.
% 299.74/300.48 157117[4:Rew:103322.0,156916.1] || subclass(power_class(complement(union(u,v))),union(w,x)) -> equal(union(complement(union(w,x)),image(element_relation,union(u,v))),image(element_relation,union(u,v)))**.
% 299.74/300.48 157130[4:Rew:103322.0,156799.0] || -> equal(union(complement(union(complement(union(u,v)),w)),image(element_relation,union(x,y))),union(intersection(union(u,v),complement(w)),image(element_relation,union(x,y))))**.
% 299.74/300.48 157131[4:Rew:103322.0,156798.0] || -> equal(union(complement(union(u,complement(union(v,w)))),image(element_relation,union(x,y))),union(intersection(complement(u),union(v,w)),image(element_relation,union(x,y))))**.
% 299.74/300.48 157760[0:SpL:104284.0,469.0] || subclass(universal_class,union(image(element_relation,union(u,v)),complement(union(w,x))))* member(singleton(y),intersection(power_class(complement(union(u,v))),union(w,x)))* -> .
% 299.74/300.48 157545[0:SpR:104284.0,28414.1] || equal(complement(successor(intersection(power_class(complement(union(u,v))),union(w,x)))),universal_class) -> member(null_class,union(image(element_relation,union(u,v)),complement(union(w,x))))*.
% 299.74/300.48 157543[0:SpR:104284.0,28303.1] || equal(complement(successor(intersection(power_class(complement(union(u,v))),union(w,x)))),universal_class) -> member(omega,union(image(element_relation,union(u,v)),complement(union(w,x))))*.
% 299.74/300.48 157542[0:SpR:104284.0,28182.1] || equal(complement(successor(intersection(power_class(complement(union(u,v))),union(w,x)))),universal_class) -> member(x__dfg,union(image(element_relation,union(u,v)),complement(union(w,x))))*.
% 299.74/300.48 157956[4:Rew:103322.0,157739.1] || subclass(power_class(complement(union(u,v))),union(w,x)) -> equal(union(image(element_relation,union(u,v)),complement(union(w,x))),image(element_relation,union(u,v)))**.
% 299.74/300.48 157969[4:Rew:103322.0,157627.0] || -> equal(union(image(element_relation,union(u,v)),complement(union(complement(union(w,x)),y))),union(image(element_relation,union(u,v)),intersection(union(w,x),complement(y))))**.
% 299.74/300.48 157970[4:Rew:103322.0,157625.0] || -> equal(union(image(element_relation,union(u,v)),complement(union(w,complement(union(x,y))))),union(image(element_relation,union(u,v)),intersection(complement(w),union(x,y))))**.
% 299.74/300.48 159152[4:SpL:100002.0,9992.0] || subclass(u,regular(composition_function))* -> equal(u,null_class) equal(regular(u),unordered_pair(first(regular(composition_function)),singleton(second(regular(composition_function)))))* equal(regular(u),singleton(first(regular(composition_function)))).
% 299.74/300.48 159151[2:SpL:100001.0,9992.0] || subclass(u,regular(domain_relation))* -> equal(u,null_class) equal(regular(u),unordered_pair(first(regular(domain_relation)),singleton(second(regular(domain_relation)))))* equal(regular(u),singleton(first(regular(domain_relation)))).
% 299.74/300.48 161870[2:Res:431.1,11968.1] || subclass(ordered_pair(u,v),unordered_pair(w,x))* member(unordered_pair(u,singleton(v)),w) -> equal(regular(unordered_pair(w,x)),x) equal(unordered_pair(w,x),null_class).
% 299.74/300.48 161833[2:Res:417.2,11968.1] || subclass(u,unordered_pair(v,w))* member(not_subclass_element(u,x),v)* -> subclass(u,x) equal(regular(unordered_pair(v,w)),w) equal(unordered_pair(v,w),null_class).
% 299.74/300.48 161831[2:Res:11931.0,11968.1] || member(not_subclass_element(u,complement(unordered_pair(v,w))),v)* -> subclass(u,complement(unordered_pair(v,w))) equal(regular(unordered_pair(v,w)),w) equal(unordered_pair(v,w),null_class).
% 299.74/300.48 161897[4:MRR:161896.4,56171.0] || member(u,v) member(u,regular(ordered_pair(v,w)))* -> equal(regular(ordered_pair(v,w)),singleton(v)) equal(regular(regular(ordered_pair(v,w))),singleton(w)).
% 299.74/300.48 162001[2:Res:431.1,11969.1] || subclass(ordered_pair(u,v),unordered_pair(w,x))* member(unordered_pair(u,singleton(v)),x) -> equal(regular(unordered_pair(w,x)),w) equal(unordered_pair(w,x),null_class).
% 299.74/300.48 161964[2:Res:417.2,11969.1] || subclass(u,unordered_pair(v,w))* member(not_subclass_element(u,x),w)* -> subclass(u,x) equal(regular(unordered_pair(v,w)),v) equal(unordered_pair(v,w),null_class).
% 299.74/300.48 161962[2:Res:11931.0,11969.1] || member(not_subclass_element(u,complement(unordered_pair(v,w))),w)* -> subclass(u,complement(unordered_pair(v,w))) equal(regular(unordered_pair(v,w)),v) equal(unordered_pair(v,w),null_class).
% 299.74/300.48 162033[4:MRR:162032.4,56171.0] || member(u,singleton(v)) member(u,regular(ordered_pair(w,v)))* -> equal(regular(ordered_pair(w,v)),singleton(w)) equal(regular(regular(ordered_pair(w,v))),w).
% 299.74/300.48 162068[4:MRR:162067.3,56171.0] || subclass(regular(ordered_pair(u,v)),w)* -> equal(regular(ordered_pair(u,v)),singleton(u)) equal(apply(choice,regular(ordered_pair(u,v))),singleton(v))** member(u,w).
% 299.74/300.48 162240[6:SpL:161913.0,9992.0] || subclass(u,regular(element_relation))* -> equal(u,null_class) equal(regular(u),unordered_pair(first(regular(element_relation)),singleton(second(regular(element_relation)))))* equal(regular(u),singleton(first(regular(element_relation)))).
% 299.74/300.48 162179[6:SpL:161913.0,14010.0] || member(regular(element_relation),cross_product(universal_class,universal_class)) subclass(composition_function,element_relation) -> member(first(regular(element_relation)),ordered_pair(second(regular(element_relation)),compose(first(regular(element_relation)),second(regular(element_relation)))))*.
% 299.74/300.48 162177[6:SpL:161913.0,14014.0] || member(regular(element_relation),cross_product(universal_class,universal_class)) subclass(composition_function,cross_product(u,v))* -> member(ordered_pair(second(regular(element_relation)),compose(first(regular(element_relation)),second(regular(element_relation)))),v)*.
% 299.74/300.48 163494[4:Rew:28759.0,163412.2,28759.0,163412.0] || member(intersection(u,union(null_class,v)),universal_class) member(apply(choice,intersection(u,union(null_class,v))),complement(v))* -> equal(intersection(u,union(null_class,v)),null_class).
% 299.74/300.48 163700[4:Rew:28759.0,163603.2,28759.0,163603.0] || member(intersection(union(null_class,u),v),universal_class) member(apply(choice,intersection(union(null_class,u),v)),complement(u))* -> equal(intersection(union(null_class,u),v),null_class).
% 299.74/300.48 164157[4:Res:12960.4,12473.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,apply(null_class,w))* -> member(ordered_pair(v,u),sum_class(range_of(null_class)))*.
% 299.74/300.48 164156[4:Res:12960.4,12472.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,apply(null_class,w))* -> member(ordered_pair(v,u),apply(null_class,x))*.
% 299.74/300.48 164155[4:Res:12960.4,12471.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,sum_class(range_of(null_class))) -> member(ordered_pair(v,u),apply(null_class,w))*.
% 299.74/300.48 164137[0:Res:12960.4,574.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,symmetric_difference(w,x)) -> member(ordered_pair(v,u),union(w,x))*.
% 299.74/300.48 164115[4:Res:12960.4,10130.1] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,complement(compose(element_relation,universal_class)))* member(ordered_pair(v,u),element_relation)* -> .
% 299.74/300.48 164112[0:Res:12960.4,4.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,w)* subclass(w,x)* -> member(ordered_pair(v,u),x)*.
% 299.74/300.48 164277[0:Res:13902.1,4.0] || subclass(regular(cross_product(u,v)),w) -> equal(cross_product(u,v),null_class) member(unordered_pair(first(regular(cross_product(u,v))),singleton(second(regular(cross_product(u,v))))),w)*.
% 299.74/300.48 164338[6:Res:162162.1,62.0] || equal(image(u,image(v,singleton(w))),universal_class) member(ordered_pair(w,regular(element_relation)),cross_product(universal_class,universal_class))* -> member(ordered_pair(w,regular(element_relation)),compose(u,v))*.
% 299.74/300.48 164450[6:Res:162163.1,62.0] || subclass(universal_class,image(u,image(v,singleton(w))))* member(ordered_pair(w,regular(element_relation)),cross_product(universal_class,universal_class)) -> member(ordered_pair(w,regular(element_relation)),compose(u,v)).
% 299.74/300.48 164635[4:Res:17769.2,4.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) member(v,cantor(u)) subclass(application_function,w) -> member(ordered_pair(u,ordered_pair(v,apply(u,v))),w)*.
% 299.74/300.48 164682[4:Res:17398.1,17912.0] || subclass(domain_relation,rotate(application_function)) -> equal(cross_product(u,v),null_class) member(first(regular(cross_product(u,v))),cantor(ordered_pair(w,cantor(ordered_pair(regular(cross_product(u,v)),w)))))*.
% 299.74/300.48 164890[4:Rew:102314.0,164820.2,28759.0,164820.1,102314.0,164820.0] || member(complement(symmetric_difference(u,v)),universal_class) member(apply(choice,complement(symmetric_difference(u,v))),union(null_class,symmetric_difference(u,v)))* -> equal(complement(symmetric_difference(u,v)),null_class).
% 299.74/300.48 165188[4:Res:13089.3,12473.0] || member(intersection(u,v),universal_class) subclass(v,apply(null_class,w))* -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),sum_class(range_of(null_class)))*.
% 299.74/300.48 165187[4:Res:13089.3,12472.0] || member(intersection(u,v),universal_class) subclass(v,apply(null_class,w))* -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),apply(null_class,x))*.
% 299.74/300.48 165186[4:Res:13089.3,12471.0] || member(intersection(u,v),universal_class) subclass(v,sum_class(range_of(null_class))) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),apply(null_class,w))*.
% 299.74/300.48 165168[0:Res:13089.3,574.0] || member(intersection(u,v),universal_class) subclass(v,symmetric_difference(w,x)) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),union(w,x))*.
% 299.74/300.48 165143[0:Res:13089.3,4.0] || member(intersection(u,v),universal_class) subclass(v,w)* subclass(w,x)* -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),x)*.
% 299.74/300.48 165503[4:Res:13287.3,12473.0] || member(intersection(u,v),universal_class) subclass(u,apply(null_class,w))* -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),sum_class(range_of(null_class)))*.
% 299.74/300.48 165502[4:Res:13287.3,12472.0] || member(intersection(u,v),universal_class) subclass(u,apply(null_class,w))* -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),apply(null_class,x))*.
% 299.74/300.48 165501[4:Res:13287.3,12471.0] || member(intersection(u,v),universal_class) subclass(u,sum_class(range_of(null_class))) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),apply(null_class,w))*.
% 299.74/300.48 165483[0:Res:13287.3,574.0] || member(intersection(u,v),universal_class) subclass(u,symmetric_difference(w,x)) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),union(w,x))*.
% 299.74/300.48 165458[0:Res:13287.3,4.0] || member(intersection(u,v),universal_class) subclass(u,w)* subclass(w,x)* -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),x)*.
% 299.74/300.48 166188[4:SpL:78724.0,48011.1] || member(u,universal_class) subclass(union(v,complement(power_class(union(null_class,w)))),x)* -> member(u,intersection(complement(v),power_class(union(w,null_class))))* member(u,x)*.
% 299.74/300.48 166187[4:SpL:77754.0,48011.1] || member(u,universal_class) subclass(union(v,complement(power_class(union(w,w)))),x)* -> member(u,intersection(complement(v),power_class(union(w,null_class))))* member(u,x)*.
% 299.74/300.48 166186[4:SpL:41644.0,48011.1] || member(u,universal_class) subclass(union(v,complement(power_class(union(w,w)))),x)* -> member(u,intersection(complement(v),power_class(union(null_class,w))))* member(u,x)*.
% 299.74/300.48 166185[4:SpL:78724.0,48011.1] || member(u,universal_class) subclass(union(v,complement(power_class(union(w,null_class)))),x)* -> member(u,intersection(complement(v),power_class(union(null_class,w))))* member(u,x)*.
% 299.74/300.48 166184[4:SpL:41644.0,48011.1] || member(u,universal_class) subclass(union(v,complement(power_class(union(null_class,w)))),x)* -> member(u,intersection(complement(v),power_class(union(w,w))))* member(u,x)*.
% 299.74/300.48 166183[4:SpL:77754.0,48011.1] || member(u,universal_class) subclass(union(v,complement(power_class(union(w,null_class)))),x)* -> member(u,intersection(complement(v),power_class(union(w,w))))* member(u,x)*.
% 299.74/300.48 166259[0:Rew:75578.0,166182.3] || equal(u,universal_class) member(v,universal_class) subclass(union(w,complement(power_class(u))),x)* -> member(v,intersection(power_class(universal_class),complement(w)))* member(v,x)*.
% 299.74/300.48 166181[0:SpL:25457.1,48011.1] || equal(u,universal_class) member(v,universal_class) subclass(union(w,complement(power_class(universal_class))),x)* -> member(v,intersection(complement(w),power_class(u)))* member(v,x)*.
% 299.74/300.48 166490[4:SpL:78724.0,48200.1] || member(u,universal_class) subclass(union(complement(power_class(union(null_class,v))),w),x)* -> member(u,intersection(power_class(union(v,null_class)),complement(w)))* member(u,x)*.
% 299.74/300.48 166489[4:SpL:77754.0,48200.1] || member(u,universal_class) subclass(union(complement(power_class(union(v,v))),w),x)* -> member(u,intersection(power_class(union(v,null_class)),complement(w)))* member(u,x)*.
% 299.74/300.48 166488[4:SpL:41644.0,48200.1] || member(u,universal_class) subclass(union(complement(power_class(union(v,v))),w),x)* -> member(u,intersection(power_class(union(null_class,v)),complement(w)))* member(u,x)*.
% 299.74/300.48 166487[4:SpL:78724.0,48200.1] || member(u,universal_class) subclass(union(complement(power_class(union(v,null_class))),w),x)* -> member(u,intersection(power_class(union(null_class,v)),complement(w)))* member(u,x)*.
% 299.74/300.48 166486[4:SpL:41644.0,48200.1] || member(u,universal_class) subclass(union(complement(power_class(union(null_class,v))),w),x)* -> member(u,intersection(power_class(union(v,v)),complement(w)))* member(u,x)*.
% 299.74/300.48 166485[4:SpL:77754.0,48200.1] || member(u,universal_class) subclass(union(complement(power_class(union(v,null_class))),w),x)* -> member(u,intersection(power_class(union(v,v)),complement(w)))* member(u,x)*.
% 299.74/300.48 166484[0:SpL:25457.1,48200.1] || equal(u,universal_class) member(v,universal_class) subclass(union(complement(power_class(u)),w),x)* -> member(v,intersection(power_class(universal_class),complement(w)))* member(v,x)*.
% 299.74/300.48 166483[0:SpL:25457.1,48200.1] || equal(u,universal_class) member(v,universal_class) subclass(union(complement(power_class(universal_class)),w),x)* -> member(v,intersection(power_class(u),complement(w)))* member(v,x)*.
% 299.74/300.48 166678[0:SpL:25457.1,102918.1] || equal(complement(union(u,v)),universal_class) member(w,universal_class) subclass(power_class(universal_class),x)* -> member(w,image(element_relation,union(u,v)))* member(w,x)*.
% 299.74/300.48 166670[4:SpL:63899.1,102918.1] || equal(successor(union(u,v)),null_class) member(w,universal_class) subclass(power_class(universal_class),x)* -> member(w,image(element_relation,union(u,v)))* member(w,x)*.
% 299.74/300.48 166945[0:Res:13394.2,4.0] || subclass(universal_class,complement(intersection(u,v))) member(unordered_pair(w,x),union(u,v))* subclass(symmetric_difference(u,v),y)* -> member(unordered_pair(w,x),y)*.
% 299.74/300.48 167832[4:Res:19302.1,12416.1] || equal(complement(intersection(u,v)),singleton(singleton(null_class))) member(singleton(null_class),union(u,v))* subclass(symmetric_difference(u,v),w)* -> member(singleton(null_class),w).
% 299.74/300.48 167828[2:Res:7349.1,12416.1] || subclass(domain_relation,complement(intersection(u,v))) member(ordered_pair(null_class,null_class),union(u,v))* subclass(symmetric_difference(u,v),w)* -> member(ordered_pair(null_class,null_class),w).
% 299.74/300.48 167827[2:Res:31230.1,12416.1] || equal(complement(intersection(u,v)),domain_relation) member(ordered_pair(null_class,null_class),union(u,v))* subclass(symmetric_difference(u,v),w)* -> member(ordered_pair(null_class,null_class),w).
% 299.74/300.48 167826[0:Res:429.1,12416.1] || subclass(universal_class,complement(intersection(u,v))) member(ordered_pair(w,x),union(u,v))* subclass(symmetric_difference(u,v),y)* -> member(ordered_pair(w,x),y)*.
% 299.74/300.48 167808[5:Res:21256.1,12416.1] || subclass(universal_class,complement(intersection(u,v))) member(sum_class(range_of(null_class)),union(u,v))* subclass(symmetric_difference(u,v),w)* -> member(sum_class(range_of(null_class)),w).
% 299.74/300.48 167799[5:Res:21248.1,12416.1] || subclass(universal_class,complement(intersection(u,v))) member(apply(null_class,w),union(u,v))* subclass(symmetric_difference(u,v),x)* -> member(apply(null_class,w),x)*.
% 299.74/300.48 167687[0:SpL:90326.0,12416.1] || member(u,union(v,intersection(v,w)))* member(u,complement(intersection(v,w))) subclass(symmetric_difference(v,intersection(v,w)),x)* -> member(u,x)*.
% 299.74/300.48 167684[0:SpL:90468.0,12416.1] || member(u,union(v,intersection(w,v)))* member(u,complement(intersection(w,v))) subclass(symmetric_difference(v,intersection(w,v)),x)* -> member(u,x)*.
% 299.74/300.48 168261[0:Res:13341.2,78949.0] || subclass(universal_class,symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))))* -> equal(x,null_class) member(regular(x),complement(symmetric_difference(cross_product(u,v),w)))*.
% 299.74/300.48 168244[0:Res:415.2,78949.0] || subclass(u,symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))))* -> equal(u,null_class) member(regular(u),complement(symmetric_difference(cross_product(v,w),x))).
% 299.74/300.48 168561[0:Res:13341.2,79442.0] || subclass(universal_class,symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))))* -> equal(x,null_class) member(regular(x),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.74/300.48 168544[0:Res:415.2,79442.0] || subclass(u,symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))))* -> equal(u,null_class) member(regular(u),complement(symmetric_difference(v,cross_product(w,x)))).
% 299.74/300.48 170621[2:SpL:8951.1,13991.2] || equal(compose_class(u),domain_relation) member(ordered_pair(u,null_class),cross_product(universal_class,universal_class)) subclass(composition_function,complement(v)) member(ordered_pair(u,ordered_pair(null_class,null_class)),v)* -> .
% 299.74/300.48 170620[3:SpL:5069.1,13991.2] single_valued_class(u) || member(ordered_pair(u,inverse(u)),cross_product(universal_class,universal_class)) subclass(composition_function,complement(v)) member(ordered_pair(u,ordered_pair(inverse(u),null_class)),v)* -> .
% 299.74/300.48 170619[3:SpL:5072.1,13991.2] function(u) || member(ordered_pair(u,inverse(u)),cross_product(universal_class,universal_class)) subclass(composition_function,complement(v)) member(ordered_pair(u,ordered_pair(inverse(u),null_class)),v)* -> .
% 299.74/300.48 170683[0:MRR:170663.0,170663.1,308.0,17.1] || equal(ordered_pair(u,compose(v,u)),successor(v))** subclass(successor_relation,w) member(ordered_pair(v,u),cross_product(universal_class,universal_class))* subclass(composition_function,complement(w))* -> .
% 299.74/300.48 170887[4:SpL:19169.0,9799.1] || member(u,universal_class) subclass(u,ordered_pair(universal_class,v))* -> equal(u,null_class) equal(apply(choice,u),unordered_pair(universal_class,singleton(v))) equal(apply(choice,u),null_class).
% 299.74/300.48 170886[4:SpL:19189.0,9799.1] || member(u,universal_class) subclass(u,ordered_pair(v,universal_class))* -> equal(u,null_class) equal(apply(choice,u),unordered_pair(v,null_class)) equal(apply(choice,u),singleton(v)).
% 299.74/300.48 171125[0:SpL:314.0,13995.0] || member(singleton(singleton(singleton(u))),cross_product(universal_class,universal_class)) subclass(composition_function,intersection(v,w))* -> member(ordered_pair(singleton(u),ordered_pair(u,compose(singleton(u),u))),w)*.
% 299.74/300.48 171341[0:SpL:314.0,13994.0] || member(singleton(singleton(singleton(u))),cross_product(universal_class,universal_class)) subclass(composition_function,intersection(v,w))* -> member(ordered_pair(singleton(u),ordered_pair(u,compose(singleton(u),u))),v)*.
% 299.74/300.48 171553[0:SpR:49205.0,47988.1] || member(u,universal_class) -> member(u,intersection(complement(v),union(w,image(element_relation,power_class(x)))))* member(u,union(v,intersection(complement(w),power_class(complement(power_class(x)))))).
% 299.74/300.48 172129[4:Res:47996.2,46994.1] || member(singleton(u),union(complement(v),power_class(w)))* member(singleton(u),union(v,complement(power_class(w)))) subclass(symmetric_difference(complement(v),power_class(w)),null_class) -> .
% 299.74/300.48 172125[4:Res:47996.2,11234.1] || member(x__dfg,union(complement(u),power_class(v)))* member(x__dfg,union(u,complement(power_class(v)))) equal(complement(symmetric_difference(complement(u),power_class(v))),cantor(xf)) -> .
% 299.74/300.48 172189[4:Rew:28759.0,172106.0] || member(u,union(union(null_class,v),power_class(w))) member(u,union(complement(v),complement(power_class(w)))) -> member(u,symmetric_difference(union(null_class,v),power_class(w)))*.
% 299.74/300.48 172388[0:SpR:49205.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,image(element_relation,power_class(w))),complement(x)))* member(u,union(intersection(complement(v),power_class(complement(power_class(w)))),x)).
% 299.74/300.48 172887[0:SpR:49204.0,48037.1] || member(u,universal_class) -> member(u,intersection(complement(v),union(image(element_relation,power_class(w)),x)))* member(u,union(v,intersection(power_class(complement(power_class(w))),complement(x)))).
% 299.74/300.48 9995[0:Res:494.3,617.0] || member(u,universal_class) subclass(u,ordered_pair(v,w))* -> equal(u,null_class) equal(apply(choice,u),unordered_pair(v,singleton(w))) equal(apply(choice,u),singleton(v)).
% 299.74/300.48 9991[0:Res:184.1,617.0] || -> equal(intersection(u,ordered_pair(v,w)),null_class) equal(regular(intersection(u,ordered_pair(v,w))),unordered_pair(v,singleton(w)))** equal(regular(intersection(u,ordered_pair(v,w))),singleton(v)).
% 299.74/300.48 9977[0:Res:192.1,617.0] || -> equal(intersection(ordered_pair(u,v),w),null_class) equal(regular(intersection(ordered_pair(u,v),w)),unordered_pair(u,singleton(v)))** equal(regular(intersection(ordered_pair(u,v),w)),singleton(u)).
% 299.74/300.48 12432[0:SpL:566.0,891.2] || member(u,union(cross_product(v,w),x)) member(u,complement(restrict(x,v,w)))* subclass(symmetric_difference(cross_product(v,w),x),y)* -> member(u,y)*.
% 299.74/300.48 12431[0:SpL:565.0,891.2] || member(u,union(v,cross_product(w,x))) member(u,complement(restrict(v,w,x)))* subclass(symmetric_difference(v,cross_product(w,x)),y)* -> member(u,y)*.
% 299.74/300.48 13096[0:Res:497.2,271.0] || member(intersection(u,restrict(v,w,x)),universal_class) -> equal(intersection(u,restrict(v,w,x)),null_class) member(apply(choice,intersection(u,restrict(v,w,x))),v)*.
% 299.74/300.48 13294[0:Res:496.2,271.0] || member(intersection(restrict(u,v,w),x),universal_class) -> equal(intersection(restrict(u,v,w),x),null_class) member(apply(choice,intersection(restrict(u,v,w),x)),u)*.
% 299.74/300.48 13387[0:Res:5.1,885.1] || member(not_subclass_element(complement(intersection(u,v)),w),union(u,v)) -> subclass(complement(intersection(u,v)),w) member(not_subclass_element(complement(intersection(u,v)),w),symmetric_difference(u,v))*.
% 299.74/300.48 13933[0:SpL:823.1,99.0] || member(ordered_pair(u,regular(cross_product(v,w))),composition_function)* -> equal(cross_product(v,w),null_class) equal(compose(u,first(regular(cross_product(v,w)))),second(regular(cross_product(v,w)))).
% 299.74/300.48 13931[0:SpL:823.1,110.0] || member(ordered_pair(u,regular(cross_product(v,w))),application_function)* -> equal(cross_product(v,w),null_class) equal(apply(u,first(regular(cross_product(v,w)))),second(regular(cross_product(v,w)))).
% 299.74/300.48 14554[4:Res:12455.1,894.0] || member(not_subclass_element(u,intersection(v,compose(element_relation,universal_class))),element_relation)* member(not_subclass_element(u,intersection(v,compose(element_relation,universal_class))),v)* -> subclass(u,intersection(v,compose(element_relation,universal_class))).
% 299.74/300.48 15108[0:SpL:826.1,48.0] || member(not_subclass_element(cross_product(u,v),w),successor_relation) -> subclass(cross_product(u,v),w) equal(successor(first(not_subclass_element(cross_product(u,v),w))),second(not_subclass_element(cross_product(u,v),w)))**.
% 299.74/300.48 16250[0:Res:429.1,1144.0] || subclass(universal_class,cross_product(universal_class,universal_class)) -> equal(image(u,image(v,singleton(w))),null_class) member(ordered_pair(w,regular(image(u,image(v,singleton(w))))),compose(u,v))*.
% 299.74/300.48 17389[4:Rew:17265.0,15107.2] || member(not_subclass_element(cross_product(u,v),w),domain_relation) -> subclass(cross_product(u,v),w) equal(cantor(first(not_subclass_element(cross_product(u,v),w))),second(not_subclass_element(cross_product(u,v),w)))**.
% 299.74/300.48 17407[4:Rew:17265.0,14988.2] || member(u,universal_class) member(ordered_pair(u,not_subclass_element(v,image(w,range_of(null_class)))),compose(w,x))* -> member(u,cantor(x)) subclass(v,image(w,range_of(null_class))).
% 299.74/300.48 23748[0:Res:497.2,6547.1] || member(intersection(u,intersection(v,w)),universal_class) member(apply(choice,intersection(u,intersection(v,w))),symmetric_difference(v,w))* -> equal(intersection(u,intersection(v,w)),null_class).
% 299.74/300.48 23730[0:Res:496.2,6547.1] || member(intersection(intersection(u,v),w),universal_class) member(apply(choice,intersection(intersection(u,v),w)),symmetric_difference(u,v))* -> equal(intersection(intersection(u,v),w),null_class).
% 299.74/300.48 24685[2:Res:26.2,7715.0] || member(regular(regular(intersection(u,v))),v)* member(regular(regular(intersection(u,v))),u)* -> equal(regular(intersection(u,v)),null_class) equal(intersection(u,v),null_class).
% 299.74/300.48 27470[0:Res:1040.2,6535.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,symmetric_difference(complement(w),complement(x))) -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),union(w,x))*.
% 299.74/300.48 28020[0:MRR:28000.0,12502.1] || member(not_subclass_element(u,intersection(v,union(w,x))),v)* -> member(not_subclass_element(u,intersection(v,union(w,x))),complement(w))* subclass(u,intersection(v,union(w,x))).
% 299.74/300.48 28296[0:MRR:28275.0,12502.1] || member(not_subclass_element(u,intersection(v,union(w,x))),v)* -> member(not_subclass_element(u,intersection(v,union(w,x))),complement(x))* subclass(u,intersection(v,union(w,x))).
% 299.74/300.48 28640[0:Res:61.1,14561.0] || member(ordered_pair(u,not_subclass_element(v,intersection(image(w,image(x,singleton(u))),v))),compose(w,x))* -> subclass(v,intersection(image(w,image(x,singleton(u))),v)).
% 299.74/300.48 28620[0:Res:26.2,14561.0] || member(not_subclass_element(u,intersection(intersection(v,w),u)),w)* member(not_subclass_element(u,intersection(intersection(v,w),u)),v)* -> subclass(u,intersection(intersection(v,w),u)).
% 299.74/300.48 28684[0:Rew:569.0,28586.1] || member(not_subclass_element(union(complement(u),complement(v)),symmetric_difference(complement(u),complement(v))),union(u,v))* -> subclass(union(complement(u),complement(v)),symmetric_difference(complement(u),complement(v))).
% 299.74/300.48 31157[4:Rew:28759.0,29509.1,28759.0,29509.0] || member(apply(choice,union(null_class,intersection(u,v))),symmetric_difference(u,v))* member(union(null_class,intersection(u,v)),universal_class) -> equal(union(null_class,intersection(u,v)),null_class).
% 299.74/300.48 41317[4:MRR:41292.0,12502.1] || member(not_subclass_element(u,intersection(v,cantor(w))),v)* -> equal(apply(w,not_subclass_element(u,intersection(v,cantor(w)))),sum_class(range_of(null_class)))** subclass(u,intersection(v,cantor(w))).
% 299.74/300.48 41415[2:Res:36356.0,1000.1] || member(ordered_pair(u,v),compose(w,x)) -> equal(singleton(image(w,image(x,singleton(u)))),null_class) member(v,complement(singleton(image(w,image(x,singleton(u))))))*.
% 299.74/300.48 41777[4:Res:17398.1,49.1] || subclass(domain_relation,rotate(cross_product(universal_class,universal_class))) equal(successor(ordered_pair(u,cantor(ordered_pair(v,u)))),v) -> member(ordered_pair(ordered_pair(u,cantor(ordered_pair(v,u))),v),successor_relation)*.
% 299.74/300.48 41732[4:Res:17398.1,11.0] || subclass(domain_relation,rotate(unordered_pair(u,v)))* -> equal(ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),x),v)* equal(ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),x),u)*.
% 299.74/300.48 41895[4:Res:17399.1,49.1] || subclass(domain_relation,flip(cross_product(universal_class,universal_class))) equal(cantor(ordered_pair(u,v)),successor(ordered_pair(v,u))) -> member(ordered_pair(ordered_pair(v,u),cantor(ordered_pair(u,v))),successor_relation)*.
% 299.74/300.48 41850[4:Res:17399.1,11.0] || subclass(domain_relation,flip(unordered_pair(u,v)))* -> equal(ordered_pair(ordered_pair(w,x),cantor(ordered_pair(x,w))),v)* equal(ordered_pair(ordered_pair(w,x),cantor(ordered_pair(x,w))),u)*.
% 299.74/300.48 42011[0:Res:3143.2,617.0] || subclass(u,ordered_pair(v,w))* -> equal(intersection(x,u),null_class) equal(regular(intersection(x,u)),unordered_pair(v,singleton(w)))* equal(regular(intersection(x,u)),singleton(v)).
% 299.74/300.48 41993[0:Res:3143.2,20.0] || subclass(u,cross_product(v,w))* -> equal(intersection(x,u),null_class) equal(ordered_pair(first(regular(intersection(x,u))),second(regular(intersection(x,u)))),regular(intersection(x,u)))**.
% 299.74/300.48 43471[0:Res:3315.2,617.0] || subclass(u,ordered_pair(v,w))* -> equal(intersection(u,x),null_class) equal(regular(intersection(u,x)),unordered_pair(v,singleton(w)))* equal(regular(intersection(u,x)),singleton(v)).
% 299.74/300.48 43453[0:Res:3315.2,20.0] || subclass(u,cross_product(v,w))* -> equal(intersection(u,x),null_class) equal(ordered_pair(first(regular(intersection(u,x))),second(regular(intersection(u,x)))),regular(intersection(u,x)))**.
% 299.74/300.48 46945[0:Res:3146.1,6525.0] || -> equal(intersection(u,intersection(v,symmetric_difference(w,cross_product(x,y)))),null_class) member(regular(intersection(u,intersection(v,symmetric_difference(w,cross_product(x,y))))),complement(restrict(w,x,y)))*.
% 299.74/300.48 46942[0:Res:3318.1,6525.0] || -> equal(intersection(intersection(u,symmetric_difference(v,cross_product(w,x))),y),null_class) member(regular(intersection(intersection(u,symmetric_difference(v,cross_product(w,x))),y)),complement(restrict(v,w,x)))*.
% 299.74/300.48 46939[0:Res:3145.1,6525.0] || -> equal(intersection(u,intersection(symmetric_difference(v,cross_product(w,x)),y)),null_class) member(regular(intersection(u,intersection(symmetric_difference(v,cross_product(w,x)),y))),complement(restrict(v,w,x)))*.
% 299.74/300.48 46938[0:Res:3317.1,6525.0] || -> equal(intersection(intersection(symmetric_difference(u,cross_product(v,w)),x),y),null_class) member(regular(intersection(intersection(symmetric_difference(u,cross_product(v,w)),x),y)),complement(restrict(u,v,w)))*.
% 299.74/300.48 47127[0:Res:3146.1,6526.0] || -> equal(intersection(u,intersection(v,symmetric_difference(cross_product(w,x),y))),null_class) member(regular(intersection(u,intersection(v,symmetric_difference(cross_product(w,x),y)))),complement(restrict(y,w,x)))*.
% 299.74/300.48 47124[0:Res:3318.1,6526.0] || -> equal(intersection(intersection(u,symmetric_difference(cross_product(v,w),x)),y),null_class) member(regular(intersection(intersection(u,symmetric_difference(cross_product(v,w),x)),y)),complement(restrict(x,v,w)))*.
% 299.74/300.48 47121[0:Res:3145.1,6526.0] || -> equal(intersection(u,intersection(symmetric_difference(cross_product(v,w),x),y)),null_class) member(regular(intersection(u,intersection(symmetric_difference(cross_product(v,w),x),y))),complement(restrict(x,v,w)))*.
% 299.74/300.48 47120[0:Res:3317.1,6526.0] || -> equal(intersection(intersection(symmetric_difference(cross_product(u,v),w),x),y),null_class) member(regular(intersection(intersection(symmetric_difference(cross_product(u,v),w),x),y)),complement(restrict(w,u,v)))*.
% 299.74/300.48 51911[0:Res:3146.1,47999.0] || -> equal(intersection(u,intersection(v,symmetric_difference(complement(w),power_class(x)))),null_class) member(regular(intersection(u,intersection(v,symmetric_difference(complement(w),power_class(x))))),union(w,complement(power_class(x))))*.
% 299.74/300.48 51908[0:Res:3318.1,47999.0] || -> equal(intersection(intersection(u,symmetric_difference(complement(v),power_class(w))),x),null_class) member(regular(intersection(intersection(u,symmetric_difference(complement(v),power_class(w))),x)),union(v,complement(power_class(w))))*.
% 299.74/300.48 51905[0:Res:3145.1,47999.0] || -> equal(intersection(u,intersection(symmetric_difference(complement(v),power_class(w)),x)),null_class) member(regular(intersection(u,intersection(symmetric_difference(complement(v),power_class(w)),x))),union(v,complement(power_class(w))))*.
% 299.74/300.48 51904[0:Res:3317.1,47999.0] || -> equal(intersection(intersection(symmetric_difference(complement(u),power_class(v)),w),x),null_class) member(regular(intersection(intersection(symmetric_difference(complement(u),power_class(v)),w),x)),union(u,complement(power_class(v))))*.
% 299.74/300.48 52026[0:Res:3146.1,48188.0] || -> equal(intersection(u,intersection(v,symmetric_difference(power_class(w),complement(x)))),null_class) member(regular(intersection(u,intersection(v,symmetric_difference(power_class(w),complement(x))))),union(complement(power_class(w)),x))*.
% 299.74/300.48 52023[0:Res:3318.1,48188.0] || -> equal(intersection(intersection(u,symmetric_difference(power_class(v),complement(w))),x),null_class) member(regular(intersection(intersection(u,symmetric_difference(power_class(v),complement(w))),x)),union(complement(power_class(v)),w))*.
% 299.74/300.48 52020[0:Res:3145.1,48188.0] || -> equal(intersection(u,intersection(symmetric_difference(power_class(v),complement(w)),x)),null_class) member(regular(intersection(u,intersection(symmetric_difference(power_class(v),complement(w)),x))),union(complement(power_class(v)),w))*.
% 299.74/300.48 52019[0:Res:3317.1,48188.0] || -> equal(intersection(intersection(symmetric_difference(power_class(u),complement(v)),w),x),null_class) member(regular(intersection(intersection(symmetric_difference(power_class(u),complement(v)),w),x)),union(complement(power_class(u)),v))*.
% 299.74/300.48 52067[0:SpR:9395.0,116.0] || -> equal(intersection(complement(symmetric_difference(complement(u),complement(singleton(u)))),union(successor(u),union(complement(u),complement(singleton(u))))),symmetric_difference(successor(u),union(complement(u),complement(singleton(u)))))**.
% 299.74/300.48 52345[4:Rew:823.1,52333.2] || member(singleton(singleton(singleton(regular(cross_product(u,v))))),application_function) -> equal(cross_product(u,v),null_class) member(first(regular(cross_product(u,v))),cantor(singleton(regular(cross_product(u,v)))))*.
% 299.74/300.48 52919[0:SpL:47973.0,259.0] || member(regular(union(intersection(power_class(u),complement(v)),w)),intersection(union(complement(power_class(u)),v),complement(w)))* -> equal(union(intersection(power_class(u),complement(v)),w),null_class).
% 299.74/300.48 52918[0:SpL:47967.0,259.0] || member(regular(union(intersection(complement(u),power_class(v)),w)),intersection(union(u,complement(power_class(v))),complement(w)))* -> equal(union(intersection(complement(u),power_class(v)),w),null_class).
% 299.74/300.48 52904[0:SpL:47973.0,259.0] || member(regular(union(u,intersection(power_class(v),complement(w)))),intersection(complement(u),union(complement(power_class(v)),w)))* -> equal(union(u,intersection(power_class(v),complement(w))),null_class).
% 299.74/300.48 52903[0:SpL:47967.0,259.0] || member(regular(union(u,intersection(complement(v),power_class(w)))),intersection(complement(u),union(v,complement(power_class(w)))))* -> equal(union(u,intersection(complement(v),power_class(w))),null_class).
% 299.74/300.48 55661[0:Res:285.1,47998.0] || member(not_subclass_element(restrict(intersection(complement(u),power_class(v)),w,x),y),union(u,complement(power_class(v))))* -> subclass(restrict(intersection(complement(u),power_class(v)),w,x),y).
% 299.74/300.48 55808[0:Res:285.1,48187.0] || member(not_subclass_element(restrict(intersection(power_class(u),complement(v)),w,x),y),union(complement(power_class(u)),v))* -> subclass(restrict(intersection(power_class(u),complement(v)),w,x),y).
% 299.74/300.48 55939[0:Res:530.3,8686.2] function(u) || member(v,universal_class) subclass(universal_class,union(w,x))* member(image(u,v),complement(x))* member(image(u,v),complement(w))* -> .
% 299.74/300.48 55934[0:Res:3143.2,8686.2] || subclass(u,union(v,w))* member(regular(intersection(x,u)),complement(w))* member(regular(intersection(x,u)),complement(v))* -> equal(intersection(x,u),null_class).
% 299.74/300.48 55933[0:Res:3315.2,8686.2] || subclass(u,union(v,w))* member(regular(intersection(u,x)),complement(w))* member(regular(intersection(u,x)),complement(v))* -> equal(intersection(u,x),null_class).
% 299.74/300.48 55913[0:Res:494.3,8686.2] || member(u,universal_class) subclass(u,union(v,w))* member(apply(choice,u),complement(w))* member(apply(choice,u),complement(v))* -> equal(u,null_class).
% 299.74/300.48 55909[0:Res:184.1,8686.2] || member(regular(intersection(u,union(v,w))),complement(w))* member(regular(intersection(u,union(v,w))),complement(v))* -> equal(intersection(u,union(v,w)),null_class).
% 299.74/300.48 55880[0:Res:192.1,8686.2] || member(regular(intersection(union(u,v),w)),complement(v))* member(regular(intersection(union(u,v),w)),complement(u))* -> equal(intersection(union(u,v),w),null_class).
% 299.74/300.48 61287[0:Obv:61265.2] || member(u,image(v,image(w,singleton(x)))) member(ordered_pair(x,y),compose(v,w)) -> subclass(unordered_pair(u,y),image(v,image(w,singleton(x))))*.
% 299.74/300.48 61490[0:Obv:61469.2] || member(u,image(v,image(w,singleton(x)))) member(ordered_pair(x,y),compose(v,w)) -> subclass(unordered_pair(y,u),image(v,image(w,singleton(x))))*.
% 299.74/300.48 62757[0:SpL:48835.0,48188.0] || member(u,symmetric_difference(power_class(v),union(complement(power_class(w)),image(element_relation,power_class(x)))))* -> member(u,union(complement(power_class(v)),intersection(power_class(w),power_class(complement(power_class(x)))))).
% 299.74/300.48 62751[0:SpL:48835.0,47999.0] || member(u,symmetric_difference(union(complement(power_class(v)),image(element_relation,power_class(w))),power_class(x)))* -> member(u,union(intersection(power_class(v),power_class(complement(power_class(w)))),complement(power_class(x)))).
% 299.74/300.48 62750[0:SpL:48835.0,9516.0] || equal(u,union(complement(power_class(v)),image(element_relation,power_class(w))))* member(x,universal_class) -> member(x,intersection(power_class(v),power_class(complement(power_class(w)))))* member(x,u)*.
% 299.74/300.48 62743[0:SpL:48835.0,421.1] || member(u,universal_class) subclass(union(complement(power_class(v)),image(element_relation,power_class(w))),x)* -> member(u,intersection(power_class(v),power_class(complement(power_class(w)))))* member(u,x)*.
% 299.74/300.48 62790[0:Rew:48835.0,62722.1] || subclass(union(complement(power_class(u)),image(element_relation,power_class(v))),intersection(power_class(u),power_class(complement(power_class(v)))))* -> equal(union(complement(power_class(u)),image(element_relation,power_class(v))),null_class).
% 299.74/300.48 62694[0:SpR:48835.0,7786.1] || -> subclass(symmetric_difference(power_class(u),power_class(complement(power_class(v)))),w) member(not_subclass_element(symmetric_difference(power_class(u),power_class(complement(power_class(v)))),w),union(complement(power_class(u)),image(element_relation,power_class(v))))*.
% 299.74/300.48 62628[0:SpR:48835.0,8283.0] || -> subclass(symmetric_difference(union(complement(power_class(u)),image(element_relation,power_class(v))),complement(singleton(intersection(power_class(u),power_class(complement(power_class(v))))))),successor(intersection(power_class(u),power_class(complement(power_class(v))))))*.
% 299.74/300.48 63216[0:SpL:48838.0,48188.0] || member(u,symmetric_difference(power_class(v),union(image(element_relation,power_class(w)),complement(power_class(x)))))* -> member(u,union(complement(power_class(v)),intersection(power_class(complement(power_class(w))),power_class(x)))).
% 299.74/300.48 63210[0:SpL:48838.0,47999.0] || member(u,symmetric_difference(union(image(element_relation,power_class(v)),complement(power_class(w))),power_class(x)))* -> member(u,union(intersection(power_class(complement(power_class(v))),power_class(w)),complement(power_class(x)))).
% 299.74/300.48 63209[0:SpL:48838.0,9516.0] || equal(u,union(image(element_relation,power_class(v)),complement(power_class(w))))* member(x,universal_class) -> member(x,intersection(power_class(complement(power_class(v))),power_class(w)))* member(x,u)*.
% 299.74/300.48 63202[0:SpL:48838.0,421.1] || member(u,universal_class) subclass(union(image(element_relation,power_class(v)),complement(power_class(w))),x)* -> member(u,intersection(power_class(complement(power_class(v))),power_class(w)))* member(u,x)*.
% 299.74/300.48 63250[0:Rew:48838.0,63181.1] || subclass(union(image(element_relation,power_class(u)),complement(power_class(v))),intersection(power_class(complement(power_class(u))),power_class(v)))* -> equal(union(image(element_relation,power_class(u)),complement(power_class(v))),null_class).
% 299.74/300.48 63152[0:SpR:48838.0,7786.1] || -> subclass(symmetric_difference(power_class(complement(power_class(u))),power_class(v)),w) member(not_subclass_element(symmetric_difference(power_class(complement(power_class(u))),power_class(v)),w),union(image(element_relation,power_class(u)),complement(power_class(v))))*.
% 299.74/300.48 63086[0:SpR:48838.0,8283.0] || -> subclass(symmetric_difference(union(image(element_relation,power_class(u)),complement(power_class(v))),complement(singleton(intersection(power_class(complement(power_class(u))),power_class(v))))),successor(intersection(power_class(complement(power_class(u))),power_class(v))))*.
% 299.74/300.48 65628[0:Res:9418.1,8686.2] || member(regular(symmetric_difference(complement(u),complement(v))),complement(v))* member(regular(symmetric_difference(complement(u),complement(v))),complement(u))* -> equal(symmetric_difference(complement(u),complement(v)),null_class).
% 299.74/300.48 65673[0:Rew:47973.0,65608.0] || -> equal(symmetric_difference(union(complement(power_class(u)),v),complement(w)),null_class) member(regular(symmetric_difference(union(complement(power_class(u)),v),complement(w))),union(intersection(power_class(u),complement(v)),w))*.
% 299.74/300.48 65674[0:Rew:47967.0,65607.0] || -> equal(symmetric_difference(union(u,complement(power_class(v))),complement(w)),null_class) member(regular(symmetric_difference(union(u,complement(power_class(v))),complement(w))),union(intersection(complement(u),power_class(v)),w))*.
% 299.74/300.48 65675[0:Rew:47973.0,65590.0] || -> equal(symmetric_difference(complement(u),union(complement(power_class(v)),w)),null_class) member(regular(symmetric_difference(complement(u),union(complement(power_class(v)),w))),union(u,intersection(power_class(v),complement(w))))*.
% 299.74/300.48 65676[0:Rew:47967.0,65589.0] || -> equal(symmetric_difference(complement(u),union(v,complement(power_class(w)))),null_class) member(regular(symmetric_difference(complement(u),union(v,complement(power_class(w))))),union(u,intersection(complement(v),power_class(w))))*.
% 299.74/300.48 65794[4:Res:60803.0,9800.1] || member(union(null_class,intersection(u,singleton(v))),universal_class) -> equal(union(null_class,intersection(u,singleton(v))),null_class) equal(apply(choice,union(null_class,intersection(u,singleton(v)))),v)**.
% 299.74/300.48 65793[0:Res:59447.0,9800.1] || member(intersection(intersection(u,singleton(v)),w),universal_class) -> equal(intersection(intersection(u,singleton(v)),w),null_class) equal(apply(choice,intersection(intersection(u,singleton(v)),w)),v)**.
% 299.74/300.48 65790[4:Res:57812.0,9800.1] || member(intersection(u,union(null_class,singleton(v))),universal_class) -> equal(intersection(u,union(null_class,singleton(v))),null_class) equal(apply(choice,intersection(u,union(null_class,singleton(v)))),v)**.
% 299.74/300.48 65789[0:Res:57711.0,9800.1] || member(intersection(u,intersection(singleton(v),w)),universal_class) -> equal(intersection(u,intersection(singleton(v),w)),null_class) equal(apply(choice,intersection(u,intersection(singleton(v),w))),v)**.
% 299.74/300.48 65786[4:Res:59182.0,9800.1] || member(intersection(union(null_class,singleton(u)),v),universal_class) -> equal(intersection(union(null_class,singleton(u)),v),null_class) equal(apply(choice,intersection(union(null_class,singleton(u)),v)),u)**.
% 299.74/300.48 65783[0:Res:58246.0,9800.1] || member(intersection(u,intersection(v,singleton(w))),universal_class) -> equal(intersection(u,intersection(v,singleton(w))),null_class) equal(apply(choice,intersection(u,intersection(v,singleton(w)))),w)**.
% 299.74/300.48 65781[4:Res:59213.0,9800.1] || member(union(null_class,intersection(singleton(u),v)),universal_class) -> equal(union(null_class,intersection(singleton(u),v)),null_class) equal(apply(choice,union(null_class,intersection(singleton(u),v))),u)**.
% 299.74/300.48 65775[0:Res:59078.0,9800.1] || member(intersection(intersection(singleton(u),v),w),universal_class) -> equal(intersection(intersection(singleton(u),v),w),null_class) equal(apply(choice,intersection(intersection(singleton(u),v),w)),u)**.
% 299.74/300.48 66706[0:SpL:823.1,14013.0] || member(regular(cross_product(u,v)),cross_product(universal_class,universal_class))* subclass(composition_function,cross_product(w,x))* -> equal(cross_product(u,v),null_class) member(first(regular(cross_product(u,v))),w)*.
% 299.74/300.48 67145[0:SpL:48104.0,891.2] || member(u,union(complement(v),power_class(w)))* member(u,union(v,complement(power_class(w)))) subclass(symmetric_difference(complement(v),power_class(w)),x)* -> member(u,x)*.
% 299.74/300.48 67393[0:SpL:48392.0,891.2] || member(u,union(power_class(v),complement(w))) member(u,union(complement(power_class(v)),w))* subclass(symmetric_difference(power_class(v),complement(w)),x)* -> member(u,x)*.
% 299.74/300.48 68367[4:Res:12468.3,17395.0] || member(u,universal_class) member(v,u) subclass(element_relation,cantor(regular(cross_product(singleton(ordered_pair(v,u)),universal_class))))* -> equal(cross_product(singleton(ordered_pair(v,u)),universal_class),null_class).
% 299.74/300.48 69074[4:Res:67798.1,62.0] || equal(complement(image(u,image(v,singleton(w)))),null_class) member(ordered_pair(w,singleton(x)),cross_product(universal_class,universal_class))* -> member(ordered_pair(w,singleton(x)),compose(u,v))*.
% 299.74/300.48 69606[0:Res:3537.1,8686.2] || member(regular(intersection(symmetric_difference(u,v),w)),complement(v))* member(regular(intersection(symmetric_difference(u,v),w)),complement(u))* -> equal(intersection(symmetric_difference(u,v),w),null_class).
% 299.74/300.48 69778[0:Res:3542.1,8686.2] || member(regular(intersection(u,symmetric_difference(v,w))),complement(w))* member(regular(intersection(u,symmetric_difference(v,w))),complement(v))* -> equal(intersection(u,symmetric_difference(v,w)),null_class).
% 299.74/300.48 70942[0:Rew:569.0,70772.1] || member(not_subclass_element(u,complement(symmetric_difference(complement(v),complement(w)))),symmetric_difference(union(v,w),union(complement(v),complement(w))))* -> subclass(u,complement(symmetric_difference(complement(v),complement(w)))).
% 299.74/300.48 71746[4:SpL:71468.1,62.0] || equal(u,universal_class) member(v,image(w,image(x,null_class))) member(ordered_pair(u,v),cross_product(universal_class,universal_class))* -> member(ordered_pair(u,v),compose(w,x))*.
% 299.74/300.48 72343[0:Res:3147.1,6535.0] || -> equal(intersection(u,restrict(symmetric_difference(complement(v),complement(w)),x,y)),null_class) member(regular(intersection(u,restrict(symmetric_difference(complement(v),complement(w)),x,y))),union(v,w))*.
% 299.74/300.48 72339[0:Res:3147.1,47968.0] || member(regular(intersection(u,restrict(image(element_relation,power_class(v)),w,x))),power_class(complement(power_class(v))))* -> equal(intersection(u,restrict(image(element_relation,power_class(v)),w,x)),null_class).
% 299.74/300.48 72579[0:Res:3319.1,6535.0] || -> equal(intersection(restrict(symmetric_difference(complement(u),complement(v)),w,x),y),null_class) member(regular(intersection(restrict(symmetric_difference(complement(u),complement(v)),w,x),y)),union(u,v))*.
% 299.74/300.48 72575[0:Res:3319.1,47968.0] || member(regular(intersection(restrict(image(element_relation,power_class(u)),v,w),x)),power_class(complement(power_class(u))))* -> equal(intersection(restrict(image(element_relation,power_class(u)),v,w),x),null_class).
% 299.74/300.48 72676[0:SpL:48392.0,12444.0] || equal(u,symmetric_difference(power_class(v),complement(w)))* member(x,union(power_class(v),complement(w))) member(x,union(complement(power_class(v)),w))* -> member(x,u)*.
% 299.74/300.48 72668[0:SpL:566.0,12444.0] || equal(u,symmetric_difference(cross_product(v,w),x))* member(y,union(cross_product(v,w),x)) member(y,complement(restrict(x,v,w)))* -> member(y,u)*.
% 299.74/300.48 72667[0:SpL:565.0,12444.0] || equal(u,symmetric_difference(v,cross_product(w,x)))* member(y,union(v,cross_product(w,x))) member(y,complement(restrict(v,w,x)))* -> member(y,u)*.
% 299.74/300.48 72666[0:SpL:48104.0,12444.0] || equal(u,symmetric_difference(complement(v),power_class(w)))* member(x,union(complement(v),power_class(w)))* member(x,union(v,complement(power_class(w)))) -> member(x,u)*.
% 299.74/300.48 73004[0:Rew:569.0,72848.2] || subclass(u,union(complement(v),complement(w))) member(not_subclass_element(u,symmetric_difference(complement(v),complement(w))),union(v,w))* -> subclass(u,symmetric_difference(complement(v),complement(w))).
% 299.74/300.48 75614[0:Rew:75578.0,67309.0] || -> equal(intersection(union(power_class(u),union(v,complement(power_class(w)))),union(complement(power_class(u)),intersection(complement(v),power_class(w)))),symmetric_difference(power_class(u),union(v,complement(power_class(w)))))**.
% 299.74/300.48 75616[0:Rew:75578.0,67310.0] || -> equal(intersection(union(power_class(u),union(complement(power_class(v)),w)),union(complement(power_class(u)),intersection(power_class(v),complement(w)))),symmetric_difference(power_class(u),union(complement(power_class(v)),w)))**.
% 299.74/300.48 75633[0:Rew:75578.0,67066.0] || -> equal(intersection(union(union(u,complement(power_class(v))),power_class(w)),union(intersection(complement(u),power_class(v)),complement(power_class(w)))),symmetric_difference(union(u,complement(power_class(v))),power_class(w)))**.
% 299.74/300.48 75634[0:Rew:75578.0,67067.0] || -> equal(intersection(union(union(complement(power_class(u)),v),power_class(w)),union(intersection(power_class(u),complement(v)),complement(power_class(w)))),symmetric_difference(union(complement(power_class(u)),v),power_class(w)))**.
% 299.74/300.48 77530[0:SpL:75599.0,6527.0] || member(u,symmetric_difference(complement(symmetric_difference(v,w)),union(union(v,w),complement(intersection(v,w)))))* -> member(u,complement(symmetric_difference(union(v,w),complement(intersection(v,w))))).
% 299.74/300.48 77670[4:Rew:77646.0,77651.1] || -> subclass(u,complement(symmetric_difference(union(v,w),complement(intersection(v,w))))) member(not_subclass_element(u,complement(symmetric_difference(union(v,w),complement(intersection(v,w))))),complement(symmetric_difference(v,w)))*.
% 299.74/300.48 80244[0:Rew:80146.0,80086.1] || member(u,symmetric_difference(complement(symmetric_difference(v,w)),union(union(v,w),complement(intersection(v,w)))))* member(u,symmetric_difference(union(v,w),complement(intersection(v,w)))) -> .
% 299.74/300.48 80150[0:Rew:80146.0,70299.2] || member(u,universal_class) member(v,u) subclass(element_relation,symmetric_difference(union(w,x),complement(intersection(w,x))))* -> member(ordered_pair(v,u),complement(symmetric_difference(w,x)))*.
% 299.74/300.48 83414[4:Res:30965.1,271.0] || member(union(null_class,restrict(u,v,w)),universal_class) -> equal(union(null_class,restrict(u,v,w)),null_class) member(apply(choice,union(null_class,restrict(u,v,w))),u)*.
% 299.74/300.48 83630[4:Res:17597.3,6314.0] || member(u,universal_class) member(range_of(null_class),universal_class) subclass(universal_class,v)* subclass(v,w)* -> member(u,cantor(x)) member(sum_class(apply(x,u)),w)*.
% 299.74/300.48 83629[4:Res:17597.3,6373.0] || member(u,universal_class) member(range_of(null_class),universal_class) subclass(universal_class,v)* subclass(v,w)* -> member(u,cantor(x)) member(power_class(apply(x,u)),w)*.
% 299.74/300.48 85009[0:Res:61.1,9740.3] function(u) || member(ordered_pair(v,image(u,w)),compose(x,y))* member(w,universal_class) subclass(universal_class,complement(image(x,image(y,singleton(v)))))* -> .
% 299.74/300.48 85087[0:Res:61.1,9802.2] || member(ordered_pair(u,apply(choice,v)),compose(w,x)) member(v,universal_class) subclass(v,complement(image(w,image(x,singleton(u)))))* -> equal(v,null_class).
% 299.74/300.48 85678[4:SpR:829.2,71492.1] || member(cross_product(u,v),universal_class) equal(first(apply(choice,cross_product(u,v))),universal_class) -> equal(cross_product(u,v),null_class) member(null_class,apply(choice,cross_product(u,v)))*.
% 299.74/300.48 85855[4:Rew:28759.0,85788.2,28759.0,85788.1,28759.0,85788.0] || member(union(null_class,intersection(u,v)),union(u,v)) -> equal(singleton(union(null_class,intersection(u,v))),null_class) member(union(null_class,intersection(u,v)),symmetric_difference(u,v))*.
% 299.74/300.48 85856[2:Rew:48838.0,85769.1] || -> member(union(image(element_relation,power_class(u)),complement(power_class(v))),intersection(power_class(complement(power_class(u))),power_class(v)))* equal(singleton(union(image(element_relation,power_class(u)),complement(power_class(v)))),null_class).
% 299.74/300.48 85857[2:Rew:48835.0,85768.1] || -> member(union(complement(power_class(u)),image(element_relation,power_class(v))),intersection(power_class(u),power_class(complement(power_class(v)))))* equal(singleton(union(complement(power_class(u)),image(element_relation,power_class(v)))),null_class).
% 299.74/300.48 86401[0:Res:6600.0,9804.1] || member(restrict(intersection(u,v),w,x),universal_class) -> equal(restrict(intersection(u,v),w,x),null_class) member(apply(choice,restrict(intersection(u,v),w,x)),u)*.
% 299.74/300.48 86503[0:Res:6600.0,9805.1] || member(restrict(intersection(u,v),w,x),universal_class) -> equal(restrict(intersection(u,v),w,x),null_class) member(apply(choice,restrict(intersection(u,v),w,x)),v)*.
% 299.74/300.48 87048[9:SpL:48838.0,78076.1] function(intersection(power_class(complement(power_class(u))),power_class(v))) || equal(union(image(element_relation,power_class(u)),complement(power_class(v))),successor(intersection(power_class(complement(power_class(u))),power_class(v))))** -> .
% 299.74/300.48 87047[9:SpL:48835.0,78076.1] function(intersection(power_class(u),power_class(complement(power_class(v))))) || equal(union(complement(power_class(u)),image(element_relation,power_class(v))),successor(intersection(power_class(u),power_class(complement(power_class(v))))))** -> .
% 299.74/300.48 87983[4:Rew:18099.0,87969.1] || member(restrict(element_relation,universal_class,u),universal_class) equal(compose(v,restrict(element_relation,universal_class,u)),sum_class(u)) -> member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),compose_class(v))*.
% 299.74/300.48 87984[4:Rew:18051.0,87968.1] || member(flip(cross_product(u,universal_class)),universal_class) equal(compose(v,flip(cross_product(u,universal_class))),inverse(u)) -> member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),compose_class(v))*.
% 299.74/300.48 88034[9:Res:79114.1,7841.0] function(restrict(u,v,w)) || -> equal(intersection(successor(restrict(u,v,w)),x),null_class) member(regular(intersection(successor(restrict(u,v,w)),x)),cross_product(v,w))*.
% 299.74/300.48 88021[9:Res:79114.1,10201.0] function(complement(compose(element_relation,universal_class))) || member(not_subclass_element(intersection(successor(complement(compose(element_relation,universal_class))),u),v),element_relation)* -> subclass(intersection(successor(complement(compose(element_relation,universal_class))),u),v).
% 299.74/300.48 88089[9:Res:79218.1,7841.0] function(restrict(u,v,w)) || -> equal(intersection(x,successor(restrict(u,v,w))),null_class) member(regular(intersection(x,successor(restrict(u,v,w)))),cross_product(v,w))*.
% 299.74/300.48 88076[9:Res:79218.1,10201.0] function(complement(compose(element_relation,universal_class))) || member(not_subclass_element(intersection(u,successor(complement(compose(element_relation,universal_class)))),v),element_relation)* -> subclass(intersection(u,successor(complement(compose(element_relation,universal_class)))),v).
% 299.74/300.48 93526[4:Res:93362.0,9800.1] || member(union(null_class,intersection(successor(null_class),u)),universal_class) -> equal(union(null_class,intersection(successor(null_class),u)),null_class) equal(apply(choice,union(null_class,intersection(successor(null_class),u))),null_class)**.
% 299.74/300.48 94026[4:Res:93389.0,9800.1] || member(union(null_class,intersection(u,successor(null_class))),universal_class) -> equal(union(null_class,intersection(u,successor(null_class))),null_class) equal(apply(choice,union(null_class,intersection(u,successor(null_class)))),null_class)**.
% 299.74/300.48 94145[4:Res:93356.0,9800.1] || member(intersection(intersection(successor(null_class),u),v),universal_class) -> equal(intersection(intersection(successor(null_class),u),v),null_class) equal(apply(choice,intersection(intersection(successor(null_class),u),v)),null_class)**.
% 299.74/300.48 94328[4:Res:93367.0,9800.1] || member(intersection(u,intersection(v,successor(null_class))),universal_class) -> equal(intersection(u,intersection(v,successor(null_class))),null_class) equal(apply(choice,intersection(u,intersection(v,successor(null_class)))),null_class)**.
% 299.74/300.48 94387[4:Res:93381.0,9800.1] || member(intersection(u,intersection(successor(null_class),v)),universal_class) -> equal(intersection(u,intersection(successor(null_class),v)),null_class) equal(apply(choice,intersection(u,intersection(successor(null_class),v))),null_class)**.
% 299.74/300.48 94449[4:Res:93387.0,9800.1] || member(intersection(intersection(u,successor(null_class)),v),universal_class) -> equal(intersection(intersection(u,successor(null_class)),v),null_class) equal(apply(choice,intersection(intersection(u,successor(null_class)),v)),null_class)**.
% 299.74/300.48 95447[4:Res:95322.0,9804.1] || member(complement(successor(complement(intersection(u,v)))),universal_class) -> equal(complement(successor(complement(intersection(u,v)))),null_class) member(apply(choice,complement(successor(complement(intersection(u,v))))),u)*.
% 299.74/300.48 95446[4:Res:95322.0,9805.1] || member(complement(successor(complement(intersection(u,v)))),universal_class) -> equal(complement(successor(complement(intersection(u,v)))),null_class) member(apply(choice,complement(successor(complement(intersection(u,v))))),v)*.
% 299.74/300.48 95680[4:Res:573.1,17822.2] || member(ordered_pair(u,cantor(u)),symmetric_difference(v,w))* member(u,universal_class) subclass(domain_relation,regular(complement(intersection(v,w)))) -> equal(complement(intersection(v,w)),null_class).
% 299.74/300.48 95746[4:MRR:95687.0,308.0] || member(u,universal_class) subclass(domain_relation,regular(image(element_relation,power_class(v)))) -> member(ordered_pair(u,cantor(u)),power_class(complement(power_class(v))))* equal(image(element_relation,power_class(v)),null_class).
% 299.74/300.48 96254[0:Res:3143.2,48030.0] || subclass(u,intersection(complement(v),power_class(complement(power_class(w))))) member(regular(intersection(x,u)),union(v,image(element_relation,power_class(w))))* -> equal(intersection(x,u),null_class).
% 299.74/300.48 96252[0:Res:3315.2,48030.0] || subclass(u,intersection(complement(v),power_class(complement(power_class(w))))) member(regular(intersection(u,x)),union(v,image(element_relation,power_class(w))))* -> equal(intersection(u,x),null_class).
% 299.74/300.48 96239[4:Res:17399.1,48030.0] || subclass(domain_relation,flip(intersection(complement(u),power_class(complement(power_class(v)))))) member(ordered_pair(ordered_pair(w,x),cantor(ordered_pair(x,w))),union(u,image(element_relation,power_class(v))))* -> .
% 299.74/300.48 96238[4:Res:17398.1,48030.0] || subclass(domain_relation,rotate(intersection(complement(u),power_class(complement(power_class(v)))))) member(ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),x),union(u,image(element_relation,power_class(v))))* -> .
% 299.74/300.48 96573[0:Res:3143.2,48062.0] || subclass(u,intersection(power_class(complement(power_class(v))),complement(w))) member(regular(intersection(x,u)),union(image(element_relation,power_class(v)),w))* -> equal(intersection(x,u),null_class).
% 299.74/300.48 96571[0:Res:3315.2,48062.0] || subclass(u,intersection(power_class(complement(power_class(v))),complement(w))) member(regular(intersection(u,x)),union(image(element_relation,power_class(v)),w))* -> equal(intersection(u,x),null_class).
% 299.74/300.48 96558[4:Res:17399.1,48062.0] || subclass(domain_relation,flip(intersection(power_class(complement(power_class(u))),complement(v)))) member(ordered_pair(ordered_pair(w,x),cantor(ordered_pair(x,w))),union(image(element_relation,power_class(u)),v))* -> .
% 299.74/300.48 96557[4:Res:17398.1,48062.0] || subclass(domain_relation,rotate(intersection(power_class(complement(power_class(u))),complement(v)))) member(ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),x),union(image(element_relation,power_class(u)),v))* -> .
% 299.74/300.48 96697[4:Res:95315.0,7841.0] || -> equal(union(null_class,intersection(union(null_class,restrict(u,v,w)),x)),null_class) member(regular(union(null_class,intersection(union(null_class,restrict(u,v,w)),x))),cross_product(v,w))*.
% 299.74/300.48 96684[4:Res:95315.0,10201.0] || member(not_subclass_element(union(null_class,intersection(union(null_class,complement(compose(element_relation,universal_class))),u)),v),element_relation)* -> subclass(union(null_class,intersection(union(null_class,complement(compose(element_relation,universal_class))),u)),v).
% 299.74/300.48 97029[4:Res:95358.0,7841.0] || -> equal(union(null_class,intersection(u,union(null_class,restrict(v,w,x)))),null_class) member(regular(union(null_class,intersection(u,union(null_class,restrict(v,w,x))))),cross_product(w,x))*.
% 299.74/300.48 97016[4:Res:95358.0,10201.0] || member(not_subclass_element(union(null_class,intersection(u,union(null_class,complement(compose(element_relation,universal_class))))),v),element_relation)* -> subclass(union(null_class,intersection(u,union(null_class,complement(compose(element_relation,universal_class))))),v).
% 299.74/300.48 97256[0:SpL:48870.0,6535.0] || member(u,symmetric_difference(complement(v),union(complement(power_class(w)),intersection(complement(x),power_class(y)))))* -> member(u,union(v,intersection(power_class(w),union(x,complement(power_class(y)))))).
% 299.74/300.48 97240[0:SpL:48870.0,6535.0] || member(u,symmetric_difference(union(complement(power_class(v)),intersection(complement(w),power_class(x))),complement(y)))* -> member(u,union(intersection(power_class(v),union(w,complement(power_class(x)))),y)).
% 299.74/300.48 97239[0:SpL:48870.0,3480.0] || subclass(u,union(complement(power_class(v)),intersection(complement(w),power_class(x))))* member(regular(u),intersection(power_class(v),union(w,complement(power_class(x))))) -> equal(u,null_class).
% 299.74/300.48 97958[0:SpL:48871.0,6535.0] || member(u,symmetric_difference(complement(v),union(intersection(complement(w),power_class(x)),complement(power_class(y)))))* -> member(u,union(v,intersection(union(w,complement(power_class(x))),power_class(y)))).
% 299.74/300.48 97942[0:SpL:48871.0,6535.0] || member(u,symmetric_difference(union(intersection(complement(v),power_class(w)),complement(power_class(x))),complement(y)))* -> member(u,union(intersection(union(v,complement(power_class(w))),power_class(x)),y)).
% 299.74/300.48 97941[0:SpL:48871.0,3480.0] || subclass(u,union(intersection(complement(v),power_class(w)),complement(power_class(x))))* member(regular(u),intersection(union(v,complement(power_class(w))),power_class(x))) -> equal(u,null_class).
% 299.74/300.48 98649[0:SpL:48872.0,6535.0] || member(u,symmetric_difference(complement(v),union(intersection(power_class(w),complement(x)),complement(power_class(y)))))* -> member(u,union(v,intersection(union(complement(power_class(w)),x),power_class(y)))).
% 299.74/300.48 98633[0:SpL:48872.0,6535.0] || member(u,symmetric_difference(union(intersection(power_class(v),complement(w)),complement(power_class(x))),complement(y)))* -> member(u,union(intersection(union(complement(power_class(v)),w),power_class(x)),y)).
% 299.74/300.48 98632[0:SpL:48872.0,3480.0] || subclass(u,union(intersection(power_class(v),complement(w)),complement(power_class(x))))* member(regular(u),intersection(union(complement(power_class(v)),w),power_class(x))) -> equal(u,null_class).
% 299.74/300.48 98868[4:Res:95309.0,7841.0] || -> equal(intersection(intersection(union(null_class,restrict(u,v,w)),x),y),null_class) member(regular(intersection(intersection(union(null_class,restrict(u,v,w)),x),y)),cross_product(v,w))*.
% 299.74/300.48 98855[4:Res:95309.0,10201.0] || member(not_subclass_element(intersection(intersection(union(null_class,complement(compose(element_relation,universal_class))),u),v),w),element_relation)* -> subclass(intersection(intersection(union(null_class,complement(compose(element_relation,universal_class))),u),v),w).
% 299.74/300.48 99000[4:Res:95320.0,7841.0] || -> equal(intersection(u,intersection(v,union(null_class,restrict(w,x,y)))),null_class) member(regular(intersection(u,intersection(v,union(null_class,restrict(w,x,y))))),cross_product(x,y))*.
% 299.74/300.48 98987[4:Res:95320.0,10201.0] || member(not_subclass_element(intersection(u,intersection(v,union(null_class,complement(compose(element_relation,universal_class))))),w),element_relation)* -> subclass(intersection(u,intersection(v,union(null_class,complement(compose(element_relation,universal_class))))),w).
% 299.74/300.48 99126[4:Res:95350.0,7841.0] || -> equal(intersection(u,intersection(union(null_class,restrict(v,w,x)),y)),null_class) member(regular(intersection(u,intersection(union(null_class,restrict(v,w,x)),y))),cross_product(w,x))*.
% 299.74/300.48 99113[4:Res:95350.0,10201.0] || member(not_subclass_element(intersection(u,intersection(union(null_class,complement(compose(element_relation,universal_class))),v)),w),element_relation)* -> subclass(intersection(u,intersection(union(null_class,complement(compose(element_relation,universal_class))),v)),w).
% 299.74/300.48 99368[0:SpL:48874.0,6535.0] || member(u,symmetric_difference(complement(v),union(complement(power_class(w)),intersection(power_class(x),complement(y)))))* -> member(u,union(v,intersection(power_class(w),union(complement(power_class(x)),y)))).
% 299.74/300.48 99352[0:SpL:48874.0,6535.0] || member(u,symmetric_difference(union(complement(power_class(v)),intersection(power_class(w),complement(x))),complement(y)))* -> member(u,union(intersection(power_class(v),union(complement(power_class(w)),x)),y)).
% 299.74/300.48 99351[0:SpL:48874.0,3480.0] || subclass(u,union(complement(power_class(v)),intersection(power_class(w),complement(x))))* member(regular(u),intersection(power_class(v),union(complement(power_class(w)),x))) -> equal(u,null_class).
% 299.74/300.48 99553[4:Res:95356.0,7841.0] || -> equal(intersection(intersection(u,union(null_class,restrict(v,w,x))),y),null_class) member(regular(intersection(intersection(u,union(null_class,restrict(v,w,x))),y)),cross_product(w,x))*.
% 299.74/300.48 99540[4:Res:95356.0,10201.0] || member(not_subclass_element(intersection(intersection(u,union(null_class,complement(compose(element_relation,universal_class)))),v),w),element_relation)* -> subclass(intersection(intersection(u,union(null_class,complement(compose(element_relation,universal_class)))),v),w).
% 299.74/300.48 100000[4:Res:92198.1,3486.0] || subclass(u,cross_product(v,w))* -> equal(union(u,null_class),null_class) equal(ordered_pair(first(regular(union(u,null_class))),second(regular(union(u,null_class)))),regular(union(u,null_class)))**.
% 299.74/300.48 99989[4:Res:92197.1,3486.0] || subclass(u,cross_product(v,w))* -> equal(union(null_class,u),null_class) equal(ordered_pair(first(regular(union(null_class,u))),second(regular(union(null_class,u)))),regular(union(null_class,u)))**.
% 299.74/300.48 100460[4:Res:3143.2,17679.1] || subclass(u,cross_product(singleton(v),universal_class))* member(v,universal_class) member(regular(intersection(w,u)),x)* -> equal(intersection(w,u),null_class) member(v,cantor(x))*.
% 299.74/300.48 100458[4:Res:3315.2,17679.1] || subclass(u,cross_product(singleton(v),universal_class))* member(v,universal_class) member(regular(intersection(u,w)),x)* -> equal(intersection(u,w),null_class) member(v,cantor(x))*.
% 299.74/300.48 100444[4:Res:17399.1,17679.1] || subclass(domain_relation,flip(cross_product(singleton(u),universal_class)))* member(u,universal_class) member(ordered_pair(ordered_pair(v,w),cantor(ordered_pair(w,v))),x)* -> member(u,cantor(x))*.
% 299.74/300.48 100409[4:Res:30453.0,17679.1] || member(u,universal_class) member(not_subclass_element(union(null_class,cross_product(singleton(u),universal_class)),v),w)* -> subclass(union(null_class,cross_product(singleton(u),universal_class)),v) member(u,cantor(w)).
% 299.74/300.48 102372[0:Rew:102293.0,91978.1] || member(u,symmetric_difference(complement(v),union(w,intersection(complement(x),union(y,z)))))* -> member(u,union(v,intersection(complement(w),union(x,complement(union(y,z)))))).
% 299.74/300.48 102453[0:Rew:102293.0,35972.0] || -> equal(union(symmetric_difference(complement(u),complement(v)),complement(union(union(u,v),union(complement(u),complement(v))))),complement(symmetric_difference(union(u,v),union(complement(u),complement(v)))))**.
% 299.74/300.48 102498[0:Rew:102293.0,85531.0] || subclass(u,intersection(complement(v),union(w,complement(union(x,y)))))* member(regular(u),union(v,intersection(complement(w),union(x,y)))) -> equal(u,null_class).
% 299.74/300.48 102500[0:Rew:102293.0,91462.1] || member(u,symmetric_difference(union(v,intersection(complement(w),union(x,y))),complement(z)))* -> member(u,union(intersection(complement(v),union(w,complement(union(x,y)))),z)).
% 299.74/300.48 102504[0:Rew:102293.0,89305.1] || member(u,universal_class) -> member(u,intersection(power_class(v),union(w,complement(union(x,y))))) member(u,union(complement(power_class(v)),intersection(complement(w),union(x,y))))*.
% 299.74/300.48 102507[0:Rew:102293.0,92002.1] || member(u,symmetric_difference(complement(v),union(intersection(complement(w),union(x,y)),z)))* -> member(u,union(v,intersection(union(w,complement(union(x,y))),complement(z)))).
% 299.74/300.48 102516[0:Rew:102293.0,101029.2] function(u) || member(v,universal_class) subclass(universal_class,union(w,complement(union(x,y)))) member(image(u,v),intersection(complement(w),union(x,y)))* -> .
% 299.74/300.48 102524[0:Rew:102293.0,91981.1] || member(u,symmetric_difference(complement(v),union(w,intersection(union(x,y),complement(z)))))* -> member(u,union(v,intersection(complement(w),union(complement(union(x,y)),z)))).
% 299.74/300.48 102551[0:Rew:102293.0,85553.0] || subclass(u,intersection(union(v,complement(union(w,x))),complement(y)))* member(regular(u),union(intersection(complement(v),union(w,x)),y)) -> equal(u,null_class).
% 299.74/300.48 102553[0:Rew:102293.0,91486.1] || member(u,symmetric_difference(union(intersection(complement(v),union(w,x)),y),complement(z)))* -> member(u,union(intersection(union(v,complement(union(w,x))),complement(y)),z)).
% 299.74/300.48 102559[0:Rew:102293.0,100999.1] || member(u,universal_class) subclass(u,union(v,complement(union(w,x)))) member(apply(choice,u),intersection(complement(v),union(w,x)))* -> equal(u,null_class).
% 299.74/300.48 102560[0:Rew:102293.0,101035.0] || subclass(u,union(v,complement(union(w,x)))) member(not_subclass_element(intersection(y,u),z),intersection(complement(v),union(w,x)))* -> subclass(intersection(y,u),z).
% 299.74/300.48 102561[0:Rew:102293.0,101037.0] || subclass(u,union(v,complement(union(w,x)))) member(not_subclass_element(intersection(u,y),z),intersection(complement(v),union(w,x)))* -> subclass(intersection(u,y),z).
% 299.74/300.48 102585[0:Rew:102293.0,88897.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(union(w,x))),power_class(y))) member(u,union(intersection(complement(v),union(w,x)),complement(power_class(y))))*.
% 299.74/300.48 102602[0:Rew:102293.0,101009.1] || member(inverse(u),universal_class) subclass(domain_relation,union(v,complement(union(w,x)))) member(ordered_pair(inverse(u),range_of(u)),intersection(complement(v),union(w,x)))* -> .
% 299.74/300.48 102640[0:Rew:102293.0,85534.0] || subclass(u,intersection(complement(v),union(complement(union(w,x)),y)))* member(regular(u),union(v,intersection(union(w,x),complement(y)))) -> equal(u,null_class).
% 299.74/300.48 102642[0:Rew:102293.0,91465.1] || member(u,symmetric_difference(union(v,intersection(union(w,x),complement(y))),complement(z)))* -> member(u,union(intersection(complement(v),union(complement(union(w,x)),y)),z)).
% 299.74/300.48 102646[0:Rew:102293.0,89308.1] || member(u,universal_class) -> member(u,intersection(power_class(v),union(complement(union(w,x)),y))) member(u,union(complement(power_class(v)),intersection(union(w,x),complement(y))))*.
% 299.74/300.48 102655[0:Rew:102293.0,92005.1] || member(u,symmetric_difference(complement(v),union(intersection(union(w,x),complement(y)),z)))* -> member(u,union(v,intersection(union(complement(union(w,x)),y),complement(z)))).
% 299.74/300.48 102658[0:Rew:102293.0,101740.2] function(u) || member(v,universal_class) subclass(universal_class,union(complement(union(w,x)),y)) member(image(u,v),intersection(union(w,x),complement(y)))* -> .
% 299.74/300.48 102930[0:Rew:102293.0,52899.0] || member(regular(union(u,image(element_relation,union(v,w)))),intersection(complement(u),power_class(complement(union(v,w)))))* -> equal(union(u,image(element_relation,union(v,w))),null_class).
% 299.74/300.48 102955[0:Rew:102293.0,75609.0] || -> equal(intersection(union(power_class(u),power_class(complement(union(v,w)))),union(complement(power_class(u)),image(element_relation,union(v,w)))),symmetric_difference(power_class(u),power_class(complement(union(v,w)))))**.
% 299.74/300.48 102987[0:Rew:102293.0,85556.0] || subclass(u,intersection(union(complement(union(v,w)),x),complement(y)))* member(regular(u),union(intersection(union(v,w),complement(x)),y)) -> equal(u,null_class).
% 299.74/300.48 102989[0:Rew:102293.0,91489.1] || member(u,symmetric_difference(union(intersection(union(v,w),complement(x)),y),complement(z)))* -> member(u,union(intersection(union(complement(union(v,w)),x),complement(y)),z)).
% 299.74/300.48 102995[0:Rew:102293.0,101710.1] || member(u,universal_class) subclass(u,union(complement(union(v,w)),x)) member(apply(choice,u),intersection(union(v,w),complement(x)))* -> equal(u,null_class).
% 299.74/300.48 102996[0:Rew:102293.0,101746.0] || subclass(u,union(complement(union(v,w)),x)) member(not_subclass_element(intersection(y,u),z),intersection(union(v,w),complement(x)))* -> subclass(intersection(y,u),z).
% 299.74/300.48 102997[0:Rew:102293.0,101748.0] || subclass(u,union(complement(union(v,w)),x)) member(not_subclass_element(intersection(u,y),z),intersection(union(v,w),complement(x)))* -> subclass(intersection(u,y),z).
% 299.74/300.48 103021[0:Rew:102293.0,88900.1] || member(u,universal_class) -> member(u,intersection(union(complement(union(v,w)),x),power_class(y))) member(u,union(intersection(union(v,w),complement(x)),complement(power_class(y))))*.
% 299.74/300.48 103038[0:Rew:102293.0,101720.1] || member(inverse(u),universal_class) subclass(domain_relation,union(complement(union(v,w)),x)) member(ordered_pair(inverse(u),range_of(u)),intersection(union(v,w),complement(x)))* -> .
% 299.74/300.48 103294[0:Rew:102293.0,52914.0] || member(regular(union(image(element_relation,union(u,v)),w)),intersection(power_class(complement(union(u,v))),complement(w)))* -> equal(union(image(element_relation,union(u,v)),w),null_class).
% 299.74/300.48 104535[0:Rew:75578.0,103342.0] || -> equal(intersection(union(power_class(complement(union(u,v))),power_class(w)),union(image(element_relation,union(u,v)),complement(power_class(w)))),symmetric_difference(power_class(complement(union(u,v))),power_class(w)))**.
% 299.74/300.48 103363[0:Rew:102293.0,52106.0] || -> equal(intersection(successor(complement(union(u,v))),union(union(u,v),complement(singleton(complement(union(u,v)))))),symmetric_difference(union(u,v),complement(singleton(complement(union(u,v))))))**.
% 299.74/300.48 104556[0:Rew:102293.0,102576.1] || member(regular(intersection(u,union(v,complement(union(w,x))))),intersection(complement(v),union(w,x)))* -> equal(intersection(u,union(v,complement(union(w,x)))),null_class).
% 299.74/300.48 104557[0:Rew:102293.0,102696.1] || member(regular(intersection(u,symmetric_difference(v,complement(union(w,x))))),intersection(complement(v),union(w,x)))* -> equal(intersection(u,symmetric_difference(v,complement(union(w,x)))),null_class).
% 299.74/300.48 104558[0:Rew:102293.0,102851.1] || member(regular(intersection(union(u,complement(union(v,w))),x)),intersection(complement(u),union(v,w)))* -> equal(intersection(union(u,complement(union(v,w))),x),null_class).
% 299.74/300.48 104560[0:Rew:102293.0,102905.1] || -> equal(symmetric_difference(complement(u),power_class(complement(union(v,w)))),null_class) member(regular(symmetric_difference(complement(u),power_class(complement(union(v,w))))),union(u,image(element_relation,union(v,w))))*.
% 299.74/300.48 104561[0:Rew:102293.0,103012.1] || member(regular(intersection(u,union(complement(union(v,w)),x))),intersection(union(v,w),complement(x)))* -> equal(intersection(u,union(complement(union(v,w)),x)),null_class).
% 299.74/300.48 104564[0:Rew:102293.0,103111.1] || member(regular(intersection(symmetric_difference(u,complement(union(v,w))),x)),intersection(complement(u),union(v,w)))* -> equal(intersection(symmetric_difference(u,complement(union(v,w))),x),null_class).
% 299.74/300.48 104565[0:Rew:102293.0,103127.1] || member(regular(intersection(u,symmetric_difference(complement(union(v,w)),x))),intersection(union(v,w),complement(x)))* -> equal(intersection(u,symmetric_difference(complement(union(v,w)),x)),null_class).
% 299.74/300.48 104566[0:Rew:102293.0,103190.1] || member(regular(intersection(union(complement(union(u,v)),w),x)),intersection(union(u,v),complement(w)))* -> equal(intersection(union(complement(union(u,v)),w),x),null_class).
% 299.74/300.48 104568[0:Rew:102293.0,103278.1] || -> equal(symmetric_difference(power_class(complement(union(u,v))),complement(w)),null_class) member(regular(symmetric_difference(power_class(complement(union(u,v))),complement(w))),union(image(element_relation,union(u,v)),w))*.
% 299.74/300.48 104569[0:Rew:102293.0,103339.1] || member(not_subclass_element(restrict(power_class(complement(union(u,v))),w,x),y),image(element_relation,union(u,v)))* -> subclass(restrict(power_class(complement(union(u,v))),w,x),y).
% 299.74/300.48 104572[0:Rew:102293.0,103476.1] || member(regular(intersection(symmetric_difference(complement(union(u,v)),w),x)),intersection(union(u,v),complement(w)))* -> equal(intersection(symmetric_difference(complement(union(u,v)),w),x),null_class).
% 299.74/300.48 104573[0:Rew:102293.0,103480.2] inductive(intersection(complement(u),complement(v))) || member(regular(image(successor_relation,complement(union(u,v)))),union(u,v))* -> equal(image(successor_relation,complement(union(u,v))),null_class).
% 299.74/300.48 107333[4:Res:106506.0,9800.1] || member(regular(union(null_class,complement(singleton(u)))),universal_class) -> equal(regular(union(null_class,complement(singleton(u)))),null_class) equal(apply(choice,regular(union(null_class,complement(singleton(u))))),u)**.
% 299.74/300.48 108277[0:SpR:103948.0,75585.0] || -> equal(intersection(union(power_class(u),union(v,complement(successor(w)))),union(complement(power_class(u)),intersection(complement(v),successor(w)))),symmetric_difference(power_class(u),union(v,complement(successor(w)))))**.
% 299.74/300.48 108467[0:Rew:75578.0,108253.0] || -> equal(intersection(union(union(u,complement(successor(v))),power_class(w)),union(intersection(complement(u),successor(v)),complement(power_class(w)))),symmetric_difference(union(u,complement(successor(v))),power_class(w)))**.
% 299.74/300.48 108468[0:Rew:103948.0,108269.0] || -> equal(symmetric_difference(complement(u),union(v,complement(successor(w)))),null_class) member(regular(symmetric_difference(complement(u),union(v,complement(successor(w))))),union(u,intersection(complement(v),successor(w))))*.
% 299.74/300.48 108469[0:Rew:103948.0,108221.0] || -> equal(symmetric_difference(union(u,complement(successor(v))),complement(w)),null_class) member(regular(symmetric_difference(union(u,complement(successor(v))),complement(w))),union(intersection(complement(u),successor(v)),w))*.
% 299.74/300.48 109433[9:SpR:48838.0,107477.1] function(intersection(power_class(complement(power_class(u))),power_class(v))) || -> subclass(regular(successor(intersection(power_class(complement(power_class(u))),power_class(v)))),union(image(element_relation,power_class(u)),complement(power_class(v))))*.
% 299.74/300.48 109432[9:SpR:48835.0,107477.1] function(intersection(power_class(u),power_class(complement(power_class(v))))) || -> subclass(regular(successor(intersection(power_class(u),power_class(complement(power_class(v)))))),union(complement(power_class(u)),image(element_relation,power_class(v))))*.
% 299.74/300.48 110747[0:Res:285.1,102304.0] || member(not_subclass_element(restrict(image(element_relation,union(u,v)),w,x),y),power_class(complement(union(u,v))))* -> subclass(restrict(image(element_relation,union(u,v)),w,x),y).
% 299.74/300.48 112910[0:Res:12468.3,102295.0] || member(u,universal_class) member(v,u) subclass(element_relation,symmetric_difference(complement(w),union(x,y))) -> member(ordered_pair(v,u),union(w,complement(union(x,y))))*.
% 299.74/300.48 112879[0:Res:186.1,102295.0] || -> subclass(intersection(u,symmetric_difference(complement(v),union(w,x))),y) member(not_subclass_element(intersection(u,symmetric_difference(complement(v),union(w,x))),y),union(v,complement(union(w,x))))*.
% 299.74/300.48 112857[0:Res:194.1,102295.0] || -> subclass(intersection(symmetric_difference(complement(u),union(v,w)),x),y) member(not_subclass_element(intersection(symmetric_difference(complement(u),union(v,w)),x),y),union(u,complement(union(v,w))))*.
% 299.74/300.48 112856[4:Res:30453.0,102295.0] || -> subclass(union(null_class,symmetric_difference(complement(u),union(v,w))),x) member(not_subclass_element(union(null_class,symmetric_difference(complement(u),union(v,w))),x),union(u,complement(union(v,w))))*.
% 299.74/300.48 113341[0:Res:12468.3,102309.0] || member(u,universal_class) member(v,u) subclass(element_relation,symmetric_difference(union(w,x),complement(y))) -> member(ordered_pair(v,u),union(complement(union(w,x)),y))*.
% 299.74/300.48 113310[0:Res:186.1,102309.0] || -> subclass(intersection(u,symmetric_difference(union(v,w),complement(x))),y) member(not_subclass_element(intersection(u,symmetric_difference(union(v,w),complement(x))),y),union(complement(union(v,w)),x))*.
% 299.74/300.48 113288[0:Res:194.1,102309.0] || -> subclass(intersection(symmetric_difference(union(u,v),complement(w)),x),y) member(not_subclass_element(intersection(symmetric_difference(union(u,v),complement(w)),x),y),union(complement(union(u,v)),w))*.
% 299.74/300.48 113287[4:Res:30453.0,102309.0] || -> subclass(union(null_class,symmetric_difference(union(u,v),complement(w))),x) member(not_subclass_element(union(null_class,symmetric_difference(union(u,v),complement(w))),x),union(complement(union(u,v)),w))*.
% 299.74/300.48 114211[0:Res:7755.2,102294.0] || subclass(u,intersection(complement(v),union(w,x))) member(not_subclass_element(intersection(u,y),z),union(v,complement(union(w,x))))* -> subclass(intersection(u,y),z).
% 299.74/300.48 114209[0:Res:6563.2,102294.0] || subclass(u,intersection(complement(v),union(w,x))) member(not_subclass_element(intersection(y,u),z),union(v,complement(union(w,x))))* -> subclass(intersection(y,u),z).
% 299.74/300.48 114204[0:Res:530.3,102294.0] function(u) || member(v,universal_class) subclass(universal_class,intersection(complement(w),union(x,y))) member(image(u,v),union(w,complement(union(x,y))))* -> .
% 299.74/300.48 114192[0:Res:5957.2,102294.0] || member(inverse(u),universal_class) subclass(domain_relation,intersection(complement(v),union(w,x))) member(ordered_pair(inverse(u),range_of(u)),union(v,complement(union(w,x))))* -> .
% 299.74/300.48 114182[0:Res:494.3,102294.0] || member(u,universal_class) subclass(u,intersection(complement(v),union(w,x))) member(apply(choice,u),union(v,complement(union(w,x))))* -> equal(u,null_class).
% 299.74/300.48 114178[0:Res:184.1,102294.0] || member(regular(intersection(u,intersection(complement(v),union(w,x)))),union(v,complement(union(w,x))))* -> equal(intersection(u,intersection(complement(v),union(w,x))),null_class).
% 299.74/300.48 114146[0:Res:192.1,102294.0] || member(regular(intersection(intersection(complement(u),union(v,w)),x)),union(u,complement(union(v,w))))* -> equal(intersection(intersection(complement(u),union(v,w)),x),null_class).
% 299.74/300.48 114116[0:SpL:102302.0,102294.0] || member(u,intersection(union(v,complement(union(w,x))),union(y,z))) member(u,union(intersection(complement(v),union(w,x)),complement(union(y,z))))* -> .
% 299.74/300.48 114109[0:SpL:102312.0,102294.0] || member(u,intersection(union(complement(union(v,w)),x),union(y,z))) member(u,union(intersection(union(v,w),complement(x)),complement(union(y,z))))* -> .
% 299.74/300.48 115183[0:Res:7755.2,102308.0] || subclass(u,intersection(union(v,w),complement(x))) member(not_subclass_element(intersection(u,y),z),union(complement(union(v,w)),x))* -> subclass(intersection(u,y),z).
% 299.74/300.48 115181[0:Res:6563.2,102308.0] || subclass(u,intersection(union(v,w),complement(x))) member(not_subclass_element(intersection(y,u),z),union(complement(union(v,w)),x))* -> subclass(intersection(y,u),z).
% 299.74/300.48 115176[0:Res:530.3,102308.0] function(u) || member(v,universal_class) subclass(universal_class,intersection(union(w,x),complement(y))) member(image(u,v),union(complement(union(w,x)),y))* -> .
% 299.74/300.48 115164[0:Res:5957.2,102308.0] || member(inverse(u),universal_class) subclass(domain_relation,intersection(union(v,w),complement(x))) member(ordered_pair(inverse(u),range_of(u)),union(complement(union(v,w)),x))* -> .
% 299.74/300.48 115154[0:Res:494.3,102308.0] || member(u,universal_class) subclass(u,intersection(union(v,w),complement(x))) member(apply(choice,u),union(complement(union(v,w)),x))* -> equal(u,null_class).
% 299.74/300.48 115150[0:Res:184.1,102308.0] || member(regular(intersection(u,intersection(union(v,w),complement(x)))),union(complement(union(v,w)),x))* -> equal(intersection(u,intersection(union(v,w),complement(x))),null_class).
% 299.74/300.48 115118[0:Res:192.1,102308.0] || member(regular(intersection(intersection(union(u,v),complement(w)),x)),union(complement(union(u,v)),w))* -> equal(intersection(intersection(union(u,v),complement(w)),x),null_class).
% 299.74/300.48 115048[0:SpL:102302.0,102308.0] || member(u,intersection(union(v,w),union(x,complement(union(y,z))))) member(u,union(complement(union(v,w)),intersection(complement(x),union(y,z))))* -> .
% 299.74/300.48 115041[0:SpL:102312.0,102308.0] || member(u,intersection(union(v,w),union(complement(union(x,y)),z))) member(u,union(complement(union(v,w)),intersection(union(x,y),complement(z))))* -> .
% 299.74/300.48 116646[0:SpR:102469.0,7893.2] || subclass(u,symmetric_difference(restrict(v,w,x),complement(union(cross_product(w,x),v))))* -> subclass(u,y) member(not_subclass_element(u,y),complement(symmetric_difference(cross_product(w,x),v)))*.
% 299.74/300.48 116645[0:SpR:102469.0,6382.2] || member(u,universal_class) subclass(universal_class,symmetric_difference(restrict(v,w,x),complement(union(cross_product(w,x),v))))* -> member(power_class(u),complement(symmetric_difference(cross_product(w,x),v)))*.
% 299.74/300.48 116644[0:SpR:102469.0,6323.2] || member(u,universal_class) subclass(universal_class,symmetric_difference(restrict(v,w,x),complement(union(cross_product(w,x),v))))* -> member(sum_class(u),complement(symmetric_difference(cross_product(w,x),v)))*.
% 299.74/300.48 117508[0:SpR:102489.0,7893.2] || subclass(u,symmetric_difference(restrict(v,w,x),complement(union(v,cross_product(w,x)))))* -> subclass(u,y) member(not_subclass_element(u,y),complement(symmetric_difference(v,cross_product(w,x))))*.
% 299.74/300.48 117507[0:SpR:102489.0,6382.2] || member(u,universal_class) subclass(universal_class,symmetric_difference(restrict(v,w,x),complement(union(v,cross_product(w,x)))))* -> member(power_class(u),complement(symmetric_difference(v,cross_product(w,x))))*.
% 299.74/300.48 117506[0:SpR:102489.0,6323.2] || member(u,universal_class) subclass(universal_class,symmetric_difference(restrict(v,w,x),complement(union(v,cross_product(w,x)))))* -> member(sum_class(u),complement(symmetric_difference(v,cross_product(w,x))))*.
% 299.74/300.48 118897[0:SpL:102945.0,6535.0] || member(u,symmetric_difference(complement(v),union(complement(power_class(w)),image(element_relation,union(x,y)))))* -> member(u,union(v,intersection(power_class(w),power_class(complement(union(x,y)))))).
% 299.74/300.48 118882[0:SpL:102945.0,6535.0] || member(u,symmetric_difference(union(complement(power_class(v)),image(element_relation,union(w,x))),complement(y)))* -> member(u,union(intersection(power_class(v),power_class(complement(union(w,x)))),y)).
% 299.74/300.48 118881[0:SpL:102945.0,3480.0] || subclass(u,union(complement(power_class(v)),image(element_relation,union(w,x))))* member(regular(u),intersection(power_class(v),power_class(complement(union(w,x))))) -> equal(u,null_class).
% 299.74/300.48 122014[4:Res:92199.1,3486.0] || subclass(u,cross_product(v,w))* -> equal(union(u,u),null_class) equal(ordered_pair(first(regular(union(u,u))),second(regular(union(u,u)))),regular(union(u,u)))**.
% 299.74/300.48 122366[0:SpR:92837.1,77631.0] || subclass(complement(symmetric_difference(u,v)),union(union(u,v),complement(intersection(u,v))))* -> equal(symmetric_difference(union(u,v),complement(intersection(u,v))),complement(symmetric_difference(u,v))).
% 299.74/300.48 123224[0:SpL:103074.0,6535.0] || member(u,symmetric_difference(complement(v),union(image(element_relation,power_class(w)),complement(union(x,y)))))* -> member(u,union(v,intersection(power_class(complement(power_class(w))),union(x,y)))).
% 299.74/300.48 123209[0:SpL:103074.0,6535.0] || member(u,symmetric_difference(union(image(element_relation,power_class(v)),complement(union(w,x))),complement(y)))* -> member(u,union(intersection(power_class(complement(power_class(v))),union(w,x)),y)).
% 299.74/300.48 123208[0:SpL:103074.0,3480.0] || subclass(u,union(image(element_relation,power_class(v)),complement(union(w,x))))* member(regular(u),intersection(power_class(complement(power_class(v))),union(w,x))) -> equal(u,null_class).
% 299.74/300.48 123770[0:SpL:103320.0,6535.0] || member(u,symmetric_difference(complement(v),union(image(element_relation,union(w,x)),complement(power_class(y)))))* -> member(u,union(v,intersection(power_class(complement(union(w,x))),power_class(y)))).
% 299.74/300.48 123755[0:SpL:103320.0,6535.0] || member(u,symmetric_difference(union(image(element_relation,union(v,w)),complement(power_class(x))),complement(y)))* -> member(u,union(intersection(power_class(complement(union(v,w))),power_class(x)),y)).
% 299.74/300.48 123754[0:SpL:103320.0,3480.0] || subclass(u,union(image(element_relation,union(v,w)),complement(power_class(x))))* member(regular(u),intersection(power_class(complement(union(v,w))),power_class(x))) -> equal(u,null_class).
% 299.74/300.48 124324[4:Res:123484.0,7841.0] || -> equal(regular(union(null_class,complement(intersection(restrict(u,v,w),x)))),null_class) member(regular(regular(union(null_class,complement(intersection(restrict(u,v,w),x))))),cross_product(v,w))*.
% 299.74/300.48 124311[4:Res:123484.0,10201.0] || member(not_subclass_element(regular(union(null_class,complement(intersection(complement(compose(element_relation,universal_class)),u)))),v),element_relation)* -> subclass(regular(union(null_class,complement(intersection(complement(compose(element_relation,universal_class)),u)))),v).
% 299.74/300.48 124504[4:Res:124223.0,7841.0] || -> equal(regular(union(null_class,complement(intersection(u,restrict(v,w,x))))),null_class) member(regular(regular(union(null_class,complement(intersection(u,restrict(v,w,x)))))),cross_product(w,x))*.
% 299.74/300.48 124491[4:Res:124223.0,10201.0] || member(not_subclass_element(regular(union(null_class,complement(intersection(u,complement(compose(element_relation,universal_class)))))),v),element_relation)* -> subclass(regular(union(null_class,complement(intersection(u,complement(compose(element_relation,universal_class)))))),v).
% 299.74/300.48 124785[0:SpL:103450.0,6535.0] || member(u,symmetric_difference(complement(v),union(complement(union(w,x)),image(element_relation,power_class(y)))))* -> member(u,union(v,intersection(union(w,x),power_class(complement(power_class(y)))))).
% 299.74/300.48 124770[0:SpL:103450.0,6535.0] || member(u,symmetric_difference(union(complement(union(v,w)),image(element_relation,power_class(x))),complement(y)))* -> member(u,union(intersection(union(v,w),power_class(complement(power_class(x)))),y)).
% 299.74/300.48 124769[0:SpL:103450.0,3480.0] || subclass(u,union(complement(union(v,w)),image(element_relation,power_class(x))))* member(regular(u),intersection(union(v,w),power_class(complement(power_class(x))))) -> equal(u,null_class).
% 299.74/300.48 125374[4:Res:125303.0,9800.1] || member(regular(union(u,complement(successor(null_class)))),universal_class) -> equal(regular(union(u,complement(successor(null_class)))),null_class) equal(apply(choice,regular(union(u,complement(successor(null_class))))),null_class)**.
% 299.74/300.48 125558[4:Res:125349.0,9800.1] || member(regular(union(complement(successor(null_class)),u)),universal_class) -> equal(regular(union(complement(successor(null_class)),u)),null_class) equal(apply(choice,regular(union(complement(successor(null_class)),u))),null_class)**.
% 299.74/300.48 126155[4:Res:123479.0,7841.0] || -> equal(union(null_class,intersection(intersection(restrict(u,v,w),x),y)),null_class) member(regular(union(null_class,intersection(intersection(restrict(u,v,w),x),y))),cross_product(v,w))*.
% 299.74/300.48 126141[4:Res:123479.0,10201.0] || member(not_subclass_element(union(null_class,intersection(intersection(complement(compose(element_relation,universal_class)),u),v)),w),element_relation)* -> subclass(union(null_class,intersection(intersection(complement(compose(element_relation,universal_class)),u),v)),w).
% 299.74/300.48 126330[4:Res:123491.0,7841.0] || -> equal(intersection(union(null_class,intersection(restrict(u,v,w),x)),y),null_class) member(regular(intersection(union(null_class,intersection(restrict(u,v,w),x)),y)),cross_product(v,w))*.
% 299.74/300.48 126316[4:Res:123491.0,10201.0] || member(not_subclass_element(intersection(union(null_class,intersection(complement(compose(element_relation,universal_class)),u)),v),w),element_relation)* -> subclass(intersection(union(null_class,intersection(complement(compose(element_relation,universal_class)),u)),v),w).
% 299.74/300.48 126497[4:Res:123520.0,7841.0] || -> equal(intersection(u,union(null_class,intersection(restrict(v,w,x),y))),null_class) member(regular(intersection(u,union(null_class,intersection(restrict(v,w,x),y)))),cross_product(w,x))*.
% 299.74/300.48 126483[4:Res:123520.0,10201.0] || member(not_subclass_element(intersection(u,union(null_class,intersection(complement(compose(element_relation,universal_class)),v))),w),element_relation)* -> subclass(intersection(u,union(null_class,intersection(complement(compose(element_relation,universal_class)),v))),w).
% 299.74/300.48 126661[4:Res:123529.0,7841.0] || -> equal(union(null_class,intersection(u,intersection(restrict(v,w,x),y))),null_class) member(regular(union(null_class,intersection(u,intersection(restrict(v,w,x),y)))),cross_product(w,x))*.
% 299.74/300.48 126647[4:Res:123529.0,10201.0] || member(not_subclass_element(union(null_class,intersection(u,intersection(complement(compose(element_relation,universal_class)),v))),w),element_relation)* -> subclass(union(null_class,intersection(u,intersection(complement(compose(element_relation,universal_class)),v))),w).
% 299.74/300.48 126802[4:Res:123909.0,7841.0] || -> equal(complement(successor(complement(restrict(restrict(u,v,w),x,y)))),null_class) member(regular(complement(successor(complement(restrict(restrict(u,v,w),x,y))))),cross_product(v,w))*.
% 299.74/300.48 126788[4:Res:123909.0,10201.0] || member(not_subclass_element(complement(successor(complement(restrict(complement(compose(element_relation,universal_class)),u,v)))),w),element_relation)* -> subclass(complement(successor(complement(restrict(complement(compose(element_relation,universal_class)),u,v)))),w).
% 299.74/300.48 127081[4:Res:126047.0,7841.0] || -> equal(union(null_class,intersection(intersection(u,restrict(v,w,x)),y)),null_class) member(regular(union(null_class,intersection(intersection(u,restrict(v,w,x)),y))),cross_product(w,x))*.
% 299.74/300.48 127067[4:Res:126047.0,10201.0] || member(not_subclass_element(union(null_class,intersection(intersection(u,complement(compose(element_relation,universal_class))),v)),w),element_relation)* -> subclass(union(null_class,intersection(intersection(u,complement(compose(element_relation,universal_class))),v)),w).
% 299.74/300.48 127256[4:Res:126220.0,7841.0] || -> equal(intersection(union(null_class,intersection(u,restrict(v,w,x))),y),null_class) member(regular(intersection(union(null_class,intersection(u,restrict(v,w,x))),y)),cross_product(w,x))*.
% 299.74/300.48 127242[4:Res:126220.0,10201.0] || member(not_subclass_element(intersection(union(null_class,intersection(u,complement(compose(element_relation,universal_class)))),v),w),element_relation)* -> subclass(intersection(union(null_class,intersection(u,complement(compose(element_relation,universal_class)))),v),w).
% 299.74/300.48 127477[4:Res:126395.0,7841.0] || -> equal(intersection(u,union(null_class,intersection(v,restrict(w,x,y)))),null_class) member(regular(intersection(u,union(null_class,intersection(v,restrict(w,x,y))))),cross_product(x,y))*.
% 299.74/300.48 127463[4:Res:126395.0,10201.0] || member(not_subclass_element(intersection(u,union(null_class,intersection(v,complement(compose(element_relation,universal_class))))),w),element_relation)* -> subclass(intersection(u,union(null_class,intersection(v,complement(compose(element_relation,universal_class))))),w).
% 299.74/300.48 127644[4:Res:126557.0,7841.0] || -> equal(union(null_class,intersection(u,intersection(v,restrict(w,x,y)))),null_class) member(regular(union(null_class,intersection(u,intersection(v,restrict(w,x,y))))),cross_product(x,y))*.
% 299.74/300.48 127630[4:Res:126557.0,10201.0] || member(not_subclass_element(union(null_class,intersection(u,intersection(v,complement(compose(element_relation,universal_class))))),w),element_relation)* -> subclass(union(null_class,intersection(u,intersection(v,complement(compose(element_relation,universal_class))))),w).
% 299.74/300.48 128159[4:Rew:28759.0,128046.2,102305.0,128046.2] || member(u,universal_class) subclass(complement(intersection(power_class(v),union(w,x))),y)* -> member(u,union(null_class,intersection(power_class(v),union(w,x))))* member(u,y)*.
% 299.74/300.48 128160[4:Rew:28759.0,128042.2,102316.0,128042.2] || member(u,universal_class) subclass(complement(intersection(union(v,w),power_class(x))),y)* -> member(u,union(null_class,intersection(union(v,w),power_class(x))))* member(u,y)*.
% 299.74/300.48 134983[0:Res:8432.2,47968.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,image(element_relation,power_class(v))) member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),power_class(complement(power_class(v))))* -> .
% 299.74/300.48 135561[0:Res:8431.2,47968.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,image(element_relation,power_class(v))) member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),power_class(complement(power_class(v))))* -> .
% 299.74/300.48 135534[0:SpR:71.0,8431.2] || member(restrict(element_relation,universal_class,image(u,singleton(v))),universal_class) subclass(domain_relation,w) -> member(ordered_pair(restrict(element_relation,universal_class,image(u,singleton(v))),apply(u,v)),w)*.
% 299.74/300.48 137245[4:Rew:48838.0,137206.1] || member(union(image(element_relation,power_class(u)),complement(power_class(v))),universal_class) -> member(union(image(element_relation,power_class(u)),complement(power_class(v))),intersection(power_class(complement(power_class(u))),power_class(v)))*.
% 299.74/300.48 137246[4:Rew:48835.0,137204.1] || member(union(complement(power_class(u)),image(element_relation,power_class(v))),universal_class) -> member(union(complement(power_class(u)),image(element_relation,power_class(v))),intersection(power_class(u),power_class(complement(power_class(v)))))*.
% 299.74/300.48 137871[0:MRR:137865.1,101.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(composition_function,successor_relation) -> equal(ordered_pair(sum_class(u),compose(restrict(element_relation,universal_class,u),sum_class(u))),successor(restrict(element_relation,universal_class,u)))**.
% 299.74/300.48 137872[0:MRR:137864.1,101.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(composition_function,successor_relation) -> equal(ordered_pair(inverse(u),compose(flip(cross_product(u,universal_class)),inverse(u))),successor(flip(cross_product(u,universal_class))))**.
% 299.74/300.48 138648[0:Res:26.2,48887.0] || member(regular(union(u,complement(power_class(v)))),power_class(v))* member(regular(union(u,complement(power_class(v)))),complement(u))* -> equal(union(u,complement(power_class(v))),null_class).
% 299.74/300.48 138923[0:Res:26.2,48893.0] || member(regular(union(complement(power_class(u)),v)),complement(v))* member(regular(union(complement(power_class(u)),v)),power_class(u))* -> equal(union(complement(power_class(u)),v),null_class).
% 299.74/300.48 141328[0:Res:123475.0,7841.0] || -> equal(intersection(intersection(intersection(restrict(u,v,w),x),y),z),null_class) member(regular(intersection(intersection(intersection(restrict(u,v,w),x),y),z)),cross_product(v,w))*.
% 299.74/300.48 141313[4:Res:123475.0,10201.0] || member(not_subclass_element(intersection(intersection(intersection(complement(compose(element_relation,universal_class)),u),v),w),x),element_relation)* -> subclass(intersection(intersection(intersection(complement(compose(element_relation,universal_class)),u),v),w),x).
% 299.74/300.48 141689[0:Res:123485.0,7841.0] || -> equal(intersection(u,intersection(v,intersection(restrict(w,x,y),z))),null_class) member(regular(intersection(u,intersection(v,intersection(restrict(w,x,y),z)))),cross_product(x,y))*.
% 299.74/300.48 141674[4:Res:123485.0,10201.0] || member(not_subclass_element(intersection(u,intersection(v,intersection(complement(compose(element_relation,universal_class)),w))),x),element_relation)* -> subclass(intersection(u,intersection(v,intersection(complement(compose(element_relation,universal_class)),w))),x).
% 299.74/300.48 141931[0:Res:123517.0,7841.0] || -> equal(intersection(u,intersection(intersection(restrict(v,w,x),y),z)),null_class) member(regular(intersection(u,intersection(intersection(restrict(v,w,x),y),z))),cross_product(w,x))*.
% 299.74/300.48 141916[4:Res:123517.0,10201.0] || member(not_subclass_element(intersection(u,intersection(intersection(complement(compose(element_relation,universal_class)),v),w)),x),element_relation)* -> subclass(intersection(u,intersection(intersection(complement(compose(element_relation,universal_class)),v),w)),x).
% 299.74/300.48 142178[0:Res:123525.0,7841.0] || -> equal(intersection(intersection(u,intersection(restrict(v,w,x),y)),z),null_class) member(regular(intersection(intersection(u,intersection(restrict(v,w,x),y)),z)),cross_product(w,x))*.
% 299.74/300.48 142163[4:Res:123525.0,10201.0] || member(not_subclass_element(intersection(intersection(u,intersection(complement(compose(element_relation,universal_class)),v)),w),x),element_relation)* -> subclass(intersection(intersection(u,intersection(complement(compose(element_relation,universal_class)),v)),w),x).
% 299.74/300.48 142509[4:Res:17312.2,9362.0] || member(u,universal_class) subclass(domain_relation,symmetric_difference(union(v,w),union(complement(v),complement(w))))* -> member(ordered_pair(u,cantor(u)),complement(symmetric_difference(complement(v),complement(w))))*.
% 299.74/300.48 142616[0:Rew:103871.0,142378.1] || member(u,symmetric_difference(union(image(element_relation,successor(v)),w),union(power_class(complement(successor(v))),complement(w))))* -> member(u,complement(symmetric_difference(power_class(complement(successor(v))),complement(w)))).
% 299.74/300.48 142617[0:Rew:47972.0,142376.1] || member(u,symmetric_difference(union(image(element_relation,power_class(v)),w),union(power_class(complement(power_class(v))),complement(w))))* -> member(u,complement(symmetric_difference(power_class(complement(power_class(v))),complement(w)))).
% 299.74/300.48 142618[0:Rew:103871.0,142343.1] || member(u,symmetric_difference(union(v,image(element_relation,successor(w))),union(complement(v),power_class(complement(successor(w))))))* -> member(u,complement(symmetric_difference(complement(v),power_class(complement(successor(w)))))).
% 299.74/300.48 142619[0:Rew:47972.0,142341.1] || member(u,symmetric_difference(union(v,image(element_relation,power_class(w))),union(complement(v),power_class(complement(power_class(w))))))* -> member(u,complement(symmetric_difference(complement(v),power_class(complement(power_class(w)))))).
% 299.74/300.48 142826[0:Res:127908.0,7841.0] || -> equal(intersection(intersection(intersection(u,restrict(v,w,x)),y),z),null_class) member(regular(intersection(intersection(intersection(u,restrict(v,w,x)),y),z)),cross_product(w,x))*.
% 299.74/300.48 142811[4:Res:127908.0,10201.0] || member(not_subclass_element(intersection(intersection(intersection(u,complement(compose(element_relation,universal_class))),v),w),x),element_relation)* -> subclass(intersection(intersection(intersection(u,complement(compose(element_relation,universal_class))),v),w),x).
% 299.74/300.48 143069[0:Res:127918.0,7841.0] || -> equal(intersection(u,intersection(v,intersection(w,restrict(x,y,z)))),null_class) member(regular(intersection(u,intersection(v,intersection(w,restrict(x,y,z))))),cross_product(y,z))*.
% 299.74/300.48 143054[4:Res:127918.0,10201.0] || member(not_subclass_element(intersection(u,intersection(v,intersection(w,complement(compose(element_relation,universal_class))))),x),element_relation)* -> subclass(intersection(u,intersection(v,intersection(w,complement(compose(element_relation,universal_class))))),x).
% 299.74/300.48 143311[0:Res:127954.0,7841.0] || -> equal(intersection(u,intersection(intersection(v,restrict(w,x,y)),z)),null_class) member(regular(intersection(u,intersection(intersection(v,restrict(w,x,y)),z))),cross_product(x,y))*.
% 299.74/300.48 143296[4:Res:127954.0,10201.0] || member(not_subclass_element(intersection(u,intersection(intersection(v,complement(compose(element_relation,universal_class))),w)),x),element_relation)* -> subclass(intersection(u,intersection(intersection(v,complement(compose(element_relation,universal_class))),w)),x).
% 299.74/300.48 143558[0:Res:127963.0,7841.0] || -> equal(intersection(intersection(u,intersection(v,restrict(w,x,y))),z),null_class) member(regular(intersection(intersection(u,intersection(v,restrict(w,x,y))),z)),cross_product(x,y))*.
% 299.74/300.48 143543[4:Res:127963.0,10201.0] || member(not_subclass_element(intersection(intersection(u,intersection(v,complement(compose(element_relation,universal_class)))),w),x),element_relation)* -> subclass(intersection(intersection(u,intersection(v,complement(compose(element_relation,universal_class)))),w),x).
% 299.74/300.48 143709[0:Res:9754.3,8686.2] function(u) || member(v,universal_class) subclass(universal_class,symmetric_difference(w,x))* member(image(u,v),complement(x))* member(image(u,v),complement(w))* -> .
% 299.74/300.48 143683[0:SpR:49205.0,9754.3] function(u) || member(v,universal_class) subclass(universal_class,symmetric_difference(w,complement(power_class(complement(power_class(x)))))) -> member(image(u,v),union(w,image(element_relation,power_class(x))))*.
% 299.74/300.48 143670[0:SpR:49204.0,9754.3] function(u) || member(v,universal_class) subclass(universal_class,symmetric_difference(complement(power_class(complement(power_class(w)))),x)) -> member(image(u,v),union(image(element_relation,power_class(w)),x))*.
% 299.74/300.48 143798[0:Res:58786.0,7841.0] || -> equal(restrict(restrict(restrict(u,v,w),x,y),z,x1),null_class) member(regular(restrict(restrict(restrict(u,v,w),x,y),z,x1)),cross_product(v,w))*.
% 299.74/300.48 143783[4:Res:58786.0,10201.0] || member(not_subclass_element(restrict(restrict(complement(compose(element_relation,universal_class)),u,v),w,x),y),element_relation)* -> subclass(restrict(restrict(complement(compose(element_relation,universal_class)),u,v),w,x),y).
% 299.74/300.48 144190[0:Res:9816.3,8686.2] || member(u,universal_class) subclass(u,symmetric_difference(v,w))* member(apply(choice,u),complement(w))* member(apply(choice,u),complement(v))* -> equal(u,null_class).
% 299.74/300.48 144164[0:SpR:49205.0,9816.3] || member(u,universal_class) subclass(u,symmetric_difference(v,complement(power_class(complement(power_class(w)))))) -> equal(u,null_class) member(apply(choice,u),union(v,image(element_relation,power_class(w))))*.
% 299.74/300.48 144151[0:SpR:49204.0,9816.3] || member(u,universal_class) subclass(u,symmetric_difference(complement(power_class(complement(power_class(v)))),w)) -> equal(u,null_class) member(apply(choice,u),union(image(element_relation,power_class(v)),w))*.
% 299.74/300.48 145120[0:Res:11961.2,14385.0] || -> equal(regular(unordered_pair(u,v)),u)** equal(unordered_pair(u,v),null_class) equal(ordered_pair(first(ordered_pair(v,singleton(w))),second(ordered_pair(v,singleton(w)))),ordered_pair(v,singleton(w)))**.
% 299.74/300.48 145046[0:Res:11960.2,14385.0] || -> equal(regular(unordered_pair(u,v)),v)** equal(unordered_pair(u,v),null_class) equal(ordered_pair(first(ordered_pair(u,singleton(w))),second(ordered_pair(u,singleton(w)))),ordered_pair(u,singleton(w)))**.
% 299.74/300.48 145304[2:SpL:100001.0,14012.0] || member(regular(domain_relation),cross_product(universal_class,universal_class)) subclass(composition_function,successor_relation) -> equal(ordered_pair(second(regular(domain_relation)),compose(first(regular(domain_relation)),second(regular(domain_relation)))),successor(first(regular(domain_relation))))**.
% 299.74/300.48 145285[2:SpR:100001.0,1072.3] || member(second(regular(domain_relation)),universal_class) member(first(regular(domain_relation)),universal_class) equal(compose(u,first(regular(domain_relation))),second(regular(domain_relation)))** -> member(regular(domain_relation),compose_class(u)).
% 299.74/300.48 145458[0:SpR:47973.0,102540.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),w),union(x,y))) member(u,union(intersection(power_class(v),complement(w)),complement(union(x,y))))*.
% 299.74/300.48 145457[0:SpR:103948.0,102540.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(successor(w))),union(x,y))) member(u,union(intersection(complement(v),successor(w)),complement(union(x,y))))*.
% 299.74/300.48 145456[0:SpR:47967.0,102540.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),union(x,y))) member(u,union(intersection(complement(v),power_class(w)),complement(union(x,y))))*.
% 299.74/300.48 145454[0:SpR:102311.0,102540.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(union(v,w))),union(x,y))) member(u,union(image(element_relation,union(v,w)),complement(union(x,y))))*.
% 299.74/300.48 145657[0:MRR:145534.0,12502.1] || -> member(not_subclass_element(u,intersection(intersection(complement(v),union(w,x)),u)),union(v,complement(union(w,x))))* subclass(u,intersection(intersection(complement(v),union(w,x)),u)).
% 299.74/300.48 146213[0:Rew:75578.0,145867.0] || -> equal(intersection(union(power_class(complement(successor(u))),union(v,w)),union(image(element_relation,successor(u)),complement(union(v,w)))),symmetric_difference(power_class(complement(successor(u))),union(v,w)))**.
% 299.74/300.48 145801[0:SpR:104218.0,71286.1] || subclass(union(complement(u),union(v,w)),union(u,complement(union(v,w))))* -> equal(symmetric_difference(complement(u),union(v,w)),union(complement(u),union(v,w))).
% 299.74/300.48 145739[0:SpR:104218.0,92837.1] || subclass(union(u,complement(union(v,w))),union(complement(u),union(v,w)))* -> equal(symmetric_difference(complement(u),union(v,w)),union(u,complement(union(v,w)))).
% 299.74/300.48 146267[0:Rew:104218.0,145767.1] || subclass(union(u,complement(union(v,w))),x) -> subclass(symmetric_difference(complement(u),union(v,w)),y) member(not_subclass_element(symmetric_difference(complement(u),union(v,w)),y),x)*.
% 299.74/300.48 146323[0:SpR:47973.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),union(complement(power_class(x)),y))) member(u,union(complement(union(v,w)),intersection(power_class(x),complement(y))))*.
% 299.74/300.48 146322[0:SpR:103948.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),union(x,complement(successor(y))))) member(u,union(complement(union(v,w)),intersection(complement(x),successor(y))))*.
% 299.74/300.48 146321[0:SpR:47967.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),union(x,complement(power_class(y))))) member(u,union(complement(union(v,w)),intersection(complement(x),power_class(y))))*.
% 299.74/300.48 146319[0:SpR:102311.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),power_class(complement(union(x,y))))) member(u,union(complement(union(v,w)),image(element_relation,union(x,y))))*.
% 299.74/300.48 146567[0:MRR:146441.0,12502.1] || -> member(not_subclass_element(u,intersection(intersection(union(v,w),complement(x)),u)),union(complement(union(v,w)),x))* subclass(u,intersection(intersection(union(v,w),complement(x)),u)).
% 299.74/300.48 146820[0:SpR:103871.0,103225.0] || -> equal(intersection(union(union(u,v),power_class(complement(successor(w)))),union(complement(union(u,v)),image(element_relation,successor(w)))),symmetric_difference(union(u,v),power_class(complement(successor(w)))))**.
% 299.74/300.48 146719[0:SpR:103225.0,71286.1] || subclass(union(complement(union(u,v)),w),union(union(u,v),complement(w)))* -> equal(symmetric_difference(union(u,v),complement(w)),union(complement(union(u,v)),w)).
% 299.74/300.48 146658[0:SpR:103225.0,92837.1] || subclass(union(union(u,v),complement(w)),union(complement(union(u,v)),w))* -> equal(symmetric_difference(union(u,v),complement(w)),union(union(u,v),complement(w))).
% 299.74/300.48 147213[0:Rew:103225.0,146693.1] || subclass(union(complement(union(u,v)),w),x) -> subclass(symmetric_difference(union(u,v),complement(w)),y) member(not_subclass_element(symmetric_difference(union(u,v),complement(w)),y),x)*.
% 299.74/300.48 148296[4:MRR:148257.4,52701.1] || member(ordered_pair(u,apply(choice,v)),compose(w,x)) member(v,universal_class) subclass(v,regular(image(w,image(x,singleton(u)))))* -> equal(v,null_class).
% 299.74/300.48 148349[4:SpL:100002.0,14012.0] || member(regular(composition_function),cross_product(universal_class,universal_class)) subclass(composition_function,successor_relation) -> equal(ordered_pair(second(regular(composition_function)),compose(first(regular(composition_function)),second(regular(composition_function)))),successor(first(regular(composition_function))))**.
% 299.74/300.48 148330[4:SpR:100002.0,1072.3] || member(second(regular(composition_function)),universal_class) member(first(regular(composition_function)),universal_class) equal(compose(u,first(regular(composition_function))),second(regular(composition_function)))** -> member(regular(composition_function),compose_class(u)).
% 299.74/300.48 149355[0:SpR:90326.0,13323.2] || member(symmetric_difference(u,intersection(u,v)),universal_class) -> equal(symmetric_difference(u,intersection(u,v)),null_class) member(apply(choice,symmetric_difference(u,intersection(u,v))),complement(intersection(u,v)))*.
% 299.74/300.48 149352[0:SpR:90468.0,13323.2] || member(symmetric_difference(u,intersection(v,u)),universal_class) -> equal(symmetric_difference(u,intersection(v,u)),null_class) member(apply(choice,symmetric_difference(u,intersection(v,u))),complement(intersection(v,u)))*.
% 299.74/300.48 149747[0:SpL:71286.1,47989.0] || subclass(union(u,complement(power_class(v))),complement(w)) member(x,union(u,complement(power_class(v)))) member(x,union(w,intersection(complement(u),power_class(v))))* -> .
% 299.74/300.48 150214[0:Rew:80005.0,150082.1] || member(u,symmetric_difference(cross_product(v,w),complement(power_class(x)))) member(u,union(restrict(complement(power_class(x)),v,w),intersection(complement(cross_product(v,w)),power_class(x))))* -> .
% 299.74/300.48 150075[0:SpL:92837.1,48009.0] || subclass(union(u,complement(power_class(v))),complement(w)) member(x,union(u,complement(power_class(v)))) member(x,union(intersection(complement(u),power_class(v)),w))* -> .
% 299.74/300.48 150420[0:SpL:71286.1,48038.0] || subclass(union(complement(power_class(u)),v),complement(w)) member(x,union(complement(power_class(u)),v)) member(x,union(w,intersection(power_class(u),complement(v))))* -> .
% 299.74/300.48 150797[0:Rew:80005.0,150659.1] || member(u,symmetric_difference(complement(power_class(v)),cross_product(w,x))) member(u,union(restrict(complement(power_class(v)),w,x),intersection(power_class(v),complement(cross_product(w,x)))))* -> .
% 299.74/300.48 150652[0:SpL:92837.1,48198.0] || subclass(union(complement(power_class(u)),v),complement(w)) member(x,union(complement(power_class(u)),v)) member(x,union(intersection(power_class(u),complement(v)),w))* -> .
% 299.74/300.48 150951[4:SpL:78724.0,48910.0] || member(not_subclass_element(union(u,complement(power_class(union(null_class,v)))),w),intersection(complement(u),power_class(union(null_class,v))))* -> subclass(union(u,complement(power_class(union(v,null_class)))),w).
% 299.74/300.48 150950[4:SpL:77754.0,48910.0] || member(not_subclass_element(union(u,complement(power_class(union(v,v)))),w),intersection(complement(u),power_class(union(v,v))))* -> subclass(union(u,complement(power_class(union(v,null_class)))),w).
% 299.74/300.48 150949[4:SpL:41644.0,48910.0] || member(not_subclass_element(union(u,complement(power_class(union(v,v)))),w),intersection(complement(u),power_class(union(v,v))))* -> subclass(union(u,complement(power_class(union(null_class,v)))),w).
% 299.74/300.48 150948[4:SpL:78724.0,48910.0] || member(not_subclass_element(union(u,complement(power_class(union(v,null_class)))),w),intersection(complement(u),power_class(union(v,null_class))))* -> subclass(union(u,complement(power_class(union(null_class,v)))),w).
% 299.74/300.48 150947[4:SpL:41644.0,48910.0] || member(not_subclass_element(union(u,complement(power_class(union(null_class,v)))),w),intersection(complement(u),power_class(union(null_class,v))))* -> subclass(union(u,complement(power_class(union(v,v)))),w).
% 299.74/300.48 150946[4:SpL:77754.0,48910.0] || member(not_subclass_element(union(u,complement(power_class(union(v,null_class)))),w),intersection(complement(u),power_class(union(v,null_class))))* -> subclass(union(u,complement(power_class(union(v,v)))),w).
% 299.74/300.48 150933[4:SpL:75150.0,48910.0] || member(not_subclass_element(union(apply(null_class,u),complement(power_class(v))),w),intersection(complement(apply(null_class,x)),power_class(v)))* -> subclass(union(apply(null_class,u),complement(power_class(v))),w).
% 299.74/300.48 150932[4:SpL:75151.0,48910.0] || member(not_subclass_element(union(apply(null_class,u),complement(power_class(v))),w),intersection(complement(sum_class(range_of(null_class))),power_class(v)))* -> subclass(union(apply(null_class,u),complement(power_class(v))),w).
% 299.74/300.48 150930[0:SpL:106411.0,48910.0] || member(not_subclass_element(union(union(u,v),complement(power_class(w))),x),intersection(complement(union(v,u)),power_class(w)))* -> subclass(union(union(u,v),complement(power_class(w))),x).
% 299.74/300.48 150929[4:SpL:29733.0,48910.0] || member(not_subclass_element(union(union(null_class,u),complement(power_class(v))),w),intersection(union(null_class,complement(u)),power_class(v)))* -> subclass(union(union(null_class,u),complement(power_class(v))),w).
% 299.74/300.48 150928[4:SpL:74143.0,48910.0] || member(not_subclass_element(union(union(u,null_class),complement(power_class(v))),w),intersection(union(null_class,complement(u)),power_class(v)))* -> subclass(union(union(u,null_class),complement(power_class(v))),w).
% 299.74/300.48 150927[4:SpL:36664.0,48910.0] || member(not_subclass_element(union(union(u,u),complement(power_class(v))),w),intersection(union(null_class,complement(u)),power_class(v)))* -> subclass(union(union(u,u),complement(power_class(v))),w).
% 299.74/300.48 150925[4:SpL:75151.0,48910.0] || member(not_subclass_element(union(sum_class(range_of(null_class)),complement(power_class(u))),v),intersection(complement(apply(null_class,w)),power_class(u)))* -> subclass(union(sum_class(range_of(null_class)),complement(power_class(u))),v).
% 299.74/300.48 150921[0:SpL:80128.0,48910.0] || member(not_subclass_element(union(symmetric_difference(u,v),complement(power_class(w))),x),intersection(complement(symmetric_difference(v,u)),power_class(w)))* -> subclass(union(symmetric_difference(u,v),complement(power_class(w))),x).
% 299.74/300.48 151217[4:SpL:78724.0,48918.0] || member(not_subclass_element(union(complement(power_class(union(null_class,u))),v),w),intersection(power_class(union(null_class,u)),complement(v)))* -> subclass(union(complement(power_class(union(u,null_class))),v),w).
% 299.74/300.48 151216[4:SpL:77754.0,48918.0] || member(not_subclass_element(union(complement(power_class(union(u,u))),v),w),intersection(power_class(union(u,u)),complement(v)))* -> subclass(union(complement(power_class(union(u,null_class))),v),w).
% 299.74/300.48 151215[4:SpL:41644.0,48918.0] || member(not_subclass_element(union(complement(power_class(union(u,u))),v),w),intersection(power_class(union(u,u)),complement(v)))* -> subclass(union(complement(power_class(union(null_class,u))),v),w).
% 299.74/300.48 151214[4:SpL:78724.0,48918.0] || member(not_subclass_element(union(complement(power_class(union(u,null_class))),v),w),intersection(power_class(union(u,null_class)),complement(v)))* -> subclass(union(complement(power_class(union(null_class,u))),v),w).
% 299.74/300.48 151213[4:SpL:41644.0,48918.0] || member(not_subclass_element(union(complement(power_class(union(null_class,u))),v),w),intersection(power_class(union(null_class,u)),complement(v)))* -> subclass(union(complement(power_class(union(u,u))),v),w).
% 299.74/300.48 151212[4:SpL:77754.0,48918.0] || member(not_subclass_element(union(complement(power_class(union(u,null_class))),v),w),intersection(power_class(union(u,null_class)),complement(v)))* -> subclass(union(complement(power_class(union(u,u))),v),w).
% 299.74/300.48 151299[4:Rew:82909.0,151189.1,82909.0,151189.0] || member(not_subclass_element(union(sum_class(range_of(null_class)),complement(power_class(u))),v),intersection(power_class(u),complement(apply(null_class,w))))* -> subclass(union(sum_class(range_of(null_class)),complement(power_class(u))),v).
% 299.74/300.48 151186[0:SpL:106411.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),union(v,w)),x),intersection(power_class(u),complement(union(w,v))))* -> subclass(union(complement(power_class(u)),union(v,w)),x).
% 299.74/300.48 151185[4:SpL:29733.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),union(null_class,v)),w),intersection(power_class(u),union(null_class,complement(v))))* -> subclass(union(complement(power_class(u)),union(null_class,v)),w).
% 299.74/300.48 151184[4:SpL:74143.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),union(v,null_class)),w),intersection(power_class(u),union(null_class,complement(v))))* -> subclass(union(complement(power_class(u)),union(v,null_class)),w).
% 299.74/300.48 151183[4:SpL:36664.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),union(v,v)),w),intersection(power_class(u),union(null_class,complement(v))))* -> subclass(union(complement(power_class(u)),union(v,v)),w).
% 299.74/300.48 151177[0:SpL:80128.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),symmetric_difference(v,w)),x),intersection(power_class(u),complement(symmetric_difference(w,v))))* -> subclass(union(complement(power_class(u)),symmetric_difference(v,w)),x).
% 299.74/300.48 151583[4:SpL:102583.0,13510.1] || equal(intersection(power_class(u),union(v,complement(union(w,x)))),cantor(xf)) equal(union(complement(power_class(u)),intersection(complement(v),union(w,x))),cantor(xf))** -> .
% 299.74/300.48 151922[0:SpL:71286.1,102607.0] || subclass(power_class(complement(union(u,v))),complement(w)) member(x,power_class(complement(union(u,v)))) member(x,union(w,image(element_relation,union(u,v))))* -> .
% 299.74/300.48 152632[4:SpL:102667.0,13510.1] || equal(intersection(union(u,complement(power_class(v))),union(w,x)),cantor(xf)) equal(union(intersection(complement(u),power_class(v)),complement(union(w,x))),cantor(xf))** -> .
% 299.74/300.48 152597[0:SpR:92837.1,102667.0] || subclass(union(u,complement(power_class(v))),union(w,x)) -> equal(union(intersection(complement(u),power_class(v)),complement(union(w,x))),complement(union(u,complement(power_class(v)))))**.
% 299.74/300.48 153100[4:SpL:102668.0,13510.1] || equal(intersection(union(complement(power_class(u)),v),union(w,x)),cantor(xf)) equal(union(intersection(power_class(u),complement(v)),complement(union(w,x))),cantor(xf))** -> .
% 299.74/300.48 153066[0:SpR:92837.1,102668.0] || subclass(union(complement(power_class(u)),v),union(w,x)) -> equal(union(intersection(power_class(u),complement(v)),complement(union(w,x))),complement(union(complement(power_class(u)),v)))**.
% 299.74/300.48 153566[4:SpL:102866.0,13510.1] || equal(intersection(union(u,complement(union(v,w))),power_class(x)),cantor(xf)) equal(union(intersection(complement(u),union(v,w)),complement(power_class(x))),cantor(xf))** -> .
% 299.74/300.48 153935[0:SpL:92837.1,102909.0] || subclass(power_class(complement(union(u,v))),complement(w)) member(x,power_class(complement(union(u,v)))) member(x,union(image(element_relation,union(u,v)),w))* -> .
% 299.74/300.48 154342[4:SpL:103019.0,13510.1] || equal(intersection(power_class(u),union(complement(union(v,w)),x)),cantor(xf)) equal(union(complement(power_class(u)),intersection(union(v,w),complement(x))),cantor(xf))** -> .
% 299.74/300.48 154825[4:SpL:103205.0,13510.1] || equal(intersection(union(complement(union(u,v)),w),power_class(x)),cantor(xf)) equal(union(intersection(union(u,v),complement(w)),complement(power_class(x))),cantor(xf))** -> .
% 299.74/300.48 155265[4:SpL:103451.0,13510.1] || equal(intersection(union(u,v),union(w,complement(power_class(x)))),cantor(xf)) equal(union(complement(union(u,v)),intersection(complement(w),power_class(x))),cantor(xf))** -> .
% 299.74/300.48 155246[0:SpR:71286.1,103451.0] || subclass(union(u,complement(power_class(v))),union(w,x)) -> equal(union(complement(union(w,x)),intersection(complement(u),power_class(v))),complement(union(u,complement(power_class(v)))))**.
% 299.74/300.48 156034[4:SpL:103452.0,13510.1] || equal(intersection(union(u,v),union(complement(power_class(w)),x)),cantor(xf)) equal(union(complement(union(u,v)),intersection(power_class(w),complement(x))),cantor(xf))** -> .
% 299.74/300.48 156015[0:SpR:71286.1,103452.0] || subclass(union(complement(power_class(u)),v),union(w,x)) -> equal(union(complement(union(w,x)),intersection(power_class(u),complement(v))),complement(union(complement(power_class(u)),v)))**.
% 299.74/300.48 156935[4:SpL:104283.0,13510.1] || equal(intersection(union(u,v),power_class(complement(union(w,x)))),cantor(xf)) equal(union(complement(union(u,v)),image(element_relation,union(w,x))),cantor(xf))** -> .
% 299.74/300.48 157769[4:SpL:104284.0,13510.1] || equal(intersection(power_class(complement(union(u,v))),union(w,x)),cantor(xf)) equal(union(image(element_relation,union(u,v)),complement(union(w,x))),cantor(xf))** -> .
% 299.74/300.48 158455[2:Res:9363.2,8049.1] || member(ordered_pair(null_class,null_class),union(complement(u),complement(v)))* member(ordered_pair(null_class,null_class),union(u,v)) subclass(domain_relation,complement(symmetric_difference(complement(u),complement(v)))) -> .
% 299.74/300.48 158454[0:Res:9363.2,725.1] || member(ordered_pair(u,v),union(complement(w),complement(x)))* member(ordered_pair(u,v),union(w,x)) subclass(universal_class,complement(symmetric_difference(complement(w),complement(x)))) -> .
% 299.74/300.48 158436[5:Res:9363.2,21263.1] || member(sum_class(range_of(null_class)),union(complement(u),complement(v)))* member(sum_class(range_of(null_class)),union(u,v)) subclass(universal_class,complement(symmetric_difference(complement(u),complement(v)))) -> .
% 299.74/300.48 158435[5:Res:9363.2,25953.1] || member(sum_class(range_of(null_class)),union(complement(u),complement(v)))* member(sum_class(range_of(null_class)),union(u,v)) equal(complement(symmetric_difference(complement(u),complement(v))),universal_class) -> .
% 299.74/300.48 158433[0:Res:9363.2,671.1] || member(unordered_pair(u,v),union(complement(w),complement(x)))* member(unordered_pair(u,v),union(w,x)) subclass(universal_class,complement(symmetric_difference(complement(w),complement(x)))) -> .
% 299.74/300.48 158432[5:Res:9363.2,21295.1] || member(apply(null_class,u),union(complement(v),complement(w)))* member(apply(null_class,u),union(v,w)) subclass(universal_class,complement(symmetric_difference(complement(v),complement(w)))) -> .
% 299.74/300.48 158431[5:Res:9363.2,26529.1] || member(apply(null_class,u),union(complement(v),complement(w)))* member(apply(null_class,u),union(v,w)) equal(complement(symmetric_difference(complement(v),complement(w))),universal_class) -> .
% 299.74/300.48 158415[4:SpR:75150.0,9363.2] || member(u,union(complement(apply(null_class,v)),complement(w)))* member(u,union(apply(null_class,v),w)) -> member(u,symmetric_difference(complement(apply(null_class,x)),complement(w)))*.
% 299.74/300.48 158414[4:SpR:75151.0,9363.2] || member(u,union(complement(apply(null_class,v)),complement(w)))* member(u,union(apply(null_class,v),w)) -> member(u,symmetric_difference(complement(sum_class(range_of(null_class))),complement(w)))*.
% 299.74/300.48 158412[0:SpR:106411.0,9363.2] || member(u,union(complement(union(v,w)),complement(x))) member(u,union(union(v,w),x)) -> member(u,symmetric_difference(complement(union(w,v)),complement(x)))*.
% 299.74/300.48 158502[4:Rew:29733.0,158411.0] || member(u,union(union(null_class,complement(v)),complement(w))) member(u,union(union(null_class,v),w)) -> member(u,symmetric_difference(union(null_class,complement(v)),complement(w)))*.
% 299.74/300.48 158503[4:Rew:74143.0,158410.0] || member(u,union(union(null_class,complement(v)),complement(w))) member(u,union(union(v,null_class),w)) -> member(u,symmetric_difference(union(null_class,complement(v)),complement(w)))*.
% 299.74/300.49 158504[4:Rew:36664.0,158409.0] || member(u,union(union(null_class,complement(v)),complement(w))) member(u,union(union(v,v),w))* -> member(u,symmetric_difference(union(null_class,complement(v)),complement(w)))*.
% 299.74/300.49 158407[4:SpR:75151.0,9363.2] || member(u,union(complement(sum_class(range_of(null_class))),complement(v))) member(u,union(sum_class(range_of(null_class)),v)) -> member(u,symmetric_difference(complement(apply(null_class,w)),complement(v)))*.
% 299.74/300.49 158403[0:SpR:80128.0,9363.2] || member(u,union(complement(symmetric_difference(v,w)),complement(x))) member(u,union(symmetric_difference(v,w),x)) -> member(u,symmetric_difference(complement(symmetric_difference(w,v)),complement(x)))*.
% 299.74/300.49 158368[4:SpR:75150.0,9363.2] || member(u,union(complement(v),complement(apply(null_class,w))))* member(u,union(v,apply(null_class,w))) -> member(u,symmetric_difference(complement(v),complement(apply(null_class,x))))*.
% 299.74/300.49 158367[4:SpR:75151.0,9363.2] || member(u,union(complement(v),complement(apply(null_class,w))))* member(u,union(v,apply(null_class,w))) -> member(u,symmetric_difference(complement(v),complement(sum_class(range_of(null_class)))))*.
% 299.74/300.49 158365[0:SpR:106411.0,9363.2] || member(u,union(complement(v),complement(union(w,x)))) member(u,union(v,union(w,x))) -> member(u,symmetric_difference(complement(v),complement(union(x,w))))*.
% 299.74/300.49 158505[4:Rew:29733.0,158364.0] || member(u,union(complement(v),union(null_class,complement(w)))) member(u,union(v,union(null_class,w))) -> member(u,symmetric_difference(complement(v),union(null_class,complement(w))))*.
% 299.74/300.49 158506[4:Rew:74143.0,158363.0] || member(u,union(complement(v),union(null_class,complement(w)))) member(u,union(v,union(w,null_class))) -> member(u,symmetric_difference(complement(v),union(null_class,complement(w))))*.
% 299.74/300.49 158507[4:Rew:36664.0,158362.0] || member(u,union(complement(v),union(null_class,complement(w)))) member(u,union(v,union(w,w)))* -> member(u,symmetric_difference(complement(v),union(null_class,complement(w))))*.
% 299.74/300.49 158360[4:SpR:75151.0,9363.2] || member(u,union(complement(v),complement(sum_class(range_of(null_class))))) member(u,union(v,sum_class(range_of(null_class)))) -> member(u,symmetric_difference(complement(v),complement(apply(null_class,w))))*.
% 299.74/300.49 158356[0:SpR:80128.0,9363.2] || member(u,union(complement(v),complement(symmetric_difference(w,x)))) member(u,union(v,symmetric_difference(w,x))) -> member(u,symmetric_difference(complement(v),complement(symmetric_difference(x,w))))*.
% 299.74/300.49 158780[4:Res:92199.1,9807.1] || subclass(u,restrict(v,w,x))* member(union(u,u),universal_class) -> equal(union(u,u),null_class) member(apply(choice,union(u,u)),cross_product(w,x))*.
% 299.74/300.49 158779[4:Res:92198.1,9807.1] || subclass(u,restrict(v,w,x))* member(union(u,null_class),universal_class) -> equal(union(u,null_class),null_class) member(apply(choice,union(u,null_class)),cross_product(w,x))*.
% 299.74/300.49 158768[4:Res:92197.1,9807.1] || subclass(u,restrict(v,w,x))* member(union(null_class,u),universal_class) -> equal(union(null_class,u),null_class) member(apply(choice,union(null_class,u)),cross_product(w,x))*.
% 299.74/300.49 158761[0:Res:57163.1,9807.1] || subclass(u,restrict(v,w,x))* member(intersection(y,u),universal_class) -> equal(intersection(y,u),null_class) member(apply(choice,intersection(y,u)),cross_product(w,x))*.
% 299.74/300.49 158755[0:Res:58588.1,9807.1] || subclass(u,restrict(v,w,x))* member(intersection(u,y),universal_class) -> equal(intersection(u,y),null_class) member(apply(choice,intersection(u,y)),cross_product(w,x))*.
% 299.74/300.49 159243[4:Res:92199.1,9992.0] || subclass(u,ordered_pair(v,w))* -> equal(union(u,u),null_class) equal(regular(union(u,u)),unordered_pair(v,singleton(w)))* equal(regular(union(u,u)),singleton(v)).
% 299.74/300.49 159242[4:Res:92198.1,9992.0] || subclass(u,ordered_pair(v,w))* -> equal(union(u,null_class),null_class) equal(regular(union(u,null_class)),unordered_pair(v,singleton(w))) equal(regular(union(u,null_class)),singleton(v)).
% 299.74/300.49 159231[4:Res:92197.1,9992.0] || subclass(u,ordered_pair(v,w))* -> equal(union(null_class,u),null_class) equal(regular(union(null_class,u)),unordered_pair(v,singleton(w))) equal(regular(union(null_class,u)),singleton(v)).
% 299.74/300.49 161628[4:Res:500.2,58102.0] || member(restrict(union(u,u),v,w),universal_class) -> equal(restrict(union(u,u),v,w),null_class) member(apply(choice,restrict(union(u,u),v,w)),u)*.
% 299.74/300.49 161627[4:Res:500.2,42116.0] || member(restrict(union(null_class,u),v,w),universal_class) -> equal(restrict(union(null_class,u),v,w),null_class) member(apply(choice,restrict(union(null_class,u),v,w)),u)*.
% 299.74/300.49 161625[4:Res:500.2,77882.0] || member(restrict(union(u,null_class),v,w),universal_class) -> equal(restrict(union(u,null_class),v,w),null_class) member(apply(choice,restrict(union(u,null_class),v,w)),u)*.
% 299.74/300.49 161834[2:Res:184.1,11968.1] || member(regular(intersection(u,unordered_pair(v,w))),v)* -> equal(intersection(u,unordered_pair(v,w)),null_class) equal(regular(unordered_pair(v,w)),w) equal(unordered_pair(v,w),null_class).
% 299.74/300.49 161799[2:Res:192.1,11968.1] || member(regular(intersection(unordered_pair(u,v),w)),u)* -> equal(intersection(unordered_pair(u,v),w),null_class) equal(regular(unordered_pair(u,v)),v) equal(unordered_pair(u,v),null_class).
% 299.74/300.49 161965[2:Res:184.1,11969.1] || member(regular(intersection(u,unordered_pair(v,w))),w)* -> equal(intersection(u,unordered_pair(v,w)),null_class) equal(regular(unordered_pair(v,w)),v) equal(unordered_pair(v,w),null_class).
% 299.74/300.49 161930[2:Res:192.1,11969.1] || member(regular(intersection(unordered_pair(u,v),w)),v)* -> equal(intersection(unordered_pair(u,v),w),null_class) equal(regular(unordered_pair(u,v)),u) equal(unordered_pair(u,v),null_class).
% 299.74/300.49 162178[6:SpL:161913.0,14012.0] || member(regular(element_relation),cross_product(universal_class,universal_class)) subclass(composition_function,successor_relation) -> equal(ordered_pair(second(regular(element_relation)),compose(first(regular(element_relation)),second(regular(element_relation)))),successor(first(regular(element_relation))))**.
% 299.74/300.49 162158[6:SpR:161913.0,1072.3] || member(second(regular(element_relation)),universal_class) member(first(regular(element_relation)),universal_class) equal(compose(u,first(regular(element_relation))),second(regular(element_relation)))** -> member(regular(element_relation),compose_class(u)).
% 299.74/300.49 162725[0:SpL:48063.0,9742.2] function(u) || member(v,universal_class) subclass(universal_class,symmetric_difference(complement(w),power_class(complement(power_class(x))))) -> member(image(u,v),union(w,image(element_relation,power_class(x))))*.
% 299.74/300.49 162707[0:SpL:48063.0,9804.1] || member(u,universal_class) subclass(u,symmetric_difference(complement(v),power_class(complement(power_class(w))))) -> equal(u,null_class) member(apply(choice,u),union(v,image(element_relation,power_class(w))))*.
% 299.74/300.49 162696[0:SpL:48063.0,6547.1] || member(u,symmetric_difference(union(v,image(element_relation,power_class(w))),union(complement(v),power_class(complement(power_class(w))))))* member(u,symmetric_difference(complement(v),power_class(complement(power_class(w))))) -> .
% 299.74/300.49 163200[0:SpL:48279.0,9742.2] function(u) || member(v,universal_class) subclass(universal_class,symmetric_difference(power_class(complement(power_class(w))),complement(x))) -> member(image(u,v),union(image(element_relation,power_class(w)),x))*.
% 299.74/300.49 163182[0:SpL:48279.0,9804.1] || member(u,universal_class) subclass(u,symmetric_difference(power_class(complement(power_class(v))),complement(w))) -> equal(u,null_class) member(apply(choice,u),union(image(element_relation,power_class(v)),w))*.
% 299.74/300.49 163171[0:SpL:48279.0,6547.1] || member(u,symmetric_difference(union(image(element_relation,power_class(v)),w),union(power_class(complement(power_class(v))),complement(w))))* member(u,symmetric_difference(power_class(complement(power_class(v))),complement(w))) -> .
% 299.74/300.49 163960[0:Rew:103948.0,163879.2,103948.0,163879.1] || member(regular(union(u,complement(successor(v)))),successor(v))* member(regular(union(u,complement(successor(v)))),complement(u))* -> equal(union(u,complement(successor(v))),null_class).
% 299.74/300.49 164008[0:Rew:102314.0,163833.2,80005.0,163833.2,102312.0,163833.2,102314.0,163833.1,80005.0,163833.1,102312.0,163833.1] || member(regular(complement(symmetric_difference(u,v))),complement(intersection(u,v)))* member(regular(complement(symmetric_difference(u,v))),union(u,v)) -> equal(complement(symmetric_difference(u,v)),null_class).
% 299.74/300.49 164152[2:Res:12960.4,6873.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,regular(w)) member(ordered_pair(v,u),w)* -> equal(w,null_class).
% 299.74/300.49 164131[0:Res:12960.4,270.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,restrict(w,x,y))* -> member(ordered_pair(v,u),cross_product(x,y))*.
% 299.74/300.49 164116[0:Res:12960.4,6547.1] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,intersection(w,x)) member(ordered_pair(v,u),symmetric_difference(w,x))* -> .
% 299.74/300.49 164285[2:Rew:823.1,164270.2,823.1,164270.0] || -> equal(singleton(first(regular(cross_product(u,v)))),regular(regular(cross_product(u,v)))) equal(cross_product(u,v),null_class) member(regular(regular(cross_product(u,v))),regular(cross_product(u,v)))*.
% 299.74/300.49 164645[4:Rew:314.0,164619.3] || member(ordered_pair(choice,singleton(u)),cross_product(universal_class,universal_class)) member(singleton(u),cantor(choice)) -> equal(singleton(u),null_class) member(ordered_pair(choice,singleton(singleton(singleton(u)))),application_function)*.
% 299.74/300.49 165183[2:Res:13089.3,6873.0] || member(intersection(u,v),universal_class) subclass(v,regular(w)) member(apply(choice,intersection(u,v)),w)* -> equal(intersection(u,v),null_class) equal(w,null_class).
% 299.74/300.49 165147[0:Res:13089.3,6547.1] || member(intersection(u,v),universal_class) subclass(v,intersection(w,x)) member(apply(choice,intersection(u,v)),symmetric_difference(w,x))* -> equal(intersection(u,v),null_class).
% 299.74/300.49 165228[0:Rew:31.0,165058.2,31.0,165058.0] || member(restrict(u,v,w),universal_class) subclass(cross_product(v,w),x) -> equal(restrict(u,v,w),null_class) member(apply(choice,restrict(u,v,w)),x)*.
% 299.74/300.49 165498[2:Res:13287.3,6873.0] || member(intersection(u,v),universal_class) subclass(u,regular(w)) member(apply(choice,intersection(u,v)),w)* -> equal(intersection(u,v),null_class) equal(w,null_class).
% 299.74/300.49 165462[0:Res:13287.3,6547.1] || member(intersection(u,v),universal_class) subclass(u,intersection(w,x)) member(apply(choice,intersection(u,v)),symmetric_difference(w,x))* -> equal(intersection(u,v),null_class).
% 299.74/300.49 165707[6:SpL:161913.0,17409.1] || member(first(regular(element_relation)),universal_class) member(regular(element_relation),compose(u,v))* -> member(first(regular(element_relation)),cantor(v))* member(second(regular(element_relation)),image(u,range_of(null_class)))*.
% 299.74/300.49 165706[4:SpL:100002.0,17409.1] || member(first(regular(composition_function)),universal_class) member(regular(composition_function),compose(u,v))* -> member(first(regular(composition_function)),cantor(v))* member(second(regular(composition_function)),image(u,range_of(null_class)))*.
% 299.74/300.49 165705[4:SpL:100001.0,17409.1] || member(first(regular(domain_relation)),universal_class) member(regular(domain_relation),compose(u,v))* -> member(first(regular(domain_relation)),cantor(v))* member(second(regular(domain_relation)),image(u,range_of(null_class)))*.
% 299.74/300.49 165736[4:Obv:165722.0] || subclass(domain_relation,compose(u,v))* member(restrict(element_relation,universal_class,w),universal_class) -> member(restrict(element_relation,universal_class,w),cantor(v))* member(sum_class(w),image(u,range_of(null_class)))*.
% 299.74/300.49 165737[4:Obv:165721.0] || subclass(domain_relation,compose(u,v))* member(flip(cross_product(w,universal_class)),universal_class) -> member(flip(cross_product(w,universal_class)),cantor(v))* member(inverse(w),image(u,range_of(null_class)))*.
% 299.74/300.49 167835[0:Res:13341.2,12416.1] || subclass(universal_class,complement(intersection(u,v)))* member(regular(w),union(u,v))* subclass(symmetric_difference(u,v),x)* -> equal(w,null_class) member(regular(w),x)*.
% 299.74/300.49 167816[0:Res:415.2,12416.1] || subclass(u,complement(intersection(v,w)))* member(regular(u),union(v,w)) subclass(symmetric_difference(v,w),x)* -> equal(u,null_class) member(regular(u),x)*.
% 299.74/300.49 167757[0:SpL:103948.0,12416.1] || member(u,union(complement(v),successor(w)))* member(u,union(v,complement(successor(w)))) subclass(symmetric_difference(complement(v),successor(w)),x)* -> member(u,x)*.
% 299.74/300.49 168278[0:Res:431.1,78949.0] || subclass(ordered_pair(u,v),symmetric_difference(union(cross_product(w,x),y),complement(restrict(y,w,x))))* -> member(unordered_pair(u,singleton(v)),complement(symmetric_difference(cross_product(w,x),y))).
% 299.74/300.49 168246[0:Res:407.2,78949.0] || member(u,universal_class) subclass(universal_class,symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))))* -> member(power_class(u),complement(symmetric_difference(cross_product(v,w),x)))*.
% 299.74/300.49 168245[0:Res:408.2,78949.0] || member(u,universal_class) subclass(universal_class,symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))))* -> member(sum_class(u),complement(symmetric_difference(cross_product(v,w),x)))*.
% 299.74/300.49 168242[0:Res:417.2,78949.0] || subclass(u,symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))))* -> subclass(u,y) member(not_subclass_element(u,y),complement(symmetric_difference(cross_product(v,w),x)))*.
% 299.74/300.49 168578[0:Res:431.1,79442.0] || subclass(ordered_pair(u,v),symmetric_difference(union(w,cross_product(x,y)),complement(restrict(w,x,y))))* -> member(unordered_pair(u,singleton(v)),complement(symmetric_difference(w,cross_product(x,y)))).
% 299.74/300.49 168546[0:Res:407.2,79442.0] || member(u,universal_class) subclass(universal_class,symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))))* -> member(power_class(u),complement(symmetric_difference(v,cross_product(w,x))))*.
% 299.74/300.49 168545[0:Res:408.2,79442.0] || member(u,universal_class) subclass(universal_class,symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))))* -> member(sum_class(u),complement(symmetric_difference(v,cross_product(w,x))))*.
% 299.74/300.49 168542[0:Res:417.2,79442.0] || subclass(u,symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))))* -> subclass(u,y) member(not_subclass_element(u,y),complement(symmetric_difference(v,cross_product(w,x))))*.
% 299.74/300.49 170320[0:SpR:640.1,9529.1] || member(restrict(element_relation,universal_class,image(choice,singleton(singleton(u)))),universal_class) -> equal(singleton(u),null_class) member(ordered_pair(restrict(element_relation,universal_class,image(choice,singleton(singleton(u)))),u),domain_relation)*.
% 299.74/300.49 170367[4:Rew:17283.2,170335.1] || member(u,universal_class) member(restrict(element_relation,universal_class,range_of(null_class)),universal_class) -> member(u,cantor(v)) member(ordered_pair(restrict(element_relation,universal_class,range_of(null_class)),apply(v,u)),domain_relation)*.
% 299.74/300.49 170519[0:Res:13912.2,4.0] || member(regular(cross_product(u,v)),element_relation) subclass(second(regular(cross_product(u,v))),w)* -> equal(cross_product(u,v),null_class) member(first(regular(cross_product(u,v))),w).
% 299.74/300.49 170649[0:Res:19.2,13991.2] || member(ordered_pair(u,compose(v,u)),w)* member(v,x)* member(ordered_pair(v,u),cross_product(universal_class,universal_class)) subclass(composition_function,complement(cross_product(x,w)))* -> .
% 299.74/300.49 170682[4:MRR:170646.0,308.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,complement(cantor(w))) -> equal(apply(w,ordered_pair(u,ordered_pair(v,compose(u,v)))),sum_class(range_of(null_class)))**.
% 299.74/300.49 171645[4:Res:47988.1,137098.0] || member(intersection(complement(u),union(v,complement(power_class(w)))),universal_class) -> member(intersection(complement(u),union(v,complement(power_class(w)))),union(u,intersection(complement(v),power_class(w))))*.
% 299.74/300.49 171638[0:Res:47988.1,4.0] || member(u,universal_class) subclass(intersection(complement(v),union(w,complement(power_class(x)))),y)* -> member(u,union(v,intersection(complement(w),power_class(x))))* member(u,y)*.
% 299.74/300.49 171602[4:SpR:75150.0,47988.1] || member(u,universal_class) -> member(u,intersection(complement(apply(null_class,v)),union(w,complement(power_class(x)))))* member(u,union(apply(null_class,y),intersection(complement(w),power_class(x))))*.
% 299.74/300.49 171601[4:SpR:75151.0,47988.1] || member(u,universal_class) -> member(u,intersection(complement(sum_class(range_of(null_class))),union(v,complement(power_class(w)))))* member(u,union(apply(null_class,x),intersection(complement(v),power_class(w))))*.
% 299.74/300.49 171599[0:SpR:106411.0,47988.1] || member(u,universal_class) -> member(u,intersection(complement(union(v,w)),union(x,complement(power_class(y)))))* member(u,union(union(w,v),intersection(complement(x),power_class(y)))).
% 299.74/300.49 171598[4:SpR:29733.0,47988.1] || member(u,universal_class) -> member(u,intersection(union(null_class,complement(v)),union(w,complement(power_class(x)))))* member(u,union(union(null_class,v),intersection(complement(w),power_class(x)))).
% 299.74/300.49 171597[4:SpR:74143.0,47988.1] || member(u,universal_class) -> member(u,intersection(union(null_class,complement(v)),union(w,complement(power_class(x)))))* member(u,union(union(v,null_class),intersection(complement(w),power_class(x)))).
% 299.74/300.49 171596[4:SpR:36664.0,47988.1] || member(u,universal_class) -> member(u,intersection(union(null_class,complement(v)),union(w,complement(power_class(x)))))* member(u,union(union(v,v),intersection(complement(w),power_class(x))))*.
% 299.74/300.49 171594[4:SpR:75151.0,47988.1] || member(u,universal_class) -> member(u,intersection(complement(apply(null_class,v)),union(w,complement(power_class(x)))))* member(u,union(sum_class(range_of(null_class)),intersection(complement(w),power_class(x)))).
% 299.74/300.49 171590[0:SpR:80128.0,47988.1] || member(u,universal_class) -> member(u,intersection(complement(symmetric_difference(v,w)),union(x,complement(power_class(y)))))* member(u,union(symmetric_difference(w,v),intersection(complement(x),power_class(y)))).
% 299.74/300.49 171530[4:SpR:78724.0,47988.1] || member(u,universal_class) -> member(u,intersection(complement(v),union(w,complement(power_class(union(null_class,x))))))* member(u,union(v,intersection(complement(w),power_class(union(x,null_class))))).
% 299.74/300.49 171529[4:SpR:77754.0,47988.1] || member(u,universal_class) -> member(u,intersection(complement(v),union(w,complement(power_class(union(x,x))))))* member(u,union(v,intersection(complement(w),power_class(union(x,null_class))))).
% 299.74/300.49 171528[4:SpR:41644.0,47988.1] || member(u,universal_class) -> member(u,intersection(complement(v),union(w,complement(power_class(union(x,x))))))* member(u,union(v,intersection(complement(w),power_class(union(null_class,x))))).
% 299.74/300.49 171527[4:SpR:78724.0,47988.1] || member(u,universal_class) -> member(u,intersection(complement(v),union(w,complement(power_class(union(x,null_class))))))* member(u,union(v,intersection(complement(w),power_class(union(null_class,x))))).
% 299.74/300.49 171526[4:SpR:41644.0,47988.1] || member(u,universal_class) -> member(u,intersection(complement(v),union(w,complement(power_class(union(null_class,x))))))* member(u,union(v,intersection(complement(w),power_class(union(x,x)))))*.
% 299.74/300.49 171525[4:SpR:77754.0,47988.1] || member(u,universal_class) -> member(u,intersection(complement(v),union(w,complement(power_class(union(x,null_class))))))* member(u,union(v,intersection(complement(w),power_class(union(x,x)))))*.
% 299.74/300.49 171730[0:Rew:75578.0,171524.3] || equal(u,universal_class) member(v,universal_class) -> member(v,intersection(complement(w),union(x,complement(power_class(u)))))* member(v,union(w,intersection(power_class(universal_class),complement(x)))).
% 299.74/300.49 171523[0:SpR:25457.1,47988.1] || equal(u,universal_class) member(v,universal_class) -> member(v,intersection(complement(w),union(x,complement(power_class(universal_class)))))* member(v,union(w,intersection(complement(x),power_class(u))))*.
% 299.74/300.49 171753[4:MRR:171752.0,308.0] || member(u,universal_class) subclass(domain_relation,union(v,complement(union(w,complement(power_class(x)))))) -> member(ordered_pair(u,cantor(u)),union(v,intersection(complement(w),power_class(x))))*.
% 299.74/300.49 171760[0:MRR:171759.0,12497.1] || -> member(regular(union(u,complement(union(v,complement(power_class(w)))))),union(u,intersection(complement(v),power_class(w))))* equal(union(u,complement(union(v,complement(power_class(w))))),null_class).
% 299.74/300.49 172130[0:Res:47996.2,945.1] || member(singleton(u),union(complement(v),power_class(w)))* member(singleton(u),union(v,complement(power_class(w)))) equal(complement(symmetric_difference(complement(v),power_class(w))),universal_class) -> .
% 299.74/300.49 172195[0:Rew:80005.0,172067.1] || equal(u,universal_class) member(v,union(power_class(universal_class),complement(w))) member(v,union(w,complement(power_class(universal_class)))) -> member(v,symmetric_difference(complement(w),power_class(u)))*.
% 299.74/300.49 172196[0:Rew:80566.0,172066.3] || equal(u,universal_class) member(v,union(complement(w),power_class(u)))* member(v,union(w,complement(power_class(u)))) -> member(v,symmetric_difference(power_class(universal_class),complement(w)))*.
% 299.74/300.49 172432[4:Res:48008.1,137098.0] || member(intersection(union(u,complement(power_class(v))),complement(w)),universal_class) -> member(intersection(union(u,complement(power_class(v))),complement(w)),union(intersection(complement(u),power_class(v)),w))*.
% 299.74/300.49 172425[0:Res:48008.1,4.0] || member(u,universal_class) subclass(intersection(union(v,complement(power_class(w))),complement(x)),y)* -> member(u,union(intersection(complement(v),power_class(w)),x))* member(u,y)*.
% 299.74/300.49 172365[4:SpR:78724.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(union(null_class,w)))),complement(x)))* member(u,union(intersection(complement(v),power_class(union(w,null_class))),x)).
% 299.74/300.49 172364[4:SpR:77754.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(union(w,w)))),complement(x)))* member(u,union(intersection(complement(v),power_class(union(w,null_class))),x)).
% 299.74/300.49 172363[4:SpR:41644.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(union(w,w)))),complement(x)))* member(u,union(intersection(complement(v),power_class(union(null_class,w))),x)).
% 299.74/300.49 172362[4:SpR:78724.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(union(w,null_class)))),complement(x)))* member(u,union(intersection(complement(v),power_class(union(null_class,w))),x)).
% 299.74/300.49 172361[4:SpR:41644.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(union(null_class,w)))),complement(x)))* member(u,union(intersection(complement(v),power_class(union(w,w))),x))*.
% 299.74/300.49 172360[4:SpR:77754.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(union(w,null_class)))),complement(x)))* member(u,union(intersection(complement(v),power_class(union(w,w))),x))*.
% 299.74/300.49 172518[0:Rew:75578.0,172359.3] || equal(u,universal_class) member(v,universal_class) -> member(v,intersection(union(w,complement(power_class(u))),complement(x)))* member(v,union(intersection(power_class(universal_class),complement(w)),x)).
% 299.74/300.49 172358[0:SpR:25457.1,48008.1] || equal(u,universal_class) member(v,universal_class) -> member(v,intersection(union(w,complement(power_class(universal_class))),complement(x)))* member(v,union(intersection(complement(w),power_class(u)),x))*.
% 299.74/300.49 172357[4:SpR:75150.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),complement(apply(null_class,x))))* member(u,union(intersection(complement(v),power_class(w)),apply(null_class,y)))*.
% 299.74/300.49 172519[4:Rew:75578.0,172356.1] || member(u,universal_class) -> member(u,intersection(complement(sum_class(range_of(null_class))),union(v,complement(power_class(w)))))* member(u,union(intersection(complement(v),power_class(w)),apply(null_class,x)))*.
% 299.74/300.49 172354[0:SpR:106411.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),complement(union(x,y))))* member(u,union(intersection(complement(v),power_class(w)),union(y,x))).
% 299.74/300.49 172353[4:SpR:29733.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),union(null_class,complement(x))))* member(u,union(intersection(complement(v),power_class(w)),union(null_class,x))).
% 299.74/300.49 172352[4:SpR:74143.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),union(null_class,complement(x))))* member(u,union(intersection(complement(v),power_class(w)),union(x,null_class))).
% 299.74/300.49 172351[4:SpR:36664.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),union(null_class,complement(x))))* member(u,union(intersection(complement(v),power_class(w)),union(x,x)))*.
% 299.74/300.49 172520[4:Rew:80005.0,172349.2] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),complement(apply(null_class,x))))* member(u,union(sum_class(range_of(null_class)),intersection(complement(v),power_class(w)))).
% 299.74/300.49 172345[0:SpR:80128.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),complement(symmetric_difference(x,y))))* member(u,union(intersection(complement(v),power_class(w)),symmetric_difference(y,x))).
% 299.74/300.49 172547[4:MRR:172546.0,308.0] || member(u,universal_class) subclass(domain_relation,union(complement(union(v,complement(power_class(w)))),x)) -> member(ordered_pair(u,cantor(u)),union(intersection(complement(v),power_class(w)),x))*.
% 299.74/300.49 172554[0:MRR:172553.0,12497.1] || -> member(regular(union(complement(union(u,complement(power_class(v)))),w)),union(intersection(complement(u),power_class(v)),w))* equal(union(complement(union(u,complement(power_class(v)))),w),null_class).
% 299.74/300.49 172987[4:Res:48037.1,137098.0] || member(intersection(complement(u),union(complement(power_class(v)),w)),universal_class) -> member(intersection(complement(u),union(complement(power_class(v)),w)),union(u,intersection(power_class(v),complement(w))))*.
% 299.74/300.49 172980[0:Res:48037.1,4.0] || member(u,universal_class) subclass(intersection(complement(v),union(complement(power_class(w)),x)),y)* -> member(u,union(v,intersection(power_class(w),complement(x))))* member(u,y)*.
% 299.74/300.49 172944[4:SpR:75150.0,48037.1] || member(u,universal_class) -> member(u,intersection(complement(apply(null_class,v)),union(complement(power_class(w)),x)))* member(u,union(apply(null_class,y),intersection(power_class(w),complement(x))))*.
% 299.74/300.49 172943[4:SpR:75151.0,48037.1] || member(u,universal_class) -> member(u,intersection(complement(sum_class(range_of(null_class))),union(complement(power_class(v)),w)))* member(u,union(apply(null_class,x),intersection(power_class(v),complement(w))))*.
% 299.74/300.49 172941[0:SpR:106411.0,48037.1] || member(u,universal_class) -> member(u,intersection(complement(union(v,w)),union(complement(power_class(x)),y)))* member(u,union(union(w,v),intersection(power_class(x),complement(y)))).
% 299.74/300.49 172940[4:SpR:29733.0,48037.1] || member(u,universal_class) -> member(u,intersection(union(null_class,complement(v)),union(complement(power_class(w)),x)))* member(u,union(union(null_class,v),intersection(power_class(w),complement(x)))).
% 299.74/300.49 172939[4:SpR:74143.0,48037.1] || member(u,universal_class) -> member(u,intersection(union(null_class,complement(v)),union(complement(power_class(w)),x)))* member(u,union(union(v,null_class),intersection(power_class(w),complement(x)))).
% 299.74/300.49 172938[4:SpR:36664.0,48037.1] || member(u,universal_class) -> member(u,intersection(union(null_class,complement(v)),union(complement(power_class(w)),x)))* member(u,union(union(v,v),intersection(power_class(w),complement(x))))*.
% 299.74/300.49 172936[4:SpR:75151.0,48037.1] || member(u,universal_class) -> member(u,intersection(complement(apply(null_class,v)),union(complement(power_class(w)),x)))* member(u,union(sum_class(range_of(null_class)),intersection(power_class(w),complement(x)))).
% 299.74/300.49 172932[0:SpR:80128.0,48037.1] || member(u,universal_class) -> member(u,intersection(complement(symmetric_difference(v,w)),union(complement(power_class(x)),y)))* member(u,union(symmetric_difference(w,v),intersection(power_class(x),complement(y)))).
% 299.74/300.49 172865[4:SpR:78724.0,48037.1] || member(u,universal_class) -> member(u,intersection(complement(v),union(complement(power_class(union(null_class,w))),x)))* member(u,union(v,intersection(power_class(union(w,null_class)),complement(x)))).
% 299.74/300.49 172864[4:SpR:77754.0,48037.1] || member(u,universal_class) -> member(u,intersection(complement(v),union(complement(power_class(union(w,w))),x)))* member(u,union(v,intersection(power_class(union(w,null_class)),complement(x)))).
% 299.74/300.49 172863[4:SpR:41644.0,48037.1] || member(u,universal_class) -> member(u,intersection(complement(v),union(complement(power_class(union(w,w))),x)))* member(u,union(v,intersection(power_class(union(null_class,w)),complement(x)))).
% 299.74/300.49 172862[4:SpR:78724.0,48037.1] || member(u,universal_class) -> member(u,intersection(complement(v),union(complement(power_class(union(w,null_class))),x)))* member(u,union(v,intersection(power_class(union(null_class,w)),complement(x)))).
% 299.74/300.49 172861[4:SpR:41644.0,48037.1] || member(u,universal_class) -> member(u,intersection(complement(v),union(complement(power_class(union(null_class,w))),x)))* member(u,union(v,intersection(power_class(union(w,w)),complement(x))))*.
% 299.74/300.49 172860[4:SpR:77754.0,48037.1] || member(u,universal_class) -> member(u,intersection(complement(v),union(complement(power_class(union(w,null_class))),x)))* member(u,union(v,intersection(power_class(union(w,w)),complement(x))))*.
% 299.74/300.49 172859[0:SpR:25457.1,48037.1] || equal(u,universal_class) member(v,universal_class) -> member(v,intersection(complement(w),union(complement(power_class(u)),x)))* member(v,union(w,intersection(power_class(universal_class),complement(x)))).
% 299.74/300.49 172858[0:SpR:25457.1,48037.1] || equal(u,universal_class) member(v,universal_class) -> member(v,intersection(complement(w),union(complement(power_class(universal_class)),x)))* member(v,union(w,intersection(power_class(u),complement(x))))*.
% 299.74/300.49 173103[4:MRR:173102.0,308.0] || member(u,universal_class) subclass(domain_relation,union(v,complement(union(complement(power_class(w)),x)))) -> member(ordered_pair(u,cantor(u)),union(v,intersection(power_class(w),complement(x))))*.
% 299.74/300.49 173110[0:MRR:173109.0,12497.1] || -> member(regular(union(u,complement(union(complement(power_class(v)),w)))),union(u,intersection(power_class(v),complement(w))))* equal(union(u,complement(union(complement(power_class(v)),w))),null_class).
% 299.74/300.49 1153[0:Res:429.1,62.0] || subclass(universal_class,image(u,image(v,singleton(w)))) member(ordered_pair(w,ordered_pair(x,y)),cross_product(universal_class,universal_class))* -> member(ordered_pair(w,ordered_pair(x,y)),compose(u,v))*.
% 299.74/300.49 1152[0:Res:405.1,62.0] || subclass(universal_class,image(u,image(v,singleton(w)))) member(ordered_pair(w,unordered_pair(x,y)),cross_product(universal_class,universal_class))* -> member(ordered_pair(w,unordered_pair(x,y)),compose(u,v))*.
% 299.74/300.49 6592[0:Rew:31.0,6570.1,31.0,6570.0] || -> subclass(restrict(u,v,w),x) equal(ordered_pair(first(not_subclass_element(restrict(u,v,w),x)),second(not_subclass_element(restrict(u,v,w),x))),not_subclass_element(restrict(u,v,w),x))**.
% 299.74/300.49 8058[2:Res:7349.1,62.0] || subclass(domain_relation,image(u,image(v,singleton(w)))) member(ordered_pair(w,ordered_pair(null_class,null_class)),cross_product(universal_class,universal_class))* -> member(ordered_pair(w,ordered_pair(null_class,null_class)),compose(u,v))*.
% 299.74/300.49 13091[4:Res:497.2,10130.1] || member(intersection(u,complement(compose(element_relation,universal_class))),universal_class) member(apply(choice,intersection(u,complement(compose(element_relation,universal_class)))),element_relation)* -> equal(intersection(u,complement(compose(element_relation,universal_class))),null_class).
% 299.74/300.49 13289[4:Res:496.2,10130.1] || member(intersection(complement(compose(element_relation,universal_class)),u),universal_class) member(apply(choice,intersection(complement(compose(element_relation,universal_class)),u)),element_relation)* -> equal(intersection(complement(compose(element_relation,universal_class)),u),null_class).
% 299.74/300.49 13327[0:Rew:566.0,13275.1,566.0,13275.0] || member(symmetric_difference(cross_product(u,v),w),universal_class) -> equal(symmetric_difference(cross_product(u,v),w),null_class) member(apply(choice,symmetric_difference(cross_product(u,v),w)),complement(restrict(w,u,v)))*.
% 299.74/300.49 13328[0:Rew:565.0,13274.1,565.0,13274.0] || member(symmetric_difference(u,cross_product(v,w)),universal_class) -> equal(symmetric_difference(u,cross_product(v,w)),null_class) member(apply(choice,symmetric_difference(u,cross_product(v,w))),complement(restrict(u,v,w)))*.
% 299.74/300.49 13840[0:Res:11931.0,20.0] || -> subclass(u,complement(cross_product(v,w))) equal(ordered_pair(first(not_subclass_element(u,complement(cross_product(v,w)))),second(not_subclass_element(u,complement(cross_product(v,w))))),not_subclass_element(u,complement(cross_product(v,w))))**.
% 299.74/300.49 14029[0:Res:1040.2,36.0] || member(ordered_pair(ordered_pair(u,v),w),cross_product(universal_class,universal_class)) subclass(composition_function,rotate(x)) -> member(ordered_pair(ordered_pair(v,ordered_pair(w,compose(ordered_pair(u,v),w))),u),x)*.
% 299.74/300.49 14028[0:Res:1040.2,39.0] || member(ordered_pair(ordered_pair(u,v),w),cross_product(universal_class,universal_class)) subclass(composition_function,flip(x)) -> member(ordered_pair(ordered_pair(v,u),ordered_pair(w,compose(ordered_pair(u,v),w))),x)*.
% 299.74/300.49 15731[0:SpL:829.2,1257.0] || member(cross_product(u,v),universal_class) equal(w,apply(choice,cross_product(u,v))) -> equal(cross_product(u,v),null_class) member(singleton(first(apply(choice,cross_product(u,v)))),w)*.
% 299.74/300.49 15719[0:SpL:829.2,430.0] || member(cross_product(u,v),universal_class) subclass(apply(choice,cross_product(u,v)),w) -> equal(cross_product(u,v),null_class) member(singleton(first(apply(choice,cross_product(u,v)))),w)*.
% 299.74/300.49 16402[0:Res:429.1,1147.0] || subclass(universal_class,cross_product(universal_class,universal_class)) -> subclass(image(u,image(v,singleton(w))),x) member(ordered_pair(w,not_subclass_element(image(u,image(v,singleton(w))),x)),compose(u,v))*.
% 299.74/300.49 16514[0:MRR:16513.1,736.1] || subclass(universal_class,cross_product(universal_class,universal_class)) -> equal(image(u,image(v,singleton(w))),null_class) member(ordered_pair(w,apply(choice,image(u,image(v,singleton(w))))),compose(u,v))*.
% 299.74/300.49 18469[4:Rew:17265.0,17830.3] || member(u,universal_class) subclass(domain_relation,complement(intersection(v,w))) member(ordered_pair(u,cantor(u)),union(v,w)) -> member(ordered_pair(u,cantor(u)),symmetric_difference(v,w))*.
% 299.74/300.49 19313[4:Rew:19172.0,19297.2] || member(ordered_pair(ordered_pair(universal_class,null_class),u),v) member(ordered_pair(singleton(singleton(null_class)),u),cross_product(cross_product(universal_class,universal_class),universal_class))* -> member(ordered_pair(singleton(singleton(null_class)),u),flip(v))*.
% 299.74/300.49 19314[4:Rew:19172.0,19296.2] || member(ordered_pair(ordered_pair(universal_class,u),null_class),v) member(ordered_pair(singleton(singleton(null_class)),u),cross_product(cross_product(universal_class,universal_class),universal_class))* -> member(ordered_pair(singleton(singleton(null_class)),u),rotate(v))*.
% 299.74/300.49 19315[4:Rew:19172.0,19271.1] || member(u,universal_class) member(singleton(singleton(null_class)),cross_product(universal_class,universal_class)) member(ordered_pair(ordered_pair(universal_class,u),null_class),v) -> member(ordered_pair(singleton(singleton(null_class)),u),rotate(v))*.
% 299.74/300.49 19316[4:Rew:19172.0,19270.1] || member(u,universal_class) member(singleton(singleton(null_class)),cross_product(universal_class,universal_class)) member(ordered_pair(ordered_pair(universal_class,null_class),u),v) -> member(ordered_pair(singleton(singleton(null_class)),u),flip(v))*.
% 299.74/300.49 20310[4:Res:19302.1,62.0] || equal(image(u,image(v,singleton(w))),singleton(singleton(null_class))) member(ordered_pair(w,singleton(null_class)),cross_product(universal_class,universal_class))* -> member(ordered_pair(w,singleton(null_class)),compose(u,v))*.
% 299.74/300.49 21272[5:Res:21256.1,62.0] || subclass(universal_class,image(u,image(v,singleton(w)))) member(ordered_pair(w,sum_class(range_of(null_class))),cross_product(universal_class,universal_class))* -> member(ordered_pair(w,sum_class(range_of(null_class))),compose(u,v))*.
% 299.74/300.49 21304[5:Res:21248.1,62.0] || subclass(universal_class,image(u,image(v,singleton(w)))) member(ordered_pair(w,apply(null_class,x)),cross_product(universal_class,universal_class))* -> member(ordered_pair(w,apply(null_class,x)),compose(u,v))*.
% 299.74/300.49 25963[5:Res:25575.1,62.0] || equal(image(u,image(v,singleton(w))),universal_class) member(ordered_pair(w,sum_class(range_of(null_class))),cross_product(universal_class,universal_class))* -> member(ordered_pair(w,sum_class(range_of(null_class))),compose(u,v))*.
% 299.74/300.49 26539[5:Res:25573.1,62.0] || equal(image(u,image(v,singleton(w))),universal_class) member(ordered_pair(w,apply(null_class,x)),cross_product(universal_class,universal_class))* -> member(ordered_pair(w,apply(null_class,x)),compose(u,v))*.
% 299.74/300.49 27931[4:Res:27909.1,62.0] || equal(image(u,image(v,singleton(w))),universal_class) member(ordered_pair(w,unordered_pair(x,y)),cross_product(universal_class,universal_class))* -> member(ordered_pair(w,unordered_pair(x,y)),compose(u,v))*.
% 299.74/300.49 28108[4:Res:27911.1,62.0] || equal(image(u,image(v,singleton(w))),universal_class) member(ordered_pair(w,ordered_pair(x,y)),cross_product(universal_class,universal_class))* -> member(ordered_pair(w,ordered_pair(x,y)),compose(u,v))*.
% 299.74/300.49 29430[4:Rew:28759.0,1149.0] || equal(union(null_class,image(u,image(v,singleton(w)))),universal_class)** member(ordered_pair(w,singleton(x)),cross_product(universal_class,universal_class))* -> member(ordered_pair(w,singleton(x)),compose(u,v))*.
% 299.74/300.49 32858[0:SpL:8781.1,1000.1] || member(ordered_pair(u,v),compose(w,regular(cross_product(singleton(u),universal_class))))* subclass(image(w,range_of(null_class)),x)* -> equal(cross_product(singleton(u),universal_class),null_class) member(v,x)*.
% 299.74/300.49 33402[0:Res:61.1,3144.0] || member(ordered_pair(u,regular(intersection(v,complement(image(w,image(x,singleton(u))))))),compose(w,x))* -> equal(intersection(v,complement(image(w,image(x,singleton(u))))),null_class).
% 299.74/300.49 33391[0:Res:26.2,3144.0] || member(regular(intersection(u,complement(intersection(v,w)))),w)* member(regular(intersection(u,complement(intersection(v,w)))),v)* -> equal(intersection(u,complement(intersection(v,w))),null_class).
% 299.74/300.49 33777[0:Res:61.1,3316.0] || member(ordered_pair(u,regular(intersection(complement(image(v,image(w,singleton(u)))),x))),compose(v,w))* -> equal(intersection(complement(image(v,image(w,singleton(u)))),x),null_class).
% 299.74/300.49 33765[0:Res:26.2,3316.0] || member(regular(intersection(complement(intersection(u,v)),w)),v)* member(regular(intersection(complement(intersection(u,v)),w)),u)* -> equal(intersection(complement(intersection(u,v)),w),null_class).
% 299.74/300.49 35299[0:SpR:569.0,3413.1] || -> equal(symmetric_difference(union(u,v),union(complement(u),complement(v))),null_class) member(regular(symmetric_difference(union(u,v),union(complement(u),complement(v)))),complement(symmetric_difference(complement(u),complement(v))))*.
% 299.74/300.49 37618[2:Res:31230.1,62.0] || equal(image(u,image(v,singleton(w))),domain_relation) member(ordered_pair(w,ordered_pair(null_class,null_class)),cross_product(universal_class,universal_class))* -> member(ordered_pair(w,ordered_pair(null_class,null_class)),compose(u,v))*.
% 299.74/300.49 37700[0:Res:285.1,11.0] || -> subclass(restrict(unordered_pair(u,v),w,x),y) equal(not_subclass_element(restrict(unordered_pair(u,v),w,x),y),v)** equal(not_subclass_element(restrict(unordered_pair(u,v),w,x),y),u)**.
% 299.74/300.49 39237[0:Res:26.2,11873.1] || member(singleton(intersection(u,v)),v)* member(singleton(intersection(u,v)),u)* member(intersection(u,v),universal_class) -> member(singleton(singleton(singleton(intersection(u,v)))),element_relation)*.
% 299.74/300.49 39549[9:Rew:39510.1,18482.2] function(restrict(u,v,universal_class)) || subclass(image(u,v),cantor(range_of(w))) equal(cantor(cantor(x)),universal_class) -> compatible(restrict(u,v,universal_class),x,inverse(w))*.
% 299.74/300.49 40501[9:SpL:40368.1,62.0] one_to_one(u) || member(v,image(w,image(x,null_class))) member(ordered_pair(inverse(u),v),cross_product(universal_class,universal_class))* -> member(ordered_pair(inverse(u),v),compose(w,x))*.
% 299.74/300.49 41269[4:Res:17598.1,12576.0] || member(apply(choice,regular(cantor(u))),universal_class) -> equal(apply(u,apply(choice,regular(cantor(u)))),sum_class(range_of(null_class)))** equal(regular(cantor(u)),null_class) equal(cantor(u),null_class).
% 299.74/300.49 47879[4:Res:5957.2,17395.0] || member(inverse(u),universal_class) subclass(domain_relation,cantor(regular(cross_product(singleton(ordered_pair(inverse(u),range_of(u))),universal_class))))* -> equal(cross_product(singleton(ordered_pair(inverse(u),range_of(u))),universal_class),null_class).
% 299.74/300.49 48035[0:Rew:47963.0,38859.1] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,power_class(complement(power_class(w)))) member(ordered_pair(u,ordered_pair(v,compose(u,v))),image(element_relation,power_class(w)))* -> .
% 299.74/300.49 48981[0:Rew:47963.0,48042.2,47963.0,48042.1] || member(not_subclass_element(u,intersection(v,complement(power_class(w)))),v)* -> subclass(singleton(not_subclass_element(u,intersection(v,complement(power_class(w))))),power_class(w))* subclass(u,intersection(v,complement(power_class(w)))).
% 299.74/300.49 50240[0:Res:1040.2,47968.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,image(element_relation,power_class(w))) member(ordered_pair(u,ordered_pair(v,compose(u,v))),power_class(complement(power_class(w))))* -> .
% 299.74/300.49 51867[0:Res:73.2,47999.0] || member(symmetric_difference(complement(u),power_class(v)),universal_class) -> equal(symmetric_difference(complement(u),power_class(v)),null_class) member(apply(choice,symmetric_difference(complement(u),power_class(v))),union(u,complement(power_class(v))))*.
% 299.74/300.49 51982[0:Res:73.2,48188.0] || member(symmetric_difference(power_class(u),complement(v)),universal_class) -> equal(symmetric_difference(power_class(u),complement(v)),null_class) member(apply(choice,symmetric_difference(power_class(u),complement(v))),union(complement(power_class(u)),v))*.
% 299.74/300.49 52181[0:Rew:9395.0,52080.1,9395.0,52080.0] || member(symmetric_difference(complement(u),complement(singleton(u))),universal_class) -> equal(symmetric_difference(complement(u),complement(singleton(u))),null_class) member(apply(choice,symmetric_difference(complement(u),complement(singleton(u)))),successor(u))*.
% 299.74/300.49 52528[4:Res:882.2,17825.2] || member(ordered_pair(u,cantor(u)),cross_product(v,w))* member(ordered_pair(u,cantor(u)),x)* member(u,universal_class) subclass(domain_relation,complement(restrict(x,v,w)))* -> .
% 299.74/300.49 55660[0:Res:3146.1,47998.0] || member(regular(intersection(u,intersection(v,intersection(complement(w),power_class(x))))),union(w,complement(power_class(x))))* -> equal(intersection(u,intersection(v,intersection(complement(w),power_class(x)))),null_class).
% 299.74/300.49 55657[0:Res:3318.1,47998.0] || member(regular(intersection(intersection(u,intersection(complement(v),power_class(w))),x)),union(v,complement(power_class(w))))* -> equal(intersection(intersection(u,intersection(complement(v),power_class(w))),x),null_class).
% 299.74/300.49 55654[0:Res:3145.1,47998.0] || member(regular(intersection(u,intersection(intersection(complement(v),power_class(w)),x))),union(v,complement(power_class(w))))* -> equal(intersection(u,intersection(intersection(complement(v),power_class(w)),x)),null_class).
% 299.74/300.49 55653[0:Res:3317.1,47998.0] || member(regular(intersection(intersection(intersection(complement(u),power_class(v)),w),x)),union(u,complement(power_class(v))))* -> equal(intersection(intersection(intersection(complement(u),power_class(v)),w),x),null_class).
% 299.74/300.49 55807[0:Res:3146.1,48187.0] || member(regular(intersection(u,intersection(v,intersection(power_class(w),complement(x))))),union(complement(power_class(w)),x))* -> equal(intersection(u,intersection(v,intersection(power_class(w),complement(x)))),null_class).
% 299.74/300.49 55804[0:Res:3318.1,48187.0] || member(regular(intersection(intersection(u,intersection(power_class(v),complement(w))),x)),union(complement(power_class(v)),w))* -> equal(intersection(intersection(u,intersection(power_class(v),complement(w))),x),null_class).
% 299.74/300.49 55801[0:Res:3145.1,48187.0] || member(regular(intersection(u,intersection(intersection(power_class(v),complement(w)),x))),union(complement(power_class(v)),w))* -> equal(intersection(u,intersection(intersection(power_class(v),complement(w)),x)),null_class).
% 299.74/300.49 55800[0:Res:3317.1,48187.0] || member(regular(intersection(intersection(intersection(power_class(u),complement(v)),w),x)),union(complement(power_class(u)),v))* -> equal(intersection(intersection(intersection(power_class(u),complement(v)),w),x),null_class).
% 299.74/300.49 56758[0:Res:11960.2,937.0] || member(u,v)* -> equal(regular(unordered_pair(w,x)),x)** equal(unordered_pair(w,x),null_class) equal(ordered_pair(first(ordered_pair(u,w)),second(ordered_pair(u,w))),ordered_pair(u,w))**.
% 299.74/300.49 56874[0:Res:11961.2,937.0] || member(u,v)* -> equal(regular(unordered_pair(w,x)),w)** equal(unordered_pair(w,x),null_class) equal(ordered_pair(first(ordered_pair(u,x)),second(ordered_pair(u,x))),ordered_pair(u,x))**.
% 299.74/300.49 57145[4:Res:6563.2,17395.0] || subclass(u,cantor(regular(cross_product(singleton(not_subclass_element(intersection(v,u),w)),universal_class))))* -> subclass(intersection(v,u),w) equal(cross_product(singleton(not_subclass_element(intersection(v,u),w)),universal_class),null_class).
% 299.74/300.49 57680[0:Res:6565.1,48188.0] || -> subclass(intersection(u,intersection(symmetric_difference(power_class(v),complement(w)),x)),y) member(not_subclass_element(intersection(u,intersection(symmetric_difference(power_class(v),complement(w)),x)),y),union(complement(power_class(v)),w))*.
% 299.74/300.49 57679[0:Res:6565.1,6526.0] || -> subclass(intersection(u,intersection(symmetric_difference(cross_product(v,w),x),y)),z) member(not_subclass_element(intersection(u,intersection(symmetric_difference(cross_product(v,w),x),y)),z),complement(restrict(x,v,w)))*.
% 299.74/300.49 57678[0:Res:6565.1,47999.0] || -> subclass(intersection(u,intersection(symmetric_difference(complement(v),power_class(w)),x)),y) member(not_subclass_element(intersection(u,intersection(symmetric_difference(complement(v),power_class(w)),x)),y),union(v,complement(power_class(w))))*.
% 299.74/300.49 57676[0:Res:6565.1,6525.0] || -> subclass(intersection(u,intersection(symmetric_difference(v,cross_product(w,x)),y)),z) member(not_subclass_element(intersection(u,intersection(symmetric_difference(v,cross_product(w,x)),y)),z),complement(restrict(v,w,x)))*.
% 299.74/300.49 58215[0:Res:6566.1,48188.0] || -> subclass(intersection(u,intersection(v,symmetric_difference(power_class(w),complement(x)))),y) member(not_subclass_element(intersection(u,intersection(v,symmetric_difference(power_class(w),complement(x)))),y),union(complement(power_class(w)),x))*.
% 299.74/300.49 58214[0:Res:6566.1,6526.0] || -> subclass(intersection(u,intersection(v,symmetric_difference(cross_product(w,x),y))),z) member(not_subclass_element(intersection(u,intersection(v,symmetric_difference(cross_product(w,x),y))),z),complement(restrict(y,w,x)))*.
% 299.74/300.49 58213[0:Res:6566.1,47999.0] || -> subclass(intersection(u,intersection(v,symmetric_difference(complement(w),power_class(x)))),y) member(not_subclass_element(intersection(u,intersection(v,symmetric_difference(complement(w),power_class(x)))),y),union(w,complement(power_class(x))))*.
% 299.74/300.49 58211[0:Res:6566.1,6525.0] || -> subclass(intersection(u,intersection(v,symmetric_difference(w,cross_product(x,y)))),z) member(not_subclass_element(intersection(u,intersection(v,symmetric_difference(w,cross_product(x,y)))),z),complement(restrict(w,x,y)))*.
% 299.74/300.49 58570[4:Res:7755.2,17395.0] || subclass(u,cantor(regular(cross_product(singleton(not_subclass_element(intersection(u,v),w)),universal_class))))* -> subclass(intersection(u,v),w) equal(cross_product(singleton(not_subclass_element(intersection(u,v),w)),universal_class),null_class).
% 299.74/300.49 59048[0:Res:7758.1,48188.0] || -> subclass(intersection(intersection(symmetric_difference(power_class(u),complement(v)),w),x),y) member(not_subclass_element(intersection(intersection(symmetric_difference(power_class(u),complement(v)),w),x),y),union(complement(power_class(u)),v))*.
% 299.74/300.49 59047[0:Res:7758.1,6526.0] || -> subclass(intersection(intersection(symmetric_difference(cross_product(u,v),w),x),y),z) member(not_subclass_element(intersection(intersection(symmetric_difference(cross_product(u,v),w),x),y),z),complement(restrict(w,u,v)))*.
% 299.74/300.49 59046[0:Res:7758.1,47999.0] || -> subclass(intersection(intersection(symmetric_difference(complement(u),power_class(v)),w),x),y) member(not_subclass_element(intersection(intersection(symmetric_difference(complement(u),power_class(v)),w),x),y),union(u,complement(power_class(v))))*.
% 299.74/300.49 59044[0:Res:7758.1,6525.0] || -> subclass(intersection(intersection(symmetric_difference(u,cross_product(v,w)),x),y),z) member(not_subclass_element(intersection(intersection(symmetric_difference(u,cross_product(v,w)),x),y),z),complement(restrict(u,v,w)))*.
% 299.74/300.49 59417[0:Res:7759.1,48188.0] || -> subclass(intersection(intersection(u,symmetric_difference(power_class(v),complement(w))),x),y) member(not_subclass_element(intersection(intersection(u,symmetric_difference(power_class(v),complement(w))),x),y),union(complement(power_class(v)),w))*.
% 299.74/300.49 59416[0:Res:7759.1,6526.0] || -> subclass(intersection(intersection(u,symmetric_difference(cross_product(v,w),x)),y),z) member(not_subclass_element(intersection(intersection(u,symmetric_difference(cross_product(v,w),x)),y),z),complement(restrict(x,v,w)))*.
% 299.74/300.49 59415[0:Res:7759.1,47999.0] || -> subclass(intersection(intersection(u,symmetric_difference(complement(v),power_class(w))),x),y) member(not_subclass_element(intersection(intersection(u,symmetric_difference(complement(v),power_class(w))),x),y),union(v,complement(power_class(w))))*.
% 299.74/300.49 59413[0:Res:7759.1,6525.0] || -> subclass(intersection(intersection(u,symmetric_difference(v,cross_product(w,x))),y),z) member(not_subclass_element(intersection(intersection(u,symmetric_difference(v,cross_product(w,x))),y),z),complement(restrict(v,w,x)))*.
% 299.74/300.49 62758[0:SpL:48835.0,48187.0] || member(u,intersection(power_class(v),union(complement(power_class(w)),image(element_relation,power_class(x)))))* member(u,union(complement(power_class(v)),intersection(power_class(w),power_class(complement(power_class(x)))))) -> .
% 299.74/300.49 62752[0:SpL:48835.0,47998.0] || member(u,intersection(union(complement(power_class(v)),image(element_relation,power_class(w))),power_class(x)))* member(u,union(intersection(power_class(v),power_class(complement(power_class(w)))),complement(power_class(x)))) -> .
% 299.74/300.49 62791[0:Rew:48835.0,62715.1] || member(regular(union(complement(power_class(u)),image(element_relation,power_class(v)))),intersection(power_class(u),power_class(complement(power_class(v)))))* -> equal(union(complement(power_class(u)),image(element_relation,power_class(v))),null_class).
% 299.74/300.49 62697[0:SpR:48835.0,319.1] || member(u,universal_class) -> member(u,intersection(complement(v),union(complement(power_class(w)),image(element_relation,power_class(x)))))* member(u,union(v,intersection(power_class(w),power_class(complement(power_class(x)))))).
% 299.74/300.49 62792[0:Rew:48835.0,62684.1] || -> member(not_subclass_element(u,union(complement(power_class(v)),image(element_relation,power_class(w)))),intersection(power_class(v),power_class(complement(power_class(w)))))* subclass(u,union(complement(power_class(v)),image(element_relation,power_class(w)))).
% 299.74/300.49 62682[0:SpR:48835.0,319.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),image(element_relation,power_class(w))),complement(x)))* member(u,union(intersection(power_class(v),power_class(complement(power_class(w)))),x)).
% 299.74/300.49 62637[0:SpR:48835.0,24029.0] || -> subclass(complement(successor(intersection(power_class(u),power_class(complement(power_class(v)))))),intersection(union(complement(power_class(u)),image(element_relation,power_class(v))),complement(singleton(intersection(power_class(u),power_class(complement(power_class(v))))))))*.
% 299.74/300.49 63217[0:SpL:48838.0,48187.0] || member(u,intersection(power_class(v),union(image(element_relation,power_class(w)),complement(power_class(x)))))* member(u,union(complement(power_class(v)),intersection(power_class(complement(power_class(w))),power_class(x)))) -> .
% 299.74/300.49 63211[0:SpL:48838.0,47998.0] || member(u,intersection(union(image(element_relation,power_class(v)),complement(power_class(w))),power_class(x)))* member(u,union(intersection(power_class(complement(power_class(v))),power_class(w)),complement(power_class(x)))) -> .
% 299.74/300.49 63251[0:Rew:48838.0,63174.1] || member(regular(union(image(element_relation,power_class(u)),complement(power_class(v)))),intersection(power_class(complement(power_class(u))),power_class(v)))* -> equal(union(image(element_relation,power_class(u)),complement(power_class(v))),null_class).
% 299.74/300.49 63156[0:SpR:48838.0,319.1] || member(u,universal_class) -> member(u,intersection(complement(v),union(image(element_relation,power_class(w)),complement(power_class(x)))))* member(u,union(v,intersection(power_class(complement(power_class(w))),power_class(x)))).
% 299.74/300.49 63252[0:Rew:48838.0,63142.1] || -> member(not_subclass_element(u,union(image(element_relation,power_class(v)),complement(power_class(w)))),intersection(power_class(complement(power_class(v))),power_class(w)))* subclass(u,union(image(element_relation,power_class(v)),complement(power_class(w)))).
% 299.74/300.49 63140[0:SpR:48838.0,319.1] || member(u,universal_class) -> member(u,intersection(union(image(element_relation,power_class(v)),complement(power_class(w))),complement(x)))* member(u,union(intersection(power_class(complement(power_class(v))),power_class(w)),x)).
% 299.74/300.49 63095[0:SpR:48838.0,24029.0] || -> subclass(complement(successor(intersection(power_class(complement(power_class(u))),power_class(v)))),intersection(union(image(element_relation,power_class(u)),complement(power_class(v))),complement(singleton(intersection(power_class(complement(power_class(u))),power_class(v))))))*.
% 299.74/300.49 64436[2:Res:573.1,7716.0] || member(regular(intersection(regular(complement(intersection(u,v))),w)),symmetric_difference(u,v))* -> equal(intersection(regular(complement(intersection(u,v))),w),null_class) equal(complement(intersection(u,v)),null_class).
% 299.74/300.49 64497[4:MRR:64438.3,52648.2] || member(regular(intersection(regular(intersection(u,v)),w)),v)* member(regular(intersection(regular(intersection(u,v)),w)),u)* -> equal(intersection(regular(intersection(u,v)),w),null_class).
% 299.74/300.49 64502[4:MRR:64448.2,52701.1] || member(ordered_pair(u,regular(intersection(regular(image(v,image(w,singleton(u)))),x))),compose(v,w))* -> equal(intersection(regular(image(v,image(w,singleton(u)))),x),null_class).
% 299.74/300.49 64503[2:MRR:64441.0,12497.1] || -> member(regular(intersection(regular(image(element_relation,power_class(u))),v)),power_class(complement(power_class(u))))* equal(intersection(regular(image(element_relation,power_class(u))),v),null_class) equal(image(element_relation,power_class(u)),null_class).
% 299.74/300.49 65118[2:Res:573.1,7728.0] || member(regular(intersection(u,regular(complement(intersection(v,w))))),symmetric_difference(v,w))* -> equal(intersection(u,regular(complement(intersection(v,w)))),null_class) equal(complement(intersection(v,w)),null_class).
% 299.74/300.49 65177[4:MRR:65120.3,52648.2] || member(regular(intersection(u,regular(intersection(v,w)))),w)* member(regular(intersection(u,regular(intersection(v,w)))),v)* -> equal(intersection(u,regular(intersection(v,w))),null_class).
% 299.74/300.49 65182[4:MRR:65129.2,52701.1] || member(ordered_pair(u,regular(intersection(v,regular(image(w,image(x,singleton(u))))))),compose(w,x))* -> equal(intersection(v,regular(image(w,image(x,singleton(u))))),null_class).
% 299.74/300.49 65183[2:MRR:65123.0,12497.1] || -> member(regular(intersection(u,regular(image(element_relation,power_class(v))))),power_class(complement(power_class(v))))* equal(intersection(u,regular(image(element_relation,power_class(v)))),null_class) equal(image(element_relation,power_class(v)),null_class).
% 299.74/300.49 68359[0:Res:12468.3,617.0] || member(u,universal_class) member(v,u) subclass(element_relation,ordered_pair(w,x))* -> equal(ordered_pair(v,u),unordered_pair(w,singleton(x)))* equal(ordered_pair(v,u),singleton(w)).
% 299.74/300.49 68355[0:Res:12468.3,8686.2] || member(u,universal_class) member(v,u) subclass(element_relation,union(w,x))* member(ordered_pair(v,u),complement(x))* member(ordered_pair(v,u),complement(w))* -> .
% 299.74/300.49 68415[4:MRR:68394.0,308.0] || member(u,ordered_pair(v,w))* subclass(element_relation,cross_product(universal_class,cross_product(universal_class,universal_class))) member(v,cantor(u)) -> member(ordered_pair(u,ordered_pair(v,apply(u,v))),application_function)*.
% 299.74/300.49 69241[0:Res:13412.1,3106.0] || member(not_subclass_element(union(u,v),w),union(complement(u),complement(v))) -> member(not_subclass_element(union(u,v),w),symmetric_difference(complement(u),complement(v)))* subclass(union(u,v),w).
% 299.74/300.49 69182[0:SpL:47973.0,3106.0] || member(not_subclass_element(union(intersection(power_class(u),complement(v)),w),x),intersection(union(complement(power_class(u)),v),complement(w)))* -> subclass(union(intersection(power_class(u),complement(v)),w),x).
% 299.74/300.49 69181[0:SpL:47967.0,3106.0] || member(not_subclass_element(union(intersection(complement(u),power_class(v)),w),x),intersection(union(u,complement(power_class(v))),complement(w)))* -> subclass(union(intersection(complement(u),power_class(v)),w),x).
% 299.74/300.49 69164[0:SpL:47973.0,3106.0] || member(not_subclass_element(union(u,intersection(power_class(v),complement(w))),x),intersection(complement(u),union(complement(power_class(v)),w)))* -> subclass(union(u,intersection(power_class(v),complement(w))),x).
% 299.74/300.49 69163[0:SpL:47967.0,3106.0] || member(not_subclass_element(union(u,intersection(complement(v),power_class(w))),x),intersection(complement(u),union(v,complement(power_class(w)))))* -> subclass(union(u,intersection(complement(v),power_class(w))),x).
% 299.74/300.49 69457[0:Res:51.1,3477.0] inductive(unordered_pair(u,v)) || -> equal(image(successor_relation,unordered_pair(u,v)),null_class) equal(regular(image(successor_relation,unordered_pair(u,v))),v)** equal(regular(image(successor_relation,unordered_pair(u,v))),u)**.
% 299.74/300.49 69547[0:SpR:49205.0,3537.1] || -> equal(intersection(symmetric_difference(u,complement(power_class(complement(power_class(v))))),w),null_class) member(regular(intersection(symmetric_difference(u,complement(power_class(complement(power_class(v))))),w)),union(u,image(element_relation,power_class(v))))*.
% 299.74/300.49 69527[0:SpR:49204.0,3537.1] || -> equal(intersection(symmetric_difference(complement(power_class(complement(power_class(u)))),v),w),null_class) member(regular(intersection(symmetric_difference(complement(power_class(complement(power_class(u)))),v),w)),union(image(element_relation,power_class(u)),v))*.
% 299.74/300.49 69720[0:SpR:49205.0,3542.1] || -> equal(intersection(u,symmetric_difference(v,complement(power_class(complement(power_class(w)))))),null_class) member(regular(intersection(u,symmetric_difference(v,complement(power_class(complement(power_class(w))))))),union(v,image(element_relation,power_class(w))))*.
% 299.74/300.49 69700[0:SpR:49204.0,3542.1] || -> equal(intersection(u,symmetric_difference(complement(power_class(complement(power_class(v)))),w)),null_class) member(regular(intersection(u,symmetric_difference(complement(power_class(complement(power_class(v)))),w))),union(image(element_relation,power_class(v)),w))*.
% 299.74/300.49 75713[0:Rew:75578.0,51666.0] || -> equal(intersection(union(cross_product(u,v),image(element_relation,power_class(w))),complement(restrict(complement(power_class(complement(power_class(w)))),u,v))),symmetric_difference(cross_product(u,v),complement(power_class(complement(power_class(w))))))**.
% 299.74/300.49 75714[0:Rew:75578.0,51466.0] || -> equal(intersection(union(image(element_relation,power_class(u)),cross_product(v,w)),complement(restrict(complement(power_class(complement(power_class(u)))),v,w))),symmetric_difference(complement(power_class(complement(power_class(u)))),cross_product(v,w)))**.
% 299.74/300.49 77528[0:SpL:75599.0,885.1] || member(u,union(union(v,w),complement(intersection(v,w)))) member(u,complement(symmetric_difference(v,w))) -> member(u,symmetric_difference(union(v,w),complement(intersection(v,w))))*.
% 299.74/300.49 80247[0:Rew:80146.0,80166.1] || -> equal(intersection(u,symmetric_difference(union(v,w),complement(intersection(v,w)))),null_class) member(regular(intersection(u,symmetric_difference(union(v,w),complement(intersection(v,w))))),complement(symmetric_difference(v,w)))*.
% 299.74/300.49 80248[0:Rew:80146.0,80196.2] || subclass(complement(symmetric_difference(u,v)),w) -> equal(symmetric_difference(union(u,v),complement(intersection(u,v))),null_class) member(regular(symmetric_difference(union(u,v),complement(intersection(u,v)))),w)*.
% 299.74/300.49 80249[0:Rew:80146.0,80207.1] || -> equal(intersection(symmetric_difference(union(u,v),complement(intersection(u,v))),w),null_class) member(regular(intersection(symmetric_difference(union(u,v),complement(intersection(u,v))),w)),complement(symmetric_difference(u,v)))*.
% 299.74/300.49 80250[4:Rew:80146.0,80218.1] || -> equal(union(null_class,symmetric_difference(union(u,v),complement(intersection(u,v)))),null_class) member(regular(union(null_class,symmetric_difference(union(u,v),complement(intersection(u,v))))),complement(symmetric_difference(u,v)))*.
% 299.74/300.49 80634[0:Rew:80566.0,70143.0] || member(u,symmetric_difference(union(image(element_relation,power_class(v)),w),complement(intersection(complement(power_class(complement(power_class(v)))),w))))* -> member(u,complement(symmetric_difference(complement(power_class(complement(power_class(v)))),w))).
% 299.74/300.49 80635[0:Rew:80566.0,70163.0] || member(u,symmetric_difference(union(v,image(element_relation,power_class(w))),complement(intersection(v,complement(power_class(complement(power_class(w))))))))* -> member(u,complement(symmetric_difference(v,complement(power_class(complement(power_class(w))))))).
% 299.74/300.49 82592[2:Rew:23551.0,82543.2,23551.0,82543.1] || -> equal(regular(ordered_pair(u,v)),singleton(u)) equal(not_subclass_element(regular(ordered_pair(u,v)),w),singleton(v))** subclass(regular(ordered_pair(u,v)),w) member(u,regular(ordered_pair(u,v)))*.
% 299.74/300.49 83406[4:Res:30965.1,10130.1] || member(union(null_class,complement(compose(element_relation,universal_class))),universal_class) member(apply(choice,union(null_class,complement(compose(element_relation,universal_class)))),element_relation)* -> equal(union(null_class,complement(compose(element_relation,universal_class))),null_class).
% 299.74/300.49 84927[0:Rew:47973.0,84845.1] || member(regular(intersection(union(complement(power_class(u)),v),complement(w))),union(intersection(power_class(u),complement(v)),w))* -> equal(intersection(union(complement(power_class(u)),v),complement(w)),null_class).
% 299.74/300.49 84928[0:Rew:47967.0,84844.1] || member(regular(intersection(union(u,complement(power_class(v))),complement(w))),union(intersection(complement(u),power_class(v)),w))* -> equal(intersection(union(u,complement(power_class(v))),complement(w)),null_class).
% 299.74/300.49 84929[0:Rew:47973.0,84823.1] || member(regular(intersection(complement(u),union(complement(power_class(v)),w))),union(u,intersection(power_class(v),complement(w))))* -> equal(intersection(complement(u),union(complement(power_class(v)),w)),null_class).
% 299.74/300.49 84930[0:Rew:47967.0,84822.1] || member(regular(intersection(complement(u),union(v,complement(power_class(w))))),union(u,intersection(complement(v),power_class(w))))* -> equal(intersection(complement(u),union(v,complement(power_class(w)))),null_class).
% 299.74/300.49 85349[4:Rew:569.0,85279.1] || member(regular(union(null_class,symmetric_difference(complement(u),complement(v)))),symmetric_difference(union(u,v),union(complement(u),complement(v))))* -> equal(union(null_class,symmetric_difference(complement(u),complement(v))),null_class).
% 299.74/300.49 88033[9:Res:79114.1,7886.0] function(restrict(u,v,w)) || -> subclass(intersection(successor(restrict(u,v,w)),x),y) member(not_subclass_element(intersection(successor(restrict(u,v,w)),x),y),cross_product(v,w))*.
% 299.74/300.49 88088[9:Res:79218.1,7886.0] function(restrict(u,v,w)) || -> subclass(intersection(x,successor(restrict(u,v,w))),y) member(not_subclass_element(intersection(x,successor(restrict(u,v,w))),y),cross_product(v,w))*.
% 299.74/300.49 89006[2:MRR:88949.0,12502.1] || subclass(u,regular(intersection(complement(v),power_class(w)))) -> member(not_subclass_element(u,x),union(v,complement(power_class(w))))* subclass(u,x) equal(intersection(complement(v),power_class(w)),null_class).
% 299.74/300.49 89010[2:MRR:88958.0,12497.1] || -> member(regular(regular(intersection(complement(u),power_class(v)))),union(u,complement(power_class(v))))* equal(regular(intersection(complement(u),power_class(v))),null_class) equal(intersection(complement(u),power_class(v)),null_class).
% 299.74/300.49 89014[0:MRR:88967.0,12502.1] || subclass(u,v) -> member(not_subclass_element(u,intersection(intersection(complement(w),power_class(x)),v)),union(w,complement(power_class(x))))* subclass(u,intersection(intersection(complement(w),power_class(x)),v)).
% 299.74/300.49 89016[0:MRR:88969.0,12502.1] || -> member(not_subclass_element(intersection(u,v),intersection(intersection(complement(w),power_class(x)),u)),union(w,complement(power_class(x))))* subclass(intersection(u,v),intersection(intersection(complement(w),power_class(x)),u)).
% 299.74/300.49 89017[0:MRR:88968.0,12502.1] || -> member(not_subclass_element(intersection(u,v),intersection(intersection(complement(w),power_class(x)),v)),union(w,complement(power_class(x))))* subclass(intersection(u,v),intersection(intersection(complement(w),power_class(x)),v)).
% 299.74/300.49 89428[2:MRR:89367.0,12502.1] || subclass(u,regular(intersection(power_class(v),complement(w)))) -> member(not_subclass_element(u,x),union(complement(power_class(v)),w))* subclass(u,x) equal(intersection(power_class(v),complement(w)),null_class).
% 299.74/300.49 89432[2:MRR:89376.0,12497.1] || -> member(regular(regular(intersection(power_class(u),complement(v)))),union(complement(power_class(u)),v))* equal(regular(intersection(power_class(u),complement(v))),null_class) equal(intersection(power_class(u),complement(v)),null_class).
% 299.74/300.49 89436[0:MRR:89385.0,12502.1] || subclass(u,v) -> member(not_subclass_element(u,intersection(intersection(power_class(w),complement(x)),v)),union(complement(power_class(w)),x))* subclass(u,intersection(intersection(power_class(w),complement(x)),v)).
% 299.74/300.49 89438[0:MRR:89387.0,12502.1] || -> member(not_subclass_element(intersection(u,v),intersection(intersection(power_class(w),complement(x)),u)),union(complement(power_class(w)),x))* subclass(intersection(u,v),intersection(intersection(power_class(w),complement(x)),u)).
% 299.74/300.49 89439[0:MRR:89386.0,12502.1] || -> member(not_subclass_element(intersection(u,v),intersection(intersection(power_class(w),complement(x)),v)),union(complement(power_class(w)),x))* subclass(intersection(u,v),intersection(intersection(power_class(w),complement(x)),v)).
% 299.74/300.49 92520[0:Rew:47973.0,92433.0] || -> subclass(symmetric_difference(union(complement(power_class(u)),v),complement(w)),x) member(not_subclass_element(symmetric_difference(union(complement(power_class(u)),v),complement(w)),x),union(intersection(power_class(u),complement(v)),w))*.
% 299.74/300.49 92521[0:Rew:47967.0,92432.0] || -> subclass(symmetric_difference(union(u,complement(power_class(v))),complement(w)),x) member(not_subclass_element(symmetric_difference(union(u,complement(power_class(v))),complement(w)),x),union(intersection(complement(u),power_class(v)),w))*.
% 299.74/300.49 92522[0:Rew:47973.0,92409.0] || -> subclass(symmetric_difference(complement(u),union(complement(power_class(v)),w)),x) member(not_subclass_element(symmetric_difference(complement(u),union(complement(power_class(v)),w)),x),union(u,intersection(power_class(v),complement(w))))*.
% 299.74/300.49 92523[0:Rew:47967.0,92408.0] || -> subclass(symmetric_difference(complement(u),union(v,complement(power_class(w)))),x) member(not_subclass_element(symmetric_difference(complement(u),union(v,complement(power_class(w)))),x),union(u,intersection(complement(v),power_class(w))))*.
% 299.74/300.49 93313[0:Rew:47973.0,93191.1] || -> member(not_subclass_element(u,intersection(union(complement(power_class(v)),w),complement(x))),union(intersection(power_class(v),complement(w)),x))* subclass(u,intersection(union(complement(power_class(v)),w),complement(x))).
% 299.74/300.49 93314[0:Rew:47967.0,93190.1] || -> member(not_subclass_element(u,intersection(union(v,complement(power_class(w))),complement(x))),union(intersection(complement(v),power_class(w)),x))* subclass(u,intersection(union(v,complement(power_class(w))),complement(x))).
% 299.74/300.49 93315[0:Rew:47973.0,93167.1] || -> member(not_subclass_element(u,intersection(complement(v),union(complement(power_class(w)),x))),union(v,intersection(power_class(w),complement(x))))* subclass(u,intersection(complement(v),union(complement(power_class(w)),x))).
% 299.74/300.49 93316[0:Rew:47967.0,93166.1] || -> member(not_subclass_element(u,intersection(complement(v),union(w,complement(power_class(x))))),union(v,intersection(complement(w),power_class(x))))* subclass(u,intersection(complement(v),union(w,complement(power_class(x))))).
% 299.74/300.49 94214[0:Res:6567.1,6535.0] || -> subclass(intersection(u,restrict(symmetric_difference(complement(v),complement(w)),x,y)),z) member(not_subclass_element(intersection(u,restrict(symmetric_difference(complement(v),complement(w)),x,y)),z),union(v,w))*.
% 299.74/300.49 94210[0:Res:6567.1,47968.0] || member(not_subclass_element(intersection(u,restrict(image(element_relation,power_class(v)),w,x)),y),power_class(complement(power_class(v))))* -> subclass(intersection(u,restrict(image(element_relation,power_class(v)),w,x)),y).
% 299.74/300.49 94593[0:Res:7760.1,6535.0] || -> subclass(intersection(restrict(symmetric_difference(complement(u),complement(v)),w,x),y),z) member(not_subclass_element(intersection(restrict(symmetric_difference(complement(u),complement(v)),w,x),y),z),union(u,v))*.
% 299.74/300.49 94589[0:Res:7760.1,47968.0] || member(not_subclass_element(intersection(restrict(image(element_relation,power_class(u)),v,w),x),y),power_class(complement(power_class(u))))* -> subclass(intersection(restrict(image(element_relation,power_class(u)),v,w),x),y).
% 299.74/300.49 95551[4:Res:17399.1,14010.0] || subclass(domain_relation,flip(cross_product(universal_class,universal_class))) subclass(composition_function,element_relation) -> member(ordered_pair(u,v),ordered_pair(cantor(ordered_pair(v,u)),compose(ordered_pair(u,v),cantor(ordered_pair(v,u)))))*.
% 299.74/300.49 95550[4:Res:17398.1,14010.0] || subclass(domain_relation,rotate(cross_product(universal_class,universal_class))) subclass(composition_function,element_relation) -> member(ordered_pair(u,cantor(ordered_pair(v,u))),ordered_pair(v,compose(ordered_pair(u,cantor(ordered_pair(v,u))),v)))*.
% 299.74/300.49 95747[4:MRR:95686.4,52650.2] || member(ordered_pair(u,cantor(u)),cross_product(v,w))* member(ordered_pair(u,cantor(u)),x)* member(u,universal_class) subclass(domain_relation,regular(restrict(x,v,w)))* -> .
% 299.74/300.49 96263[0:Res:7755.2,48030.0] || subclass(u,intersection(complement(v),power_class(complement(power_class(w))))) member(not_subclass_element(intersection(u,x),y),union(v,image(element_relation,power_class(w))))* -> subclass(intersection(u,x),y).
% 299.74/300.49 96261[0:Res:6563.2,48030.0] || subclass(u,intersection(complement(v),power_class(complement(power_class(w))))) member(not_subclass_element(intersection(x,u),y),union(v,image(element_relation,power_class(w))))* -> subclass(intersection(x,u),y).
% 299.74/300.49 96256[0:Res:530.3,48030.0] function(u) || member(v,universal_class) subclass(universal_class,intersection(complement(w),power_class(complement(power_class(x))))) member(image(u,v),union(w,image(element_relation,power_class(x))))* -> .
% 299.74/300.49 96244[0:Res:5957.2,48030.0] || member(inverse(u),universal_class) subclass(domain_relation,intersection(complement(v),power_class(complement(power_class(w))))) member(ordered_pair(inverse(u),range_of(u)),union(v,image(element_relation,power_class(w))))* -> .
% 299.74/300.49 96234[0:Res:494.3,48030.0] || member(u,universal_class) subclass(u,intersection(complement(v),power_class(complement(power_class(w))))) member(apply(choice,u),union(v,image(element_relation,power_class(w))))* -> equal(u,null_class).
% 299.74/300.49 96224[0:Res:13412.1,48030.0] || member(u,union(complement(v),power_class(complement(power_class(w))))) member(u,union(v,image(element_relation,power_class(w)))) -> member(u,symmetric_difference(complement(v),power_class(complement(power_class(w)))))*.
% 299.74/300.49 96582[0:Res:7755.2,48062.0] || subclass(u,intersection(power_class(complement(power_class(v))),complement(w))) member(not_subclass_element(intersection(u,x),y),union(image(element_relation,power_class(v)),w))* -> subclass(intersection(u,x),y).
% 299.74/300.49 96580[0:Res:6563.2,48062.0] || subclass(u,intersection(power_class(complement(power_class(v))),complement(w))) member(not_subclass_element(intersection(x,u),y),union(image(element_relation,power_class(v)),w))* -> subclass(intersection(x,u),y).
% 299.74/300.49 96575[0:Res:530.3,48062.0] function(u) || member(v,universal_class) subclass(universal_class,intersection(power_class(complement(power_class(w))),complement(x))) member(image(u,v),union(image(element_relation,power_class(w)),x))* -> .
% 299.74/300.49 96563[0:Res:5957.2,48062.0] || member(inverse(u),universal_class) subclass(domain_relation,intersection(power_class(complement(power_class(v))),complement(w))) member(ordered_pair(inverse(u),range_of(u)),union(image(element_relation,power_class(v)),w))* -> .
% 299.74/300.49 96553[0:Res:494.3,48062.0] || member(u,universal_class) subclass(u,intersection(power_class(complement(power_class(v))),complement(w))) member(apply(choice,u),union(image(element_relation,power_class(v)),w))* -> equal(u,null_class).
% 299.74/300.49 96543[0:Res:13412.1,48062.0] || member(u,union(power_class(complement(power_class(v))),complement(w))) member(u,union(image(element_relation,power_class(v)),w)) -> member(u,symmetric_difference(power_class(complement(power_class(v))),complement(w)))*.
% 299.74/300.49 96696[4:Res:95315.0,7886.0] || -> subclass(union(null_class,intersection(union(null_class,restrict(u,v,w)),x)),y) member(not_subclass_element(union(null_class,intersection(union(null_class,restrict(u,v,w)),x)),y),cross_product(v,w))*.
% 299.74/300.49 97028[4:Res:95358.0,7886.0] || -> subclass(union(null_class,intersection(u,union(null_class,restrict(v,w,x)))),y) member(not_subclass_element(union(null_class,intersection(u,union(null_class,restrict(v,w,x)))),y),cross_product(w,x))*.
% 299.74/300.49 97253[0:SpL:48870.0,258.0] || member(u,intersection(complement(v),union(complement(power_class(w)),intersection(complement(x),power_class(y)))))* member(u,union(v,intersection(power_class(w),union(x,complement(power_class(y)))))) -> .
% 299.74/300.49 97242[0:SpL:48870.0,6315.1] || member(u,universal_class) subclass(universal_class,union(complement(power_class(v)),intersection(complement(w),power_class(x))))* member(sum_class(u),intersection(power_class(v),union(w,complement(power_class(x)))))* -> .
% 299.74/300.49 97241[0:SpL:48870.0,6374.1] || member(u,universal_class) subclass(universal_class,union(complement(power_class(v)),intersection(complement(w),power_class(x))))* member(power_class(u),intersection(power_class(v),union(w,complement(power_class(x)))))* -> .
% 299.74/300.49 97235[0:SpL:48870.0,258.0] || member(u,intersection(union(complement(power_class(v)),intersection(complement(w),power_class(x))),complement(y)))* member(u,union(intersection(power_class(v),union(w,complement(power_class(x)))),y)) -> .
% 299.74/300.49 97955[0:SpL:48871.0,258.0] || member(u,intersection(complement(v),union(intersection(complement(w),power_class(x)),complement(power_class(y)))))* member(u,union(v,intersection(union(w,complement(power_class(x))),power_class(y)))) -> .
% 299.74/300.49 97944[0:SpL:48871.0,6315.1] || member(u,universal_class) subclass(universal_class,union(intersection(complement(v),power_class(w)),complement(power_class(x))))* member(sum_class(u),intersection(union(v,complement(power_class(w))),power_class(x)))* -> .
% 299.74/300.49 97943[0:SpL:48871.0,6374.1] || member(u,universal_class) subclass(universal_class,union(intersection(complement(v),power_class(w)),complement(power_class(x))))* member(power_class(u),intersection(union(v,complement(power_class(w))),power_class(x)))* -> .
% 299.74/300.49 97937[0:SpL:48871.0,258.0] || member(u,intersection(union(intersection(complement(v),power_class(w)),complement(power_class(x))),complement(y)))* member(u,union(intersection(union(v,complement(power_class(w))),power_class(x)),y)) -> .
% 299.74/300.49 98646[0:SpL:48872.0,258.0] || member(u,intersection(complement(v),union(intersection(power_class(w),complement(x)),complement(power_class(y)))))* member(u,union(v,intersection(union(complement(power_class(w)),x),power_class(y)))) -> .
% 299.74/300.49 98635[0:SpL:48872.0,6315.1] || member(u,universal_class) subclass(universal_class,union(intersection(power_class(v),complement(w)),complement(power_class(x))))* member(sum_class(u),intersection(union(complement(power_class(v)),w),power_class(x)))* -> .
% 299.74/300.49 98634[0:SpL:48872.0,6374.1] || member(u,universal_class) subclass(universal_class,union(intersection(power_class(v),complement(w)),complement(power_class(x))))* member(power_class(u),intersection(union(complement(power_class(v)),w),power_class(x)))* -> .
% 299.74/300.49 98628[0:SpL:48872.0,258.0] || member(u,intersection(union(intersection(power_class(v),complement(w)),complement(power_class(x))),complement(y)))* member(u,union(intersection(union(complement(power_class(v)),w),power_class(x)),y)) -> .
% 299.74/300.49 98867[4:Res:95309.0,7886.0] || -> subclass(intersection(intersection(union(null_class,restrict(u,v,w)),x),y),z) member(not_subclass_element(intersection(intersection(union(null_class,restrict(u,v,w)),x),y),z),cross_product(v,w))*.
% 299.74/300.49 98999[4:Res:95320.0,7886.0] || -> subclass(intersection(u,intersection(v,union(null_class,restrict(w,x,y)))),z) member(not_subclass_element(intersection(u,intersection(v,union(null_class,restrict(w,x,y)))),z),cross_product(x,y))*.
% 299.74/300.49 99125[4:Res:95350.0,7886.0] || -> subclass(intersection(u,intersection(union(null_class,restrict(v,w,x)),y)),z) member(not_subclass_element(intersection(u,intersection(union(null_class,restrict(v,w,x)),y)),z),cross_product(w,x))*.
% 299.74/300.49 99365[0:SpL:48874.0,258.0] || member(u,intersection(complement(v),union(complement(power_class(w)),intersection(power_class(x),complement(y)))))* member(u,union(v,intersection(power_class(w),union(complement(power_class(x)),y)))) -> .
% 299.74/300.49 99354[0:SpL:48874.0,6315.1] || member(u,universal_class) subclass(universal_class,union(complement(power_class(v)),intersection(power_class(w),complement(x))))* member(sum_class(u),intersection(power_class(v),union(complement(power_class(w)),x)))* -> .
% 299.74/300.49 99353[0:SpL:48874.0,6374.1] || member(u,universal_class) subclass(universal_class,union(complement(power_class(v)),intersection(power_class(w),complement(x))))* member(power_class(u),intersection(power_class(v),union(complement(power_class(w)),x)))* -> .
% 299.74/300.49 99347[0:SpL:48874.0,258.0] || member(u,intersection(union(complement(power_class(v)),intersection(power_class(w),complement(x))),complement(y)))* member(u,union(intersection(power_class(v),union(complement(power_class(w)),x)),y)) -> .
% 299.74/300.49 99552[4:Res:95356.0,7886.0] || -> subclass(intersection(intersection(u,union(null_class,restrict(v,w,x))),y),z) member(not_subclass_element(intersection(intersection(u,union(null_class,restrict(v,w,x))),y),z),cross_product(w,x))*.
% 299.74/300.49 100471[4:Res:7755.2,17679.1] || subclass(u,cross_product(singleton(v),universal_class))* member(v,universal_class) member(not_subclass_element(intersection(u,w),x),y)* -> subclass(intersection(u,w),x) member(v,cantor(y))*.
% 299.74/300.49 100469[4:Res:6563.2,17679.1] || subclass(u,cross_product(singleton(v),universal_class))* member(v,universal_class) member(not_subclass_element(intersection(w,u),x),y)* -> subclass(intersection(w,u),x) member(v,cantor(y))*.
% 299.74/300.49 100453[4:Res:283.1,17679.1] || member(u,universal_class) member(regular(restrict(cross_product(singleton(u),universal_class),v,w)),x)* -> equal(restrict(cross_product(singleton(u),universal_class),v,w),null_class) member(u,cantor(x)).
% 299.74/300.49 100449[4:Res:5957.2,17679.1] || member(inverse(u),universal_class) subclass(domain_relation,cross_product(singleton(v),universal_class))* member(v,universal_class) member(ordered_pair(inverse(u),range_of(u)),w)* -> member(v,cantor(w))*.
% 299.74/300.49 100438[4:Res:494.3,17679.1] || member(u,universal_class) subclass(u,cross_product(singleton(v),universal_class))* member(v,universal_class) member(apply(choice,u),w)* -> equal(u,null_class) member(v,cantor(w))*.
% 299.74/300.49 100491[4:Rew:31.0,100465.2,31.0,100465.1] || member(u,universal_class) member(regular(intersection(v,restrict(w,singleton(u),universal_class))),x)* -> equal(intersection(v,restrict(w,singleton(u),universal_class)),null_class) member(u,cantor(x)).
% 299.74/300.49 100492[4:Rew:31.0,100461.2,31.0,100461.1] || member(u,universal_class) member(regular(intersection(restrict(v,singleton(u),universal_class),w)),x)* -> equal(intersection(restrict(v,singleton(u),universal_class),w),null_class) member(u,cantor(x)).
% 299.74/300.49 102371[0:Rew:102293.0,100882.1] || member(u,intersection(complement(v),union(w,intersection(complement(x),union(y,z)))))* member(u,union(v,intersection(complement(w),union(x,complement(union(y,z)))))) -> .
% 299.74/300.49 102452[0:Rew:102293.0,52081.0] || -> equal(union(symmetric_difference(complement(u),complement(singleton(u))),complement(union(successor(u),union(complement(u),complement(singleton(u)))))),complement(symmetric_difference(successor(u),union(complement(u),complement(singleton(u))))))**.
% 299.74/300.49 102494[0:Rew:102293.0,100127.2] || member(u,universal_class) -> member(u,image(element_relation,union(v,intersection(complement(w),union(x,y)))))* member(u,power_class(intersection(complement(v),union(w,complement(union(x,y)))))).
% 299.74/300.49 102499[0:Rew:102293.0,101591.1] || member(u,intersection(union(v,intersection(complement(w),union(x,y))),complement(z)))* member(u,union(intersection(complement(v),union(w,complement(union(x,y)))),z)) -> .
% 299.74/300.49 102506[0:Rew:102293.0,100910.1] || member(u,intersection(complement(v),union(intersection(complement(w),union(x,y)),z)))* member(u,union(v,intersection(union(w,complement(union(x,y))),complement(z)))) -> .
% 299.74/300.49 102514[0:Rew:102293.0,96476.0] || member(u,intersection(power_class(complement(power_class(v))),union(w,complement(union(x,y)))))* member(u,union(image(element_relation,power_class(v)),intersection(complement(w),union(x,y)))) -> .
% 299.74/300.49 102517[0:Rew:102293.0,101032.2] || member(u,universal_class) member(v,u) subclass(element_relation,union(w,complement(union(x,y)))) member(ordered_pair(v,u),intersection(complement(w),union(x,y)))* -> .
% 299.74/300.49 102523[0:Rew:102293.0,100885.1] || member(u,intersection(complement(v),union(w,intersection(union(x,y),complement(z)))))* member(u,union(v,intersection(complement(w),union(complement(union(x,y)),z)))) -> .
% 299.74/300.49 102547[0:Rew:102293.0,100155.2] || member(u,universal_class) -> member(u,image(element_relation,union(intersection(complement(v),union(w,x)),y)))* member(u,power_class(intersection(union(v,complement(union(w,x))),complement(y)))).
% 299.74/300.49 102552[0:Rew:102293.0,101619.1] || member(u,intersection(union(intersection(complement(v),union(w,x)),y),complement(z)))* member(u,union(intersection(union(v,complement(union(w,x))),complement(y)),z)) -> .
% 299.74/300.49 102554[0:Rew:102293.0,9373.0] || -> equal(intersection(union(u,intersection(complement(v),union(w,x))),union(complement(u),union(v,complement(union(w,x))))),symmetric_difference(complement(u),union(v,complement(union(w,x)))))**.
% 299.74/300.49 102568[0:Rew:102293.0,35922.0] || -> equal(union(intersection(u,intersection(complement(v),union(w,x))),intersection(complement(u),union(v,complement(union(w,x))))),complement(symmetric_difference(u,intersection(complement(v),union(w,x)))))**.
% 299.74/300.49 102601[0:Rew:102293.0,96171.0] || member(u,intersection(union(v,complement(union(w,x))),power_class(complement(power_class(y)))))* member(u,union(intersection(complement(v),union(w,x)),image(element_relation,power_class(y)))) -> .
% 299.74/300.49 102636[0:Rew:102293.0,100130.2] || member(u,universal_class) -> member(u,image(element_relation,union(v,intersection(union(w,x),complement(y)))))* member(u,power_class(intersection(complement(v),union(complement(union(w,x)),y)))).
% 299.74/300.49 102641[0:Rew:102293.0,101594.1] || member(u,intersection(union(v,intersection(union(w,x),complement(y))),complement(z)))* member(u,union(intersection(complement(v),union(complement(union(w,x)),y)),z)) -> .
% 299.74/300.49 102654[0:Rew:102293.0,100913.1] || member(u,intersection(complement(v),union(intersection(union(w,x),complement(y)),z)))* member(u,union(v,intersection(union(complement(union(w,x)),y),complement(z)))) -> .
% 299.74/300.49 102656[0:Rew:102293.0,96479.0] || member(u,intersection(power_class(complement(power_class(v))),union(complement(union(w,x)),y)))* member(u,union(image(element_relation,power_class(v)),intersection(union(w,x),complement(y)))) -> .
% 299.74/300.49 102659[0:Rew:102293.0,101743.2] || member(u,universal_class) member(v,u) subclass(element_relation,union(complement(union(w,x)),y)) member(ordered_pair(v,u),intersection(union(w,x),complement(y)))* -> .
% 299.74/300.49 102822[0:Rew:102293.0,9388.0] || -> equal(intersection(union(intersection(complement(u),union(v,w)),x),union(union(u,complement(union(v,w))),complement(x))),symmetric_difference(union(u,complement(union(v,w))),complement(x)))**.
% 299.74/300.49 102834[0:Rew:102293.0,35939.0] || -> equal(union(intersection(intersection(complement(u),union(v,w)),x),intersection(union(u,complement(union(v,w))),complement(x))),complement(symmetric_difference(intersection(complement(u),union(v,w)),x)))**.
% 299.74/300.49 102932[0:Rew:102293.0,69159.0] || member(not_subclass_element(union(u,image(element_relation,union(v,w))),x),intersection(complement(u),power_class(complement(union(v,w)))))* -> subclass(union(u,image(element_relation,union(v,w))),x).
% 299.74/300.49 102983[0:Rew:102293.0,100158.2] || member(u,universal_class) -> member(u,image(element_relation,union(intersection(union(v,w),complement(x)),y)))* member(u,power_class(intersection(union(complement(union(v,w)),x),complement(y)))).
% 299.74/300.49 102988[0:Rew:102293.0,101622.1] || member(u,intersection(union(intersection(union(v,w),complement(x)),y),complement(z)))* member(u,union(intersection(union(complement(union(v,w)),x),complement(y)),z)) -> .
% 299.74/300.49 102990[0:Rew:102293.0,9376.0] || -> equal(intersection(union(u,intersection(union(v,w),complement(x))),union(complement(u),union(complement(union(v,w)),x))),symmetric_difference(complement(u),union(complement(union(v,w)),x)))**.
% 299.74/300.49 103004[0:Rew:102293.0,35924.0] || -> equal(union(intersection(u,intersection(union(v,w),complement(x))),intersection(complement(u),union(complement(union(v,w)),x))),complement(symmetric_difference(u,intersection(union(v,w),complement(x)))))**.
% 299.74/300.49 103037[0:Rew:102293.0,96174.0] || member(u,intersection(union(complement(union(v,w)),x),power_class(complement(power_class(y)))))* member(u,union(intersection(union(v,w),complement(x)),image(element_relation,power_class(y)))) -> .
% 299.74/300.49 103161[0:Rew:102293.0,9391.0] || -> equal(intersection(union(intersection(union(u,v),complement(w)),x),union(union(complement(union(u,v)),w),complement(x))),symmetric_difference(union(complement(union(u,v)),w),complement(x)))**.
% 299.74/300.49 103173[0:Rew:102293.0,35941.0] || -> equal(union(intersection(intersection(union(u,v),complement(w)),x),intersection(union(complement(union(u,v)),w),complement(x))),complement(symmetric_difference(intersection(union(u,v),complement(w)),x)))**.
% 299.74/300.49 103296[0:Rew:102293.0,69177.0] || member(not_subclass_element(union(image(element_relation,union(u,v)),w),x),intersection(power_class(complement(union(u,v))),complement(w)))* -> subclass(union(image(element_relation,union(u,v)),w),x).
% 299.74/300.49 104592[0:Rew:102293.0,102578.1] || member(not_subclass_element(intersection(u,union(v,complement(union(w,x)))),y),intersection(complement(v),union(w,x)))* -> subclass(intersection(u,union(v,complement(union(w,x)))),y).
% 299.74/300.49 104593[0:Rew:103948.0,102581.0] || -> equal(union(u,intersection(union(v,complement(union(w,x))),complement(singleton(intersection(complement(v),union(w,x)))))),union(u,complement(successor(intersection(complement(v),union(w,x))))))**.
% 299.74/300.49 104594[0:Rew:102293.0,102593.1] || member(not_subclass_element(u,intersection(union(v,complement(union(w,x))),u)),symmetric_difference(complement(v),union(w,x)))* -> subclass(u,intersection(union(v,complement(union(w,x))),u)).
% 299.74/300.49 104595[0:Rew:102293.0,102611.0] || -> member(not_subclass_element(u,intersection(complement(v),power_class(complement(union(w,x))))),union(v,image(element_relation,union(w,x))))* subclass(u,intersection(complement(v),power_class(complement(union(w,x))))).
% 299.74/300.49 104596[0:Rew:102293.0,102622.1] || member(regular(intersection(u,intersection(v,power_class(complement(union(w,x)))))),image(element_relation,union(w,x)))* -> equal(intersection(u,intersection(v,power_class(complement(union(w,x))))),null_class).
% 299.74/300.49 104597[0:Rew:102293.0,102630.2] || subclass(u,v) -> member(not_subclass_element(u,intersection(power_class(complement(union(w,x))),v)),image(element_relation,union(w,x)))* subclass(u,intersection(power_class(complement(union(w,x))),v)).
% 299.74/300.49 104598[0:Rew:102293.0,102631.1] || -> member(not_subclass_element(intersection(u,v),intersection(power_class(complement(union(w,x))),v)),image(element_relation,union(w,x)))* subclass(intersection(u,v),intersection(power_class(complement(union(w,x))),v)).
% 299.74/300.49 104599[0:Rew:102293.0,102632.1] || -> member(not_subclass_element(intersection(u,v),intersection(power_class(complement(union(w,x))),u)),image(element_relation,union(w,x)))* subclass(intersection(u,v),intersection(power_class(complement(union(w,x))),u)).
% 299.74/300.49 104600[0:Rew:102293.0,102697.1] || member(not_subclass_element(intersection(u,symmetric_difference(v,complement(union(w,x)))),y),intersection(complement(v),union(w,x)))* -> subclass(intersection(u,symmetric_difference(v,complement(union(w,x)))),y).
% 299.74/300.49 104613[0:Rew:103959.0,102841.0] || -> equal(union(intersection(union(u,complement(union(v,w))),complement(singleton(intersection(complement(u),union(v,w))))),x),union(x,complement(successor(intersection(complement(u),union(v,w))))))**.
% 299.74/300.49 104614[0:Rew:102293.0,102853.1] || member(not_subclass_element(intersection(union(u,complement(union(v,w))),x),y),intersection(complement(u),union(v,w)))* -> subclass(intersection(union(u,complement(union(v,w))),x),y).
% 299.74/300.49 104616[0:Rew:102293.0,102907.1] || -> subclass(symmetric_difference(complement(u),power_class(complement(union(v,w)))),x) member(not_subclass_element(symmetric_difference(complement(u),power_class(complement(union(v,w)))),x),union(u,image(element_relation,union(v,w))))*.
% 299.74/300.49 104617[0:Rew:102293.0,102913.0] || -> member(not_subclass_element(u,intersection(power_class(complement(union(v,w))),complement(x))),union(image(element_relation,union(v,w)),x))* subclass(u,intersection(power_class(complement(union(v,w))),complement(x))).
% 299.74/300.49 104618[0:Rew:102293.0,102933.1] || member(regular(intersection(complement(u),power_class(complement(union(v,w))))),union(u,image(element_relation,union(v,w))))* -> equal(intersection(complement(u),power_class(complement(union(v,w)))),null_class).
% 299.74/300.49 104619[0:Rew:102293.0,102940.1] || member(regular(intersection(intersection(u,power_class(complement(union(v,w)))),x)),image(element_relation,union(v,w)))* -> equal(intersection(intersection(u,power_class(complement(union(v,w)))),x),null_class).
% 299.74/300.49 104620[0:Rew:102293.0,102951.1] || member(regular(intersection(u,intersection(power_class(complement(union(v,w))),x))),image(element_relation,union(v,w)))* -> equal(intersection(u,intersection(power_class(complement(union(v,w))),x)),null_class).
% 299.74/300.49 104621[2:Rew:102293.0,102958.3] || subclass(u,regular(power_class(complement(union(v,w))))) -> member(not_subclass_element(u,x),image(element_relation,union(v,w)))* subclass(u,x) equal(power_class(complement(union(v,w))),null_class).
% 299.74/300.49 104622[0:Rew:102293.0,103014.1] || member(not_subclass_element(intersection(u,union(complement(union(v,w)),x)),y),intersection(union(v,w),complement(x)))* -> subclass(intersection(u,union(complement(union(v,w)),x)),y).
% 299.74/300.49 104623[0:Rew:103948.0,103017.0] || -> equal(union(u,intersection(union(complement(union(v,w)),x),complement(singleton(intersection(union(v,w),complement(x)))))),union(u,complement(successor(intersection(union(v,w),complement(x))))))**.
% 299.74/300.49 104624[0:Rew:102293.0,103029.1] || member(not_subclass_element(u,intersection(union(complement(union(v,w)),x),u)),symmetric_difference(union(v,w),complement(x)))* -> subclass(u,intersection(union(complement(union(v,w)),x),u)).
% 299.74/300.49 104625[0:Rew:102293.0,103067.1] || -> equal(intersection(u,symmetric_difference(intersection(v,w),complement(union(v,w)))),null_class) member(regular(intersection(u,symmetric_difference(intersection(v,w),complement(union(v,w))))),complement(symmetric_difference(v,w)))*.
% 299.74/300.49 104626[0:Rew:102293.0,103070.0] || member(u,symmetric_difference(complement(symmetric_difference(v,w)),complement(intersection(intersection(v,w),complement(union(v,w))))))* -> member(u,complement(symmetric_difference(intersection(v,w),complement(union(v,w))))).
% 299.74/300.49 104629[0:Rew:102293.0,103112.1] || member(not_subclass_element(intersection(symmetric_difference(u,complement(union(v,w))),x),y),intersection(complement(u),union(v,w)))* -> subclass(intersection(symmetric_difference(u,complement(union(v,w))),x),y).
% 299.74/300.49 104630[0:Rew:102293.0,103128.1] || member(not_subclass_element(intersection(u,symmetric_difference(complement(union(v,w)),x)),y),intersection(union(v,w),complement(x)))* -> subclass(intersection(u,symmetric_difference(complement(union(v,w)),x)),y).
% 299.74/300.49 104631[0:Rew:103959.0,103180.0] || -> equal(union(intersection(union(complement(union(u,v)),w),complement(singleton(intersection(union(u,v),complement(w))))),x),union(x,complement(successor(intersection(union(u,v),complement(w))))))**.
% 299.74/300.49 104632[0:Rew:102293.0,103192.1] || member(not_subclass_element(intersection(union(complement(union(u,v)),w),x),y),intersection(union(u,v),complement(w)))* -> subclass(intersection(union(complement(union(u,v)),w),x),y).
% 299.74/300.49 104634[0:Rew:102293.0,103280.1] || -> subclass(symmetric_difference(power_class(complement(union(u,v))),complement(w)),x) member(not_subclass_element(symmetric_difference(power_class(complement(union(u,v))),complement(w)),x),union(image(element_relation,union(u,v)),w))*.
% 299.74/300.49 104635[0:Rew:102293.0,103297.1] || member(regular(intersection(power_class(complement(union(u,v))),complement(w))),union(image(element_relation,union(u,v)),w))* -> equal(intersection(power_class(complement(union(u,v))),complement(w)),null_class).
% 299.74/300.49 104636[0:Rew:102293.0,103312.1] || member(regular(intersection(intersection(power_class(complement(union(u,v))),w),x)),image(element_relation,union(u,v)))* -> equal(intersection(intersection(power_class(complement(union(u,v))),w),x),null_class).
% 299.74/300.49 104638[0:Rew:102293.0,103433.1] || -> equal(intersection(symmetric_difference(intersection(u,v),complement(union(u,v))),w),null_class) member(regular(intersection(symmetric_difference(intersection(u,v),complement(union(u,v))),w)),complement(symmetric_difference(u,v)))*.
% 299.74/300.49 104640[0:Rew:102293.0,103477.1] || member(not_subclass_element(intersection(symmetric_difference(complement(union(u,v)),w),x),y),intersection(union(u,v),complement(w)))* -> subclass(intersection(symmetric_difference(complement(union(u,v)),w),x),y).
% 299.74/300.49 104676[2:Rew:102293.0,103269.1,102293.0,103269.0] || -> member(regular(regular(power_class(complement(union(u,v))))),image(element_relation,union(u,v)))* equal(regular(power_class(complement(union(u,v)))),null_class) equal(power_class(complement(union(u,v))),null_class).
% 299.74/300.49 108470[0:Rew:103948.0,108271.0] || -> subclass(symmetric_difference(complement(u),union(v,complement(successor(w)))),x) member(not_subclass_element(symmetric_difference(complement(u),union(v,complement(successor(w)))),x),union(u,intersection(complement(v),successor(w))))*.
% 299.74/300.49 108471[0:Rew:103948.0,108223.0] || -> subclass(symmetric_difference(union(u,complement(successor(v))),complement(w)),x) member(not_subclass_element(symmetric_difference(union(u,complement(successor(v))),complement(w)),x),union(intersection(complement(u),successor(v)),w))*.
% 299.74/300.49 110745[0:Res:3146.1,102304.0] || member(regular(intersection(u,intersection(v,image(element_relation,union(w,x))))),power_class(complement(union(w,x))))* -> equal(intersection(u,intersection(v,image(element_relation,union(w,x)))),null_class).
% 299.74/300.49 110742[0:Res:3318.1,102304.0] || member(regular(intersection(intersection(u,image(element_relation,union(v,w))),x)),power_class(complement(union(v,w))))* -> equal(intersection(intersection(u,image(element_relation,union(v,w))),x),null_class).
% 299.74/300.49 110738[0:Res:3145.1,102304.0] || member(regular(intersection(u,intersection(image(element_relation,union(v,w)),x))),power_class(complement(union(v,w))))* -> equal(intersection(u,intersection(image(element_relation,union(v,w)),x)),null_class).
% 299.74/300.49 110736[0:Res:3317.1,102304.0] || member(regular(intersection(intersection(image(element_relation,union(u,v)),w),x)),power_class(complement(union(u,v))))* -> equal(intersection(intersection(image(element_relation,union(u,v)),w),x),null_class).
% 299.74/300.49 112898[0:Res:283.1,102295.0] || -> equal(restrict(symmetric_difference(complement(u),union(v,w)),x,y),null_class) member(regular(restrict(symmetric_difference(complement(u),union(v,w)),x,y)),union(u,complement(union(v,w))))*.
% 299.74/300.49 113329[0:Res:283.1,102309.0] || -> equal(restrict(symmetric_difference(union(u,v),complement(w)),x,y),null_class) member(regular(restrict(symmetric_difference(union(u,v),complement(w)),x,y)),union(complement(union(u,v)),w))*.
% 299.74/300.49 113597[2:MRR:113498.0,12502.1] || subclass(u,regular(image(element_relation,union(v,w)))) -> member(not_subclass_element(u,x),power_class(complement(union(v,w))))* subclass(u,x) equal(image(element_relation,union(v,w)),null_class).
% 299.74/300.49 113602[2:MRR:113508.0,12497.1] || -> member(regular(regular(image(element_relation,union(u,v)))),power_class(complement(union(u,v))))* equal(regular(image(element_relation,union(u,v))),null_class) equal(image(element_relation,union(u,v)),null_class).
% 299.74/300.49 113606[0:MRR:113519.0,12502.1] || subclass(u,v) -> member(not_subclass_element(u,intersection(image(element_relation,union(w,x)),v)),power_class(complement(union(w,x))))* subclass(u,intersection(image(element_relation,union(w,x)),v)).
% 299.74/300.49 113608[0:MRR:113521.0,12502.1] || -> member(not_subclass_element(intersection(u,v),intersection(image(element_relation,union(w,x)),u)),power_class(complement(union(w,x))))* subclass(intersection(u,v),intersection(image(element_relation,union(w,x)),u)).
% 299.74/300.49 113609[0:MRR:113520.0,12502.1] || -> member(not_subclass_element(intersection(u,v),intersection(image(element_relation,union(w,x)),v)),power_class(complement(union(w,x))))* subclass(intersection(u,v),intersection(image(element_relation,union(w,x)),v)).
% 299.74/300.49 114207[0:Res:12468.3,102294.0] || member(u,universal_class) member(v,u) subclass(element_relation,intersection(complement(w),union(x,y))) member(ordered_pair(v,u),union(w,complement(union(x,y))))* -> .
% 299.74/300.49 114176[0:Res:186.1,102294.0] || member(not_subclass_element(intersection(u,intersection(complement(v),union(w,x))),y),union(v,complement(union(w,x))))* -> subclass(intersection(u,intersection(complement(v),union(w,x))),y).
% 299.74/300.49 114152[0:Res:194.1,102294.0] || member(not_subclass_element(intersection(intersection(complement(u),union(v,w)),x),y),union(u,complement(union(v,w))))* -> subclass(intersection(intersection(complement(u),union(v,w)),x),y).
% 299.74/300.49 115179[0:Res:12468.3,102308.0] || member(u,universal_class) member(v,u) subclass(element_relation,intersection(union(w,x),complement(y))) member(ordered_pair(v,u),union(complement(union(w,x)),y))* -> .
% 299.74/300.49 115148[0:Res:186.1,102308.0] || member(not_subclass_element(intersection(u,intersection(union(v,w),complement(x))),y),union(complement(union(v,w)),x))* -> subclass(intersection(u,intersection(union(v,w),complement(x))),y).
% 299.74/300.49 115124[0:Res:194.1,102308.0] || member(not_subclass_element(intersection(intersection(union(u,v),complement(w)),x),y),union(complement(union(u,v)),w))* -> subclass(intersection(intersection(union(u,v),complement(w)),x),y).
% 299.74/300.49 118884[0:SpL:102945.0,6315.1] || member(u,universal_class) subclass(universal_class,union(complement(power_class(v)),image(element_relation,union(w,x))))* member(sum_class(u),intersection(power_class(v),power_class(complement(union(w,x)))))* -> .
% 299.74/300.49 118883[0:SpL:102945.0,6374.1] || member(u,universal_class) subclass(universal_class,union(complement(power_class(v)),image(element_relation,union(w,x))))* member(power_class(u),intersection(power_class(v),power_class(complement(union(w,x)))))* -> .
% 299.74/300.49 121094[0:Rew:80005.0,120753.0,80566.0,120753.0] || -> equal(intersection(complement(symmetric_difference(u,intersection(u,v))),union(complement(intersection(u,v)),union(u,intersection(u,v)))),symmetric_difference(complement(intersection(u,v)),union(u,intersection(u,v))))**.
% 299.74/300.49 121588[0:Rew:80005.0,121259.0,80566.0,121259.0] || -> equal(intersection(complement(symmetric_difference(u,intersection(v,u))),union(complement(intersection(v,u)),union(u,intersection(v,u)))),symmetric_difference(complement(intersection(v,u)),union(u,intersection(v,u))))**.
% 299.74/300.49 123211[0:SpL:103074.0,6315.1] || member(u,universal_class) subclass(universal_class,union(image(element_relation,power_class(v)),complement(union(w,x))))* member(sum_class(u),intersection(power_class(complement(power_class(v))),union(w,x)))* -> .
% 299.74/300.49 123210[0:SpL:103074.0,6374.1] || member(u,universal_class) subclass(universal_class,union(image(element_relation,power_class(v)),complement(union(w,x))))* member(power_class(u),intersection(power_class(complement(power_class(v))),union(w,x)))* -> .
% 299.74/300.49 123757[0:SpL:103320.0,6315.1] || member(u,universal_class) subclass(universal_class,union(image(element_relation,union(v,w)),complement(power_class(x))))* member(sum_class(u),intersection(power_class(complement(union(v,w))),power_class(x)))* -> .
% 299.74/300.49 123756[0:SpL:103320.0,6374.1] || member(u,universal_class) subclass(universal_class,union(image(element_relation,union(v,w)),complement(power_class(x))))* member(power_class(u),intersection(power_class(complement(union(v,w))),power_class(x)))* -> .
% 299.74/300.49 124323[4:Res:123484.0,7886.0] || -> subclass(regular(union(null_class,complement(intersection(restrict(u,v,w),x)))),y) member(not_subclass_element(regular(union(null_class,complement(intersection(restrict(u,v,w),x)))),y),cross_product(v,w))*.
% 299.74/300.49 124503[4:Res:124223.0,7886.0] || -> subclass(regular(union(null_class,complement(intersection(u,restrict(v,w,x))))),y) member(not_subclass_element(regular(union(null_class,complement(intersection(u,restrict(v,w,x))))),y),cross_product(w,x))*.
% 299.74/300.49 124772[0:SpL:103450.0,6315.1] || member(u,universal_class) subclass(universal_class,union(complement(union(v,w)),image(element_relation,power_class(x))))* member(sum_class(u),intersection(union(v,w),power_class(complement(power_class(x)))))* -> .
% 299.74/300.49 124771[0:SpL:103450.0,6374.1] || member(u,universal_class) subclass(universal_class,union(complement(union(v,w)),image(element_relation,power_class(x))))* member(power_class(u),intersection(union(v,w),power_class(complement(power_class(x)))))* -> .
% 299.74/300.49 126154[4:Res:123479.0,7886.0] || -> subclass(union(null_class,intersection(intersection(restrict(u,v,w),x),y)),z) member(not_subclass_element(union(null_class,intersection(intersection(restrict(u,v,w),x),y)),z),cross_product(v,w))*.
% 299.74/300.49 126329[4:Res:123491.0,7886.0] || -> subclass(intersection(union(null_class,intersection(restrict(u,v,w),x)),y),z) member(not_subclass_element(intersection(union(null_class,intersection(restrict(u,v,w),x)),y),z),cross_product(v,w))*.
% 299.74/300.49 126496[4:Res:123520.0,7886.0] || -> subclass(intersection(u,union(null_class,intersection(restrict(v,w,x),y))),z) member(not_subclass_element(intersection(u,union(null_class,intersection(restrict(v,w,x),y))),z),cross_product(w,x))*.
% 299.74/300.49 126660[4:Res:123529.0,7886.0] || -> subclass(union(null_class,intersection(u,intersection(restrict(v,w,x),y))),z) member(not_subclass_element(union(null_class,intersection(u,intersection(restrict(v,w,x),y))),z),cross_product(w,x))*.
% 299.74/300.49 126801[4:Res:123909.0,7886.0] || -> subclass(complement(successor(complement(restrict(restrict(u,v,w),x,y)))),z) member(not_subclass_element(complement(successor(complement(restrict(restrict(u,v,w),x,y)))),z),cross_product(v,w))*.
% 299.74/300.49 127080[4:Res:126047.0,7886.0] || -> subclass(union(null_class,intersection(intersection(u,restrict(v,w,x)),y)),z) member(not_subclass_element(union(null_class,intersection(intersection(u,restrict(v,w,x)),y)),z),cross_product(w,x))*.
% 299.74/300.49 127255[4:Res:126220.0,7886.0] || -> subclass(intersection(union(null_class,intersection(u,restrict(v,w,x))),y),z) member(not_subclass_element(intersection(union(null_class,intersection(u,restrict(v,w,x))),y),z),cross_product(w,x))*.
% 299.74/300.49 127476[4:Res:126395.0,7886.0] || -> subclass(intersection(u,union(null_class,intersection(v,restrict(w,x,y)))),z) member(not_subclass_element(intersection(u,union(null_class,intersection(v,restrict(w,x,y)))),z),cross_product(x,y))*.
% 299.74/300.49 127643[4:Res:126557.0,7886.0] || -> subclass(union(null_class,intersection(u,intersection(v,restrict(w,x,y)))),z) member(not_subclass_element(union(null_class,intersection(u,intersection(v,restrict(w,x,y)))),z),cross_product(x,y))*.
% 299.74/300.49 130938[4:Res:95322.0,7879.0] || -> subclass(complement(successor(complement(unordered_pair(u,v)))),w) equal(not_subclass_element(complement(successor(complement(unordered_pair(u,v)))),w),v)** equal(not_subclass_element(complement(successor(complement(unordered_pair(u,v)))),w),u)**.
% 299.74/300.49 130905[2:SpL:23551.0,7879.0] || subclass(u,regular(ordered_pair(v,w)))* -> equal(regular(ordered_pair(v,w)),singleton(v)) subclass(u,x) equal(not_subclass_element(u,x),singleton(w))* equal(not_subclass_element(u,x),v)*.
% 299.74/300.49 133220[4:Rew:80005.0,133205.2,80005.0,133205.1,80005.0,133205.0] || member(regular(union(null_class,compose(element_relation,universal_class))),universal_class) member(apply(choice,regular(union(null_class,compose(element_relation,universal_class)))),element_relation)* -> equal(regular(union(null_class,compose(element_relation,universal_class))),null_class).
% 299.74/300.49 134991[0:Res:8432.2,48188.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,symmetric_difference(power_class(v),complement(w))) -> member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),union(complement(power_class(v)),w))*.
% 299.74/300.49 134990[0:Res:8432.2,6526.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,symmetric_difference(cross_product(v,w),x)) -> member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),complement(restrict(x,v,w)))*.
% 299.74/300.49 134988[0:Res:8432.2,47999.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,symmetric_difference(complement(v),power_class(w))) -> member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),union(v,complement(power_class(w))))*.
% 299.74/300.49 134986[0:Res:8432.2,6525.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,symmetric_difference(v,cross_product(w,x))) -> member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),complement(restrict(v,w,x)))*.
% 299.74/300.49 135569[0:Res:8431.2,48188.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,symmetric_difference(power_class(v),complement(w))) -> member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),union(complement(power_class(v)),w))*.
% 299.74/300.49 135568[0:Res:8431.2,6526.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,symmetric_difference(cross_product(v,w),x)) -> member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),complement(restrict(x,v,w)))*.
% 299.74/300.49 135566[0:Res:8431.2,47999.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,symmetric_difference(complement(v),power_class(w))) -> member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),union(v,complement(power_class(w))))*.
% 299.74/300.49 135564[0:Res:8431.2,6525.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,symmetric_difference(v,cross_product(w,x))) -> member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),complement(restrict(v,w,x)))*.
% 299.74/300.49 137873[0:Rew:14012.2,137854.3] || member(ordered_pair(u,v),cross_product(universal_class,universal_class))* subclass(composition_function,cross_product(universal_class,universal_class)) subclass(composition_function,successor_relation) -> equal(ordered_pair(successor(u),compose(u,successor(u))),successor(u))**.
% 299.74/300.49 138575[0:SpL:103871.0,48887.0] || member(regular(union(image(element_relation,successor(u)),complement(power_class(v)))),intersection(power_class(complement(successor(u))),power_class(v)))* -> equal(union(image(element_relation,successor(u)),complement(power_class(v))),null_class).
% 299.74/300.49 138833[0:SpL:103871.0,48893.0] || member(regular(union(complement(power_class(u)),image(element_relation,successor(v)))),intersection(power_class(u),power_class(complement(successor(v)))))* -> equal(union(complement(power_class(u)),image(element_relation,successor(v))),null_class).
% 299.74/300.49 141327[0:Res:123475.0,7886.0] || -> subclass(intersection(intersection(intersection(restrict(u,v,w),x),y),z),x1) member(not_subclass_element(intersection(intersection(intersection(restrict(u,v,w),x),y),z),x1),cross_product(v,w))*.
% 299.74/300.49 141688[0:Res:123485.0,7886.0] || -> subclass(intersection(u,intersection(v,intersection(restrict(w,x,y),z))),x1) member(not_subclass_element(intersection(u,intersection(v,intersection(restrict(w,x,y),z))),x1),cross_product(x,y))*.
% 299.74/300.49 141930[0:Res:123517.0,7886.0] || -> subclass(intersection(u,intersection(intersection(restrict(v,w,x),y),z)),x1) member(not_subclass_element(intersection(u,intersection(intersection(restrict(v,w,x),y),z)),x1),cross_product(w,x))*.
% 299.74/300.49 142177[0:Res:123525.0,7886.0] || -> subclass(intersection(intersection(u,intersection(restrict(v,w,x),y)),z),x1) member(not_subclass_element(intersection(intersection(u,intersection(restrict(v,w,x),y)),z),x1),cross_product(w,x))*.
% 299.74/300.49 142528[0:Res:3143.2,9362.0] || subclass(u,symmetric_difference(union(v,w),union(complement(v),complement(w))))* -> equal(intersection(x,u),null_class) member(regular(intersection(x,u)),complement(symmetric_difference(complement(v),complement(w))))*.
% 299.74/300.49 142526[0:Res:3315.2,9362.0] || subclass(u,symmetric_difference(union(v,w),union(complement(v),complement(w))))* -> equal(intersection(u,x),null_class) member(regular(intersection(u,x)),complement(symmetric_difference(complement(v),complement(w))))*.
% 299.74/300.49 142511[4:Res:17399.1,9362.0] || subclass(domain_relation,flip(symmetric_difference(union(u,v),union(complement(u),complement(v)))))* -> member(ordered_pair(ordered_pair(w,x),cantor(ordered_pair(x,w))),complement(symmetric_difference(complement(u),complement(v))))*.
% 299.74/300.49 142510[4:Res:17398.1,9362.0] || subclass(domain_relation,rotate(symmetric_difference(union(u,v),union(complement(u),complement(v)))))* -> member(ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),x),complement(symmetric_difference(complement(u),complement(v))))*.
% 299.74/300.49 142420[0:SpL:49205.0,9362.0] || member(u,symmetric_difference(union(v,power_class(complement(power_class(w)))),union(complement(v),image(element_relation,power_class(w)))))* -> member(u,complement(symmetric_difference(complement(v),complement(power_class(complement(power_class(w))))))).
% 299.74/300.49 142411[0:SpL:49204.0,9362.0] || member(u,symmetric_difference(union(power_class(complement(power_class(v))),w),union(image(element_relation,power_class(v)),complement(w))))* -> member(u,complement(symmetric_difference(complement(power_class(complement(power_class(v)))),complement(w)))).
% 299.74/300.49 142825[0:Res:127908.0,7886.0] || -> subclass(intersection(intersection(intersection(u,restrict(v,w,x)),y),z),x1) member(not_subclass_element(intersection(intersection(intersection(u,restrict(v,w,x)),y),z),x1),cross_product(w,x))*.
% 299.74/300.49 143068[0:Res:127918.0,7886.0] || -> subclass(intersection(u,intersection(v,intersection(w,restrict(x,y,z)))),x1) member(not_subclass_element(intersection(u,intersection(v,intersection(w,restrict(x,y,z)))),x1),cross_product(y,z))*.
% 299.74/300.49 143310[0:Res:127954.0,7886.0] || -> subclass(intersection(u,intersection(intersection(v,restrict(w,x,y)),z)),x1) member(not_subclass_element(intersection(u,intersection(intersection(v,restrict(w,x,y)),z)),x1),cross_product(x,y))*.
% 299.74/300.49 143557[0:Res:127963.0,7886.0] || -> subclass(intersection(intersection(u,intersection(v,restrict(w,x,y))),z),x1) member(not_subclass_element(intersection(intersection(u,intersection(v,restrict(w,x,y))),z),x1),cross_product(x,y))*.
% 299.74/300.49 143797[0:Res:58786.0,7886.0] || -> subclass(restrict(restrict(restrict(u,v,w),x,y),z,x1),x2) member(not_subclass_element(restrict(restrict(restrict(u,v,w),x,y),z,x1),x2),cross_product(v,w))*.
% 299.74/300.49 144361[5:Res:75461.0,9801.0] || subclass(regular(complement(apply(null_class,u))),v)* subclass(v,w)* -> equal(regular(complement(apply(null_class,u))),null_class) member(apply(choice,regular(complement(apply(null_class,u)))),w)*.
% 299.74/300.49 144360[5:Res:75463.0,9801.0] || subclass(regular(complement(sum_class(range_of(null_class)))),u)* subclass(u,v)* -> equal(regular(complement(sum_class(range_of(null_class)))),null_class) member(apply(choice,regular(complement(sum_class(range_of(null_class))))),v)*.
% 299.74/300.49 144343[4:Res:21039.1,9801.0] || subclass(apply(u,universal_class),v)* subclass(v,w)* -> equal(singleton(image(u,null_class)),null_class) equal(apply(u,universal_class),null_class) member(apply(choice,apply(u,universal_class)),w)*.
% 299.74/300.49 144549[0:SpL:50817.0,48893.0] || member(regular(union(complement(power_class(u)),power_class(complement(power_class(universal_class))))),intersection(power_class(u),image(element_relation,power_class(universal_class))))* -> equal(union(complement(power_class(u)),power_class(complement(power_class(universal_class)))),null_class).
% 299.74/300.49 144532[0:SpL:50817.0,48887.0] || member(regular(union(power_class(complement(power_class(universal_class))),complement(power_class(u)))),intersection(image(element_relation,power_class(universal_class)),power_class(u)))* -> equal(union(power_class(complement(power_class(universal_class))),complement(power_class(u))),null_class).
% 299.74/300.49 144836[4:SpL:50818.0,48893.0] || member(regular(union(complement(power_class(u)),power_class(complement(power_class(null_class))))),intersection(power_class(u),image(element_relation,power_class(null_class))))* -> equal(union(complement(power_class(u)),power_class(complement(power_class(null_class)))),null_class).
% 299.74/300.49 144819[4:SpL:50818.0,48887.0] || member(regular(union(power_class(complement(power_class(null_class))),complement(power_class(u)))),intersection(image(element_relation,power_class(null_class)),power_class(u)))* -> equal(union(power_class(complement(power_class(null_class))),complement(power_class(u))),null_class).
% 299.74/300.49 145159[5:Res:75461.0,14385.0] || -> equal(ordered_pair(first(ordered_pair(regular(complement(apply(null_class,u))),singleton(v))),second(ordered_pair(regular(complement(apply(null_class,u))),singleton(v)))),ordered_pair(regular(complement(apply(null_class,u))),singleton(v)))**.
% 299.74/300.49 145158[5:Res:75463.0,14385.0] || -> equal(ordered_pair(first(ordered_pair(regular(complement(sum_class(range_of(null_class)))),singleton(u))),second(ordered_pair(regular(complement(sum_class(range_of(null_class)))),singleton(u)))),ordered_pair(regular(complement(sum_class(range_of(null_class)))),singleton(u)))**.
% 299.74/300.49 145133[4:Res:21039.1,14385.0] || -> equal(singleton(image(u,null_class)),null_class) equal(ordered_pair(first(ordered_pair(apply(u,universal_class),singleton(v))),second(ordered_pair(apply(u,universal_class),singleton(v)))),ordered_pair(apply(u,universal_class),singleton(v)))**.
% 299.74/300.49 145119[0:Res:13495.2,14385.0] || -> equal(apply(choice,unordered_pair(u,v)),u)** equal(unordered_pair(u,v),null_class) equal(ordered_pair(first(ordered_pair(v,singleton(w))),second(ordered_pair(v,singleton(w)))),ordered_pair(v,singleton(w)))**.
% 299.74/300.49 145118[0:Res:13571.2,14385.0] || -> equal(not_subclass_element(unordered_pair(u,v),w),u)** subclass(unordered_pair(u,v),w) equal(ordered_pair(first(ordered_pair(v,singleton(x))),second(ordered_pair(v,singleton(x)))),ordered_pair(v,singleton(x)))**.
% 299.74/300.49 145045[0:Res:13493.2,14385.0] || -> equal(apply(choice,unordered_pair(u,v)),v)** equal(unordered_pair(u,v),null_class) equal(ordered_pair(first(ordered_pair(u,singleton(w))),second(ordered_pair(u,singleton(w)))),ordered_pair(u,singleton(w)))**.
% 299.74/300.49 145044[0:Res:13570.2,14385.0] || -> equal(not_subclass_element(unordered_pair(u,v),w),v)** subclass(unordered_pair(u,v),w) equal(ordered_pair(first(ordered_pair(u,singleton(x))),second(ordered_pair(u,singleton(x)))),ordered_pair(u,singleton(x)))**.
% 299.74/300.49 147376[0:SpL:8781.1,13769.0] || equal(u,image(v,range_of(null_class)))* member(ordered_pair(w,x),compose(v,regular(cross_product(singleton(w),universal_class))))* -> equal(cross_product(singleton(w),universal_class),null_class) member(x,u)*.
% 299.74/300.49 148503[4:MRR:148449.0,12451.1] || member(choice,universal_class) member(intersection(u,singleton(v)),cantor(choice)) -> equal(intersection(u,singleton(v)),null_class) member(ordered_pair(choice,ordered_pair(intersection(u,singleton(v)),v)),application_function)*.
% 299.74/300.49 148507[2:Obv:148482.4] || member(intersection(u,singleton(v)),universal_class) subclass(intersection(u,singleton(v)),regular(w))* member(v,w) -> equal(intersection(u,singleton(v)),null_class) equal(w,null_class).
% 299.74/300.49 148611[4:MRR:148527.0,12451.1] || member(choice,universal_class) member(intersection(singleton(u),v),cantor(choice)) -> equal(intersection(singleton(u),v),null_class) member(ordered_pair(choice,ordered_pair(intersection(singleton(u),v),u)),application_function)*.
% 299.74/300.49 148615[2:Obv:148583.4] || member(intersection(singleton(u),v),universal_class) subclass(intersection(singleton(u),v),regular(w))* member(u,w) -> equal(intersection(singleton(u),v),null_class) equal(w,null_class).
% 299.74/300.49 148945[0:SpR:47973.0,48029.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),w),power_class(complement(power_class(x)))))* member(u,union(intersection(power_class(v),complement(w)),image(element_relation,power_class(x)))).
% 299.74/300.49 148944[0:SpR:103948.0,48029.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(successor(w))),power_class(complement(power_class(x)))))* member(u,union(intersection(complement(v),successor(w)),image(element_relation,power_class(x)))).
% 299.74/300.49 148943[0:SpR:47967.0,48029.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),power_class(complement(power_class(x)))))* member(u,union(intersection(complement(v),power_class(w)),image(element_relation,power_class(x)))).
% 299.74/300.49 148941[0:SpR:102311.0,48029.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(union(v,w))),power_class(complement(power_class(x)))))* member(u,union(image(element_relation,union(v,w)),image(element_relation,power_class(x)))).
% 299.74/300.49 149142[0:SpR:47973.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),union(complement(power_class(w)),x)))* member(u,union(image(element_relation,power_class(v)),intersection(power_class(w),complement(x)))).
% 299.74/300.49 149141[0:SpR:103948.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),union(w,complement(successor(x)))))* member(u,union(image(element_relation,power_class(v)),intersection(complement(w),successor(x)))).
% 299.74/300.49 149140[0:SpR:47967.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),union(w,complement(power_class(x)))))* member(u,union(image(element_relation,power_class(v)),intersection(complement(w),power_class(x)))).
% 299.74/300.49 149138[0:SpR:102311.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),power_class(complement(union(w,x)))))* member(u,union(image(element_relation,power_class(v)),image(element_relation,union(w,x)))).
% 299.74/300.49 149413[0:SpR:103948.0,13323.2] || member(symmetric_difference(complement(u),successor(v)),universal_class) -> equal(symmetric_difference(complement(u),successor(v)),null_class) member(apply(choice,symmetric_difference(complement(u),successor(v))),union(u,complement(successor(v))))*.
% 299.74/300.49 149609[4:Res:17399.1,14014.0] || subclass(domain_relation,flip(cross_product(universal_class,universal_class))) subclass(composition_function,cross_product(u,v))* -> member(ordered_pair(cantor(ordered_pair(w,x)),compose(ordered_pair(x,w),cantor(ordered_pair(w,x)))),v)*.
% 299.74/300.49 149792[4:Res:17312.2,47989.0] || member(u,universal_class) subclass(domain_relation,intersection(complement(v),union(w,complement(power_class(x))))) member(ordered_pair(u,cantor(u)),union(v,intersection(complement(w),power_class(x))))* -> .
% 299.74/300.49 149708[0:SpL:47973.0,47989.0] || member(u,intersection(union(complement(power_class(v)),w),union(x,complement(power_class(y)))))* member(u,union(intersection(power_class(v),complement(w)),intersection(complement(x),power_class(y)))) -> .
% 299.74/300.49 149707[0:SpL:103948.0,47989.0] || member(u,intersection(union(v,complement(successor(w))),union(x,complement(power_class(y)))))* member(u,union(intersection(complement(v),successor(w)),intersection(complement(x),power_class(y)))) -> .
% 299.74/300.49 149706[0:SpL:47967.0,47989.0] || member(u,intersection(union(v,complement(power_class(w))),union(x,complement(power_class(y)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(complement(x),power_class(y)))) -> .
% 299.74/300.49 149704[0:SpL:102311.0,47989.0] || member(u,intersection(power_class(complement(union(v,w))),union(x,complement(power_class(y)))))* member(u,union(image(element_relation,union(v,w)),intersection(complement(x),power_class(y)))) -> .
% 299.74/300.49 149872[2:Rew:102302.0,149778.1,102302.0,149778.0] || member(union(u,complement(union(v,complement(power_class(w))))),union(u,intersection(complement(v),power_class(w))))* -> equal(singleton(union(u,complement(union(v,complement(power_class(w)))))),null_class).
% 299.74/300.49 150129[4:Res:17312.2,48009.0] || member(u,universal_class) subclass(domain_relation,intersection(union(v,complement(power_class(w))),complement(x))) member(ordered_pair(u,cantor(u)),union(intersection(complement(v),power_class(w)),x))* -> .
% 299.74/300.49 150013[0:SpL:47973.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),union(complement(power_class(x)),y)))* member(u,union(intersection(complement(v),power_class(w)),intersection(power_class(x),complement(y)))) -> .
% 299.74/300.49 150012[0:SpL:103948.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),union(x,complement(successor(y)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(complement(x),successor(y)))) -> .
% 299.74/300.49 150009[0:SpL:102311.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),power_class(complement(union(x,y)))))* member(u,union(intersection(complement(v),power_class(w)),image(element_relation,union(x,y)))) -> .
% 299.74/300.49 150218[2:Rew:102312.0,150115.1,102312.0,150115.0] || member(union(complement(union(u,complement(power_class(v)))),w),union(intersection(complement(u),power_class(v)),w))* -> equal(singleton(union(complement(union(u,complement(power_class(v)))),w)),null_class).
% 299.74/300.49 150465[4:Res:17312.2,48038.0] || member(u,universal_class) subclass(domain_relation,intersection(complement(v),union(complement(power_class(w)),x))) member(ordered_pair(u,cantor(u)),union(v,intersection(power_class(w),complement(x))))* -> .
% 299.74/300.49 150381[0:SpL:47973.0,48038.0] || member(u,intersection(union(complement(power_class(v)),w),union(complement(power_class(x)),y)))* member(u,union(intersection(power_class(v),complement(w)),intersection(power_class(x),complement(y)))) -> .
% 299.74/300.49 150380[0:SpL:103948.0,48038.0] || member(u,intersection(union(v,complement(successor(w))),union(complement(power_class(x)),y)))* member(u,union(intersection(complement(v),successor(w)),intersection(power_class(x),complement(y)))) -> .
% 299.74/300.49 150377[0:SpL:102311.0,48038.0] || member(u,intersection(power_class(complement(union(v,w))),union(complement(power_class(x)),y)))* member(u,union(image(element_relation,union(v,w)),intersection(power_class(x),complement(y)))) -> .
% 299.74/300.49 150555[2:Rew:102302.0,150451.1,102302.0,150451.0] || member(union(u,complement(union(complement(power_class(v)),w))),union(u,intersection(power_class(v),complement(w))))* -> equal(singleton(union(u,complement(union(complement(power_class(v)),w)))),null_class).
% 299.74/300.49 150706[4:Res:17312.2,48198.0] || member(u,universal_class) subclass(domain_relation,intersection(union(complement(power_class(v)),w),complement(x))) member(ordered_pair(u,cantor(u)),union(intersection(power_class(v),complement(w)),x))* -> .
% 299.74/300.49 150582[0:SpL:103948.0,48198.0] || member(u,intersection(union(complement(power_class(v)),w),union(x,complement(successor(y)))))* member(u,union(intersection(power_class(v),complement(w)),intersection(complement(x),successor(y)))) -> .
% 299.74/300.49 150579[0:SpL:102311.0,48198.0] || member(u,intersection(union(complement(power_class(v)),w),power_class(complement(union(x,y)))))* member(u,union(intersection(power_class(v),complement(w)),image(element_relation,union(x,y)))) -> .
% 299.74/300.49 150803[2:Rew:102312.0,150692.1,102312.0,150692.0] || member(union(complement(union(complement(power_class(u)),v)),w),union(intersection(power_class(u),complement(v)),w))* -> equal(singleton(union(complement(union(complement(power_class(u)),v)),w)),null_class).
% 299.74/300.49 151625[0:SpL:102583.0,6546.1] || member(u,symmetric_difference(power_class(v),union(w,complement(union(x,y)))))* subclass(union(complement(power_class(v)),intersection(complement(w),union(x,y))),z)* -> member(u,z)*.
% 299.74/300.49 151564[0:SpR:71286.1,102583.0] || subclass(union(u,complement(union(v,w))),power_class(x)) -> equal(union(complement(power_class(x)),intersection(complement(u),union(v,w))),complement(union(u,complement(union(v,w)))))**.
% 299.74/300.49 151967[4:Res:17312.2,102607.0] || member(u,universal_class) subclass(domain_relation,intersection(complement(v),power_class(complement(union(w,x))))) member(ordered_pair(u,cantor(u)),union(v,image(element_relation,union(w,x))))* -> .
% 299.74/300.49 151885[0:SpL:103948.0,102607.0] || member(u,intersection(union(v,complement(successor(w))),power_class(complement(union(x,y)))))* member(u,union(intersection(complement(v),successor(w)),image(element_relation,union(x,y)))) -> .
% 299.74/300.49 151882[0:SpL:102311.0,102607.0] || member(u,intersection(power_class(complement(union(v,w))),power_class(complement(union(x,y)))))* member(u,union(image(element_relation,union(v,w)),image(element_relation,union(x,y)))) -> .
% 299.74/300.49 152675[0:SpL:102667.0,6546.1] || member(u,symmetric_difference(union(v,complement(power_class(w))),union(x,y)))* subclass(union(intersection(complement(v),power_class(w)),complement(union(x,y))),z)* -> member(u,z)*.
% 299.74/300.49 152812[4:Rew:116020.0,152811.0] || -> equal(union(complement(union(u,complement(power_class(v)))),intersection(union(w,x),union(y,z))),union(intersection(complement(u),power_class(v)),intersection(union(w,x),union(y,z))))**.
% 299.74/300.49 153143[0:SpL:102668.0,6546.1] || member(u,symmetric_difference(union(complement(power_class(v)),w),union(x,y)))* subclass(union(intersection(power_class(v),complement(w)),complement(union(x,y))),z)* -> member(u,z)*.
% 299.74/300.49 153286[4:Rew:116020.0,153285.0] || -> equal(union(complement(union(complement(power_class(u)),v)),intersection(union(w,x),union(y,z))),union(intersection(power_class(u),complement(v)),intersection(union(w,x),union(y,z))))**.
% 299.74/300.49 153609[0:SpL:102866.0,6546.1] || member(u,symmetric_difference(union(v,complement(union(w,x))),power_class(y)))* subclass(union(intersection(complement(v),union(w,x)),complement(power_class(y))),z)* -> member(u,z)*.
% 299.74/300.49 153541[0:SpR:92837.1,102866.0] || subclass(union(u,complement(union(v,w))),power_class(x)) -> equal(union(intersection(complement(u),union(v,w)),complement(power_class(x))),complement(union(u,complement(union(v,w)))))**.
% 299.74/300.49 153987[4:Res:17312.2,102909.0] || member(u,universal_class) subclass(domain_relation,intersection(power_class(complement(union(v,w))),complement(x))) member(ordered_pair(u,cantor(u)),union(image(element_relation,union(v,w)),x))* -> .
% 299.74/300.49 153845[0:SpL:103948.0,102909.0] || member(u,intersection(power_class(complement(union(v,w))),union(x,complement(successor(y)))))* member(u,union(image(element_relation,union(v,w)),intersection(complement(x),successor(y)))) -> .
% 299.74/300.49 154385[0:SpL:103019.0,6546.1] || member(u,symmetric_difference(power_class(v),union(complement(union(w,x)),y)))* subclass(union(complement(power_class(v)),intersection(union(w,x),complement(y))),z)* -> member(u,z)*.
% 299.74/300.49 154323[0:SpR:71286.1,103019.0] || subclass(union(complement(union(u,v)),w),power_class(x)) -> equal(union(complement(power_class(x)),intersection(union(u,v),complement(w))),complement(union(complement(union(u,v)),w)))**.
% 299.74/300.49 154868[0:SpL:103205.0,6546.1] || member(u,symmetric_difference(union(complement(union(v,w)),x),power_class(y)))* subclass(union(intersection(union(v,w),complement(x)),complement(power_class(y))),z)* -> member(u,z)*.
% 299.74/300.49 154800[0:SpR:92837.1,103205.0] || subclass(union(complement(union(u,v)),w),power_class(x)) -> equal(union(intersection(union(u,v),complement(w)),complement(power_class(x))),complement(union(complement(union(u,v)),w)))**.
% 299.74/300.49 155308[0:SpL:103451.0,6546.1] || member(u,symmetric_difference(union(v,w),union(x,complement(power_class(y)))))* subclass(union(complement(union(v,w)),intersection(complement(x),power_class(y))),z)* -> member(u,z)*.
% 299.74/300.49 155440[4:Rew:116023.0,155439.0] || -> equal(union(intersection(union(u,v),union(w,x)),complement(union(y,complement(power_class(z))))),union(intersection(union(u,v),union(w,x)),intersection(complement(y),power_class(z))))**.
% 299.74/300.49 156077[0:SpL:103452.0,6546.1] || member(u,symmetric_difference(union(v,w),union(complement(power_class(x)),y)))* subclass(union(complement(union(v,w)),intersection(power_class(x),complement(y))),z)* -> member(u,z)*.
% 299.74/300.49 156220[4:Rew:116023.0,156219.0] || -> equal(union(intersection(union(u,v),union(w,x)),complement(union(complement(power_class(y)),z))),union(intersection(union(u,v),union(w,x)),intersection(power_class(y),complement(z))))**.
% 299.74/300.49 156978[0:SpL:104283.0,6546.1] || member(u,symmetric_difference(union(v,w),power_class(complement(union(x,y)))))* subclass(union(complement(union(v,w)),image(element_relation,union(x,y))),z)* -> member(u,z)*.
% 299.74/300.49 157812[0:SpL:104284.0,6546.1] || member(u,symmetric_difference(power_class(complement(union(v,w))),union(x,y)))* subclass(union(image(element_relation,union(v,w)),complement(union(x,y))),z)* -> member(u,z)*.
% 299.74/300.49 158508[4:Rew:49204.0,158405.0] || member(u,union(image(element_relation,power_class(null_class)),complement(v))) member(u,union(power_class(complement(power_class(null_class))),v)) -> member(u,symmetric_difference(image(element_relation,power_class(null_class)),complement(v)))*.
% 299.74/300.49 158509[0:Rew:49204.0,158404.0] || member(u,union(image(element_relation,power_class(universal_class)),complement(v))) member(u,union(power_class(complement(power_class(universal_class))),v)) -> member(u,symmetric_difference(image(element_relation,power_class(universal_class)),complement(v)))*.
% 299.74/300.49 158510[0:Rew:103871.0,158374.0] || member(u,union(power_class(complement(successor(v))),complement(w))) member(u,union(image(element_relation,successor(v)),w)) -> member(u,symmetric_difference(power_class(complement(successor(v))),complement(w)))*.
% 299.74/300.49 158512[4:Rew:49205.0,158358.0] || member(u,union(complement(v),image(element_relation,power_class(null_class)))) member(u,union(v,power_class(complement(power_class(null_class))))) -> member(u,symmetric_difference(complement(v),image(element_relation,power_class(null_class))))*.
% 299.74/300.49 158513[0:Rew:49205.0,158357.0] || member(u,union(complement(v),image(element_relation,power_class(universal_class)))) member(u,union(v,power_class(complement(power_class(universal_class))))) -> member(u,symmetric_difference(complement(v),image(element_relation,power_class(universal_class))))*.
% 299.74/300.49 158514[0:Rew:103871.0,158327.0] || member(u,union(complement(v),power_class(complement(successor(w))))) member(u,union(v,image(element_relation,successor(w)))) -> member(u,symmetric_difference(complement(v),power_class(complement(successor(w)))))*.
% 299.74/300.49 161630[2:Res:500.2,6873.0] || member(restrict(regular(u),v,w),universal_class) member(apply(choice,restrict(regular(u),v,w)),u)* -> equal(restrict(regular(u),v,w),null_class) equal(u,null_class).
% 299.74/300.49 161841[4:Res:17312.2,11968.1] || member(u,universal_class) subclass(domain_relation,unordered_pair(v,w))* member(ordered_pair(u,cantor(u)),v)* -> equal(regular(unordered_pair(v,w)),w) equal(unordered_pair(v,w),null_class).
% 299.74/300.49 161832[2:Res:186.1,11968.1] || member(not_subclass_element(intersection(u,unordered_pair(v,w)),x),v)* -> subclass(intersection(u,unordered_pair(v,w)),x) equal(regular(unordered_pair(v,w)),w) equal(unordered_pair(v,w),null_class).
% 299.74/300.49 161805[2:Res:194.1,11968.1] || member(not_subclass_element(intersection(unordered_pair(u,v),w),x),u)* -> subclass(intersection(unordered_pair(u,v),w),x) equal(regular(unordered_pair(u,v)),v) equal(unordered_pair(u,v),null_class).
% 299.74/300.49 161804[4:Res:30453.0,11968.1] || member(not_subclass_element(union(null_class,unordered_pair(u,v)),w),u)* -> subclass(union(null_class,unordered_pair(u,v)),w) equal(regular(unordered_pair(u,v)),v) equal(unordered_pair(u,v),null_class).
% 299.74/300.49 161972[4:Res:17312.2,11969.1] || member(u,universal_class) subclass(domain_relation,unordered_pair(v,w))* member(ordered_pair(u,cantor(u)),w)* -> equal(regular(unordered_pair(v,w)),v) equal(unordered_pair(v,w),null_class).
% 299.74/300.49 161963[2:Res:186.1,11969.1] || member(not_subclass_element(intersection(u,unordered_pair(v,w)),x),w)* -> subclass(intersection(u,unordered_pair(v,w)),x) equal(regular(unordered_pair(v,w)),v) equal(unordered_pair(v,w),null_class).
% 299.74/300.49 161936[2:Res:194.1,11969.1] || member(not_subclass_element(intersection(unordered_pair(u,v),w),x),v)* -> subclass(intersection(unordered_pair(u,v),w),x) equal(regular(unordered_pair(u,v)),u) equal(unordered_pair(u,v),null_class).
% 299.74/300.49 161935[4:Res:30453.0,11969.1] || member(not_subclass_element(union(null_class,unordered_pair(u,v)),w),v)* -> subclass(union(null_class,unordered_pair(u,v)),w) equal(regular(unordered_pair(u,v)),u) equal(unordered_pair(u,v),null_class).
% 299.74/300.49 162634[4:SpR:75150.0,48063.0] || -> equal(intersection(union(apply(null_class,u),image(element_relation,power_class(v))),union(complement(apply(null_class,w)),power_class(complement(power_class(v))))),symmetric_difference(complement(apply(null_class,w)),power_class(complement(power_class(v)))))**.
% 299.74/300.49 162633[4:SpR:75151.0,48063.0] || -> equal(intersection(union(apply(null_class,u),image(element_relation,power_class(v))),union(complement(sum_class(range_of(null_class))),power_class(complement(power_class(v))))),symmetric_difference(complement(sum_class(range_of(null_class))),power_class(complement(power_class(v)))))**.
% 299.74/300.49 162822[0:Rew:146697.0,162631.0] || -> equal(intersection(union(union(u,v),image(element_relation,power_class(w))),union(complement(union(v,u)),power_class(complement(power_class(w))))),symmetric_difference(union(v,u),complement(power_class(complement(power_class(w))))))**.
% 299.74/300.49 162823[4:Rew:147056.0,162630.0] || -> equal(intersection(union(union(null_class,u),image(element_relation,power_class(v))),union(union(null_class,complement(u)),power_class(complement(power_class(v))))),symmetric_difference(union(null_class,u),complement(power_class(complement(power_class(v))))))**.
% 299.74/300.49 162824[4:Rew:147056.0,162629.0] || -> equal(intersection(union(union(u,null_class),image(element_relation,power_class(v))),union(union(null_class,complement(u)),power_class(complement(power_class(v))))),symmetric_difference(union(null_class,u),complement(power_class(complement(power_class(v))))))**.
% 299.74/300.49 162825[4:Rew:147056.0,162628.0] || -> equal(intersection(union(union(u,u),image(element_relation,power_class(v))),union(union(null_class,complement(u)),power_class(complement(power_class(v))))),symmetric_difference(union(null_class,u),complement(power_class(complement(power_class(v))))))**.
% 299.74/300.49 162626[4:SpR:75151.0,48063.0] || -> equal(intersection(union(sum_class(range_of(null_class)),image(element_relation,power_class(u))),union(complement(apply(null_class,v)),power_class(complement(power_class(u))))),symmetric_difference(complement(apply(null_class,v)),power_class(complement(power_class(u)))))**.
% 299.74/300.49 162622[0:SpR:80128.0,48063.0] || -> equal(intersection(union(symmetric_difference(u,v),image(element_relation,power_class(w))),union(complement(symmetric_difference(v,u)),power_class(complement(power_class(w))))),symmetric_difference(complement(symmetric_difference(v,u)),power_class(complement(power_class(w)))))**.
% 299.74/300.49 162851[0:Rew:48063.0,162523.1] || subclass(union(u,image(element_relation,power_class(v))),w) -> equal(symmetric_difference(complement(u),power_class(complement(power_class(v)))),null_class) member(regular(symmetric_difference(complement(u),power_class(complement(power_class(v))))),w)*.
% 299.74/300.49 162852[0:Rew:48063.0,162504.0] || -> equal(intersection(u,symmetric_difference(complement(v),power_class(complement(power_class(w))))),null_class) member(regular(intersection(u,symmetric_difference(complement(v),power_class(complement(power_class(w)))))),union(v,image(element_relation,power_class(w))))*.
% 299.74/300.49 162853[0:Rew:48063.0,162468.0] || -> equal(intersection(symmetric_difference(complement(u),power_class(complement(power_class(v)))),w),null_class) member(regular(intersection(symmetric_difference(complement(u),power_class(complement(power_class(v)))),w)),union(u,image(element_relation,power_class(v))))*.
% 299.74/300.49 163087[4:SpR:75150.0,48279.0] || -> equal(intersection(union(image(element_relation,power_class(u)),apply(null_class,v)),union(power_class(complement(power_class(u))),complement(apply(null_class,w)))),symmetric_difference(power_class(complement(power_class(u))),complement(apply(null_class,w))))**.
% 299.74/300.49 163086[4:SpR:75151.0,48279.0] || -> equal(intersection(union(image(element_relation,power_class(u)),apply(null_class,v)),union(power_class(complement(power_class(u))),complement(sum_class(range_of(null_class))))),symmetric_difference(power_class(complement(power_class(u))),complement(sum_class(range_of(null_class)))))**.
% 299.74/300.49 163084[0:SpR:106411.0,48279.0] || -> equal(intersection(union(image(element_relation,power_class(u)),union(v,w)),union(power_class(complement(power_class(u))),complement(union(w,v)))),symmetric_difference(power_class(complement(power_class(u))),complement(union(w,v))))**.
% 299.74/300.49 163083[4:SpR:29733.0,48279.0] || -> equal(intersection(union(image(element_relation,power_class(u)),union(null_class,v)),union(power_class(complement(power_class(u))),union(null_class,complement(v)))),symmetric_difference(power_class(complement(power_class(u))),union(null_class,complement(v))))**.
% 299.74/300.49 163082[4:SpR:74143.0,48279.0] || -> equal(intersection(union(image(element_relation,power_class(u)),union(v,null_class)),union(power_class(complement(power_class(u))),union(null_class,complement(v)))),symmetric_difference(power_class(complement(power_class(u))),union(null_class,complement(v))))**.
% 299.74/300.49 163081[4:SpR:36664.0,48279.0] || -> equal(intersection(union(image(element_relation,power_class(u)),union(v,v)),union(power_class(complement(power_class(u))),union(null_class,complement(v)))),symmetric_difference(power_class(complement(power_class(u))),union(null_class,complement(v))))**.
% 299.74/300.49 163296[4:Rew:80005.0,163079.0] || -> equal(intersection(union(sum_class(range_of(null_class)),image(element_relation,power_class(u))),union(power_class(complement(power_class(u))),complement(apply(null_class,v)))),symmetric_difference(power_class(complement(power_class(u))),complement(apply(null_class,v))))**.
% 299.74/300.49 163075[0:SpR:80128.0,48279.0] || -> equal(intersection(union(image(element_relation,power_class(u)),symmetric_difference(v,w)),union(power_class(complement(power_class(u))),complement(symmetric_difference(w,v)))),symmetric_difference(power_class(complement(power_class(u))),complement(symmetric_difference(w,v))))**.
% 299.74/300.49 163326[0:Rew:48279.0,162991.1] || subclass(union(image(element_relation,power_class(u)),v),w) -> equal(symmetric_difference(power_class(complement(power_class(u))),complement(v)),null_class) member(regular(symmetric_difference(power_class(complement(power_class(u))),complement(v))),w)*.
% 299.74/300.49 163327[0:Rew:48279.0,162972.0] || -> equal(intersection(u,symmetric_difference(power_class(complement(power_class(v))),complement(w))),null_class) member(regular(intersection(u,symmetric_difference(power_class(complement(power_class(v))),complement(w)))),union(image(element_relation,power_class(v)),w))*.
% 299.74/300.49 163328[0:Rew:48279.0,162936.0] || -> equal(intersection(symmetric_difference(power_class(complement(power_class(u))),complement(v)),w),null_class) member(regular(intersection(symmetric_difference(power_class(complement(power_class(u))),complement(v)),w)),union(image(element_relation,power_class(u)),v))*.
% 299.74/300.49 163514[4:MRR:163475.0,12507.2] || member(intersection(u,complement(cantor(v))),universal_class) -> equal(apply(v,apply(choice,intersection(u,complement(cantor(v))))),sum_class(range_of(null_class)))** equal(intersection(u,complement(cantor(v))),null_class).
% 299.74/300.49 163515[0:MRR:163473.0,12507.2] || member(intersection(u,complement(union(v,w))),universal_class) -> member(apply(choice,intersection(u,complement(union(v,w)))),complement(v))* equal(intersection(u,complement(union(v,w))),null_class).
% 299.74/300.49 163516[0:MRR:163472.0,12507.2] || member(intersection(u,complement(union(v,w))),universal_class) -> member(apply(choice,intersection(u,complement(union(v,w)))),complement(w))* equal(intersection(u,complement(union(v,w))),null_class).
% 299.74/300.49 163517[0:Rew:75587.0,163446.2,75587.0,163446.0] || member(symmetric_difference(u,cross_product(v,w)),universal_class) member(apply(choice,symmetric_difference(u,cross_product(v,w))),restrict(u,v,w))* -> equal(symmetric_difference(u,cross_product(v,w)),null_class).
% 299.74/300.49 163518[0:Rew:75586.0,163445.2,75586.0,163445.0] || member(symmetric_difference(cross_product(u,v),w),universal_class) member(apply(choice,symmetric_difference(cross_product(u,v),w)),restrict(w,u,v))* -> equal(symmetric_difference(cross_product(u,v),w),null_class).
% 299.74/300.49 163724[4:MRR:163679.0,12507.2] || member(intersection(complement(cantor(u)),v),universal_class) -> equal(apply(u,apply(choice,intersection(complement(cantor(u)),v))),sum_class(range_of(null_class)))** equal(intersection(complement(cantor(u)),v),null_class).
% 299.74/300.49 163725[0:MRR:163677.0,12507.2] || member(intersection(complement(union(u,v)),w),universal_class) -> member(apply(choice,intersection(complement(union(u,v)),w)),complement(u))* equal(intersection(complement(union(u,v)),w),null_class).
% 299.74/300.49 163726[0:MRR:163676.0,12507.2] || member(intersection(complement(union(u,v)),w),universal_class) -> member(apply(choice,intersection(complement(union(u,v)),w)),complement(v))* equal(intersection(complement(union(u,v)),w),null_class).
% 299.74/300.49 163920[4:Res:12455.1,887.0] || member(regular(complement(intersection(u,compose(element_relation,universal_class)))),element_relation)* member(regular(complement(intersection(u,compose(element_relation,universal_class)))),u)* -> equal(complement(intersection(u,compose(element_relation,universal_class))),null_class).
% 299.74/300.49 164007[4:MRR:163921.0,12497.1] || member(regular(complement(intersection(u,cantor(v)))),u)* -> equal(apply(v,regular(complement(intersection(u,cantor(v))))),sum_class(range_of(null_class)))** equal(complement(intersection(u,cantor(v))),null_class).
% 299.74/300.49 164009[0:MRR:163919.0,12497.1] || member(regular(complement(intersection(u,union(v,w)))),u)* -> member(regular(complement(intersection(u,union(v,w)))),complement(v))* equal(complement(intersection(u,union(v,w))),null_class).
% 299.74/300.49 164010[0:MRR:163918.0,12497.1] || member(regular(complement(intersection(u,union(v,w)))),u)* -> member(regular(complement(intersection(u,union(v,w)))),complement(w))* equal(complement(intersection(u,union(v,w))),null_class).
% 299.74/300.49 164139[0:Res:12960.4,6535.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,symmetric_difference(complement(w),complement(x)))* -> member(ordered_pair(v,u),union(w,x))*.
% 299.74/300.49 165170[0:Res:13089.3,6535.0] || member(intersection(u,v),universal_class) subclass(v,symmetric_difference(complement(w),complement(x))) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),union(w,x))*.
% 299.74/300.49 165485[0:Res:13287.3,6535.0] || member(intersection(u,v),universal_class) subclass(u,symmetric_difference(complement(w),complement(x))) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),union(w,x))*.
% 299.74/300.49 165734[4:MRR:165712.2,17.1] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,compose(w,x))* -> member(u,cantor(x))* member(ordered_pair(v,compose(u,v)),image(w,range_of(null_class)))*.
% 299.74/300.49 166232[2:Res:36356.0,48011.1] || member(u,universal_class) -> equal(singleton(union(v,complement(power_class(w)))),null_class) member(u,intersection(complement(v),power_class(w))) member(u,complement(singleton(union(v,complement(power_class(w))))))*.
% 299.74/300.49 166541[2:Res:36356.0,48200.1] || member(u,universal_class) -> equal(singleton(union(complement(power_class(v)),w)),null_class) member(u,intersection(power_class(v),complement(w))) member(u,complement(singleton(union(complement(power_class(v)),w))))*.
% 299.74/300.49 166690[2:Res:36356.0,102918.1] || member(u,universal_class) -> equal(singleton(power_class(complement(union(v,w)))),null_class) member(u,image(element_relation,union(v,w))) member(u,complement(singleton(power_class(complement(union(v,w))))))*.
% 299.74/300.49 167818[0:Res:407.2,12416.1] || member(u,universal_class) subclass(universal_class,complement(intersection(v,w)))* member(power_class(u),union(v,w))* subclass(symmetric_difference(v,w),x)* -> member(power_class(u),x)*.
% 299.74/300.49 167817[0:Res:408.2,12416.1] || member(u,universal_class) subclass(universal_class,complement(intersection(v,w)))* member(sum_class(u),union(v,w))* subclass(symmetric_difference(v,w),x)* -> member(sum_class(u),x)*.
% 299.74/300.49 169438[4:MRR:169437.2,56171.0] || -> equal(regular(ordered_pair(u,v)),singleton(u)) equal(regular(regular(ordered_pair(u,v))),singleton(v)) equal(symmetric_difference(u,regular(ordered_pair(u,v))),union(u,regular(ordered_pair(u,v))))**.
% 299.74/300.49 170671[4:Rew:28759.0,170630.2] || member(ordered_pair(u,ordered_pair(v,compose(u,v))),symmetric_difference(w,x))* member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,union(null_class,intersection(w,x))) -> .
% 299.74/300.49 171592[4:SpR:50818.0,47988.1] || member(u,universal_class) -> member(u,intersection(image(element_relation,power_class(null_class)),union(v,complement(power_class(w)))))* member(u,union(power_class(complement(power_class(null_class))),intersection(complement(v),power_class(w)))).
% 299.74/300.49 171591[0:SpR:50817.0,47988.1] || member(u,universal_class) -> member(u,intersection(image(element_relation,power_class(universal_class)),union(v,complement(power_class(w)))))* member(u,union(power_class(complement(power_class(universal_class))),intersection(complement(v),power_class(w)))).
% 299.74/300.49 171561[0:SpR:103871.0,47988.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(successor(v))),union(w,complement(power_class(x)))))* member(u,union(image(element_relation,successor(v)),intersection(complement(w),power_class(x)))).
% 299.74/300.49 171762[0:MRR:171761.0,12502.1] || -> member(not_subclass_element(union(u,complement(union(v,complement(power_class(w))))),x),union(u,intersection(complement(v),power_class(w))))* subclass(union(u,complement(union(v,complement(power_class(w))))),x).
% 299.74/300.49 172316[0:SpR:103871.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),power_class(complement(successor(x)))))* member(u,union(intersection(complement(v),power_class(w)),image(element_relation,successor(x)))).
% 299.74/300.49 172556[0:MRR:172555.0,12502.1] || -> member(not_subclass_element(union(complement(union(u,complement(power_class(v)))),w),x),union(intersection(complement(u),power_class(v)),w))* subclass(union(complement(union(u,complement(power_class(v)))),w),x).
% 299.74/300.49 172934[4:SpR:50818.0,48037.1] || member(u,universal_class) -> member(u,intersection(image(element_relation,power_class(null_class)),union(complement(power_class(v)),w)))* member(u,union(power_class(complement(power_class(null_class))),intersection(power_class(v),complement(w)))).
% 299.74/300.49 172933[0:SpR:50817.0,48037.1] || member(u,universal_class) -> member(u,intersection(image(element_relation,power_class(universal_class)),union(complement(power_class(v)),w)))* member(u,union(power_class(complement(power_class(universal_class))),intersection(power_class(v),complement(w)))).
% 299.74/300.49 172903[0:SpR:103871.0,48037.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(successor(v))),union(complement(power_class(w)),x)))* member(u,union(image(element_relation,successor(v)),intersection(power_class(w),complement(x)))).
% 299.74/300.49 173112[0:MRR:173111.0,12502.1] || -> member(not_subclass_element(union(u,complement(union(complement(power_class(v)),w))),x),union(u,intersection(power_class(v),complement(w))))* subclass(union(u,complement(union(complement(power_class(v)),w))),x).
% 299.74/300.49 3487[0:Res:415.2,62.0] || subclass(u,image(v,image(w,singleton(x))))* member(ordered_pair(x,regular(u)),cross_product(universal_class,universal_class)) -> equal(u,null_class) member(ordered_pair(x,regular(u)),compose(v,w)).
% 299.74/300.49 9989[0:Res:186.1,617.0] || -> subclass(intersection(u,ordered_pair(v,w)),x) equal(not_subclass_element(intersection(u,ordered_pair(v,w)),x),unordered_pair(v,singleton(w)))** equal(not_subclass_element(intersection(u,ordered_pair(v,w)),x),singleton(v)).
% 299.74/300.49 9981[0:Res:194.1,617.0] || -> subclass(intersection(ordered_pair(u,v),w),x) equal(not_subclass_element(intersection(ordered_pair(u,v),w),x),unordered_pair(u,singleton(v)))** equal(not_subclass_element(intersection(ordered_pair(u,v),w),x),singleton(u)).
% 299.74/300.49 10078[0:Res:882.2,176.0] || member(not_subclass_element(complement(restrict(u,v,w)),x),cross_product(v,w))* member(not_subclass_element(complement(restrict(u,v,w)),x),u)* -> subclass(complement(restrict(u,v,w)),x).
% 299.74/300.49 13095[0:Res:497.2,270.0] || member(intersection(u,restrict(v,w,x)),universal_class) -> equal(intersection(u,restrict(v,w,x)),null_class) member(apply(choice,intersection(u,restrict(v,w,x))),cross_product(w,x))*.
% 299.74/300.49 13293[0:Res:496.2,270.0] || member(intersection(restrict(u,v,w),x),universal_class) -> equal(intersection(restrict(u,v,w),x),null_class) member(apply(choice,intersection(restrict(u,v,w),x)),cross_product(v,w))*.
% 299.74/300.49 13410[0:Res:530.3,885.1] function(u) || member(v,universal_class) subclass(universal_class,complement(intersection(w,x))) member(image(u,v),union(w,x)) -> member(image(u,v),symmetric_difference(w,x))*.
% 299.74/300.49 13405[0:Res:494.3,885.1] || member(u,universal_class) subclass(u,complement(intersection(v,w))) member(apply(choice,u),union(v,w)) -> equal(u,null_class) member(apply(choice,u),symmetric_difference(v,w))*.
% 299.74/300.49 13904[0:SpR:823.1,19.2] || member(second(regular(cross_product(u,v))),w) member(first(regular(cross_product(u,v))),x) -> equal(cross_product(u,v),null_class) member(regular(cross_product(u,v)),cross_product(x,w))*.
% 299.74/300.49 14622[2:SoR:744.0,7923.2] single_valued_class(flip(cross_product(u,universal_class))) || subclass(range_of(flip(cross_product(u,universal_class))),v) equal(flip(cross_product(u,universal_class)),null_class) -> maps(flip(cross_product(u,universal_class)),inverse(u),v)*.
% 299.74/300.49 14669[2:SoR:743.0,7923.2] single_valued_class(restrict(element_relation,universal_class,u)) || subclass(range_of(restrict(element_relation,universal_class,u)),v) equal(restrict(element_relation,universal_class,u),null_class) -> maps(restrict(element_relation,universal_class,u),sum_class(u),v)*.
% 299.74/300.49 15111[0:SpL:826.1,96.0] || member(not_subclass_element(cross_product(u,v),w),compose_class(x)) -> subclass(cross_product(u,v),w) equal(compose(x,first(not_subclass_element(cross_product(u,v),w))),second(not_subclass_element(cross_product(u,v),w)))**.
% 299.74/300.49 15712[0:SpL:829.2,18.0] || member(cross_product(u,v),universal_class) member(apply(choice,cross_product(u,v)),cross_product(w,x))* -> equal(cross_product(u,v),null_class) member(second(apply(choice,cross_product(u,v))),x).
% 299.74/300.49 15711[0:SpL:829.2,17.0] || member(cross_product(u,v),universal_class) member(apply(choice,cross_product(u,v)),cross_product(w,x))* -> equal(cross_product(u,v),null_class) member(first(apply(choice,cross_product(u,v))),w).
% 299.74/300.49 16252[2:Rew:7118.0,16246.2,7118.0,16246.1] || member(ordered_pair(u,regular(image(v,range_of(null_class)))),cross_product(universal_class,universal_class))* -> equal(image(v,range_of(null_class)),null_class) member(ordered_pair(u,regular(image(v,range_of(null_class)))),compose(v,null_class))*.
% 299.74/300.49 21230[4:Res:21039.1,937.0] || member(u,v)* -> equal(singleton(image(w,null_class)),null_class) equal(ordered_pair(first(ordered_pair(u,apply(w,universal_class))),second(ordered_pair(u,apply(w,universal_class)))),ordered_pair(u,apply(w,universal_class)))**.
% 299.74/300.49 25019[0:Res:13341.2,62.0] || subclass(universal_class,image(u,image(v,singleton(w))))* member(ordered_pair(w,regular(x)),cross_product(universal_class,universal_class))* -> equal(x,null_class) member(ordered_pair(w,regular(x)),compose(u,v))*.
% 299.74/300.49 28688[0:Rew:566.0,28593.1] || member(not_subclass_element(union(cross_product(u,v),w),symmetric_difference(cross_product(u,v),w)),complement(restrict(w,u,v)))* -> subclass(union(cross_product(u,v),w),symmetric_difference(cross_product(u,v),w)).
% 299.74/300.49 28689[0:Rew:565.0,28592.1] || member(not_subclass_element(union(u,cross_product(v,w)),symmetric_difference(u,cross_product(v,w))),complement(restrict(u,v,w)))* -> subclass(union(u,cross_product(v,w)),symmetric_difference(u,cross_product(v,w))).
% 299.74/300.49 31164[4:Rew:28759.0,29410.2,28759.0,29410.1] || -> subclass(union(null_class,ordered_pair(u,v)),w) equal(not_subclass_element(union(null_class,ordered_pair(u,v)),w),unordered_pair(u,singleton(v)))** equal(not_subclass_element(union(null_class,ordered_pair(u,v)),w),singleton(u)).
% 299.74/300.49 31165[4:Rew:28759.0,29440.1] || -> equal(union(null_class,cross_product(u,v)),null_class) equal(ordered_pair(first(regular(union(null_class,cross_product(u,v)))),second(regular(union(null_class,cross_product(u,v))))),regular(union(null_class,cross_product(u,v))))**.
% 299.74/300.49 32873[0:Rew:8781.1,32859.2] || member(ordered_pair(u,not_subclass_element(v,image(w,range_of(null_class)))),compose(w,regular(cross_product(singleton(u),universal_class))))* -> equal(cross_product(singleton(u),universal_class),null_class) subclass(v,image(w,range_of(null_class))).
% 299.74/300.49 32874[0:Rew:8781.1,32865.2] || member(ordered_pair(u,not_subclass_element(v,range_of(null_class))),compose(regular(cross_product(image(w,singleton(u)),universal_class)),w))* -> equal(cross_product(image(w,singleton(u)),universal_class),null_class) subclass(v,range_of(null_class)).
% 299.74/300.49 33260[2:Res:9918.1,12576.0] || member(apply(choice,regular(union(u,v))),universal_class) -> member(apply(choice,regular(union(u,v))),complement(u))* equal(regular(union(u,v)),null_class) equal(union(u,v),null_class).
% 299.74/300.49 33259[2:Res:9919.1,12576.0] || member(apply(choice,regular(union(u,v))),universal_class) -> member(apply(choice,regular(union(u,v))),complement(v))* equal(regular(union(u,v)),null_class) equal(union(u,v),null_class).
% 299.74/300.49 33252[2:Res:26.2,12576.0] || member(apply(choice,regular(intersection(u,v))),v)* member(apply(choice,regular(intersection(u,v))),u)* -> equal(regular(intersection(u,v)),null_class) equal(intersection(u,v),null_class).
% 299.74/300.49 35602[2:Res:26.2,7719.0] || member(not_subclass_element(regular(intersection(u,v)),w),v)* member(not_subclass_element(regular(intersection(u,v)),w),u)* -> subclass(regular(intersection(u,v)),w) equal(intersection(u,v),null_class).
% 299.74/300.49 39562[9:Rew:39510.1,27856.2] function(u) || subclass(range_of(u),cantor(image(cross_product(v,w),x))) equal(cantor(cantor(y)),universal_class) -> compatible(u,y,inverse(restrict(cross_product(x,universal_class),v,w)))*.
% 299.74/300.49 40346[9:Rew:40321.1,18476.1] one_to_one(restrict(u,v,universal_class)) || subclass(universal_class,cantor(cantor(w))) equal(cantor(cantor(x)),cantor(restrict(u,v,universal_class))) -> compatible(restrict(u,v,universal_class),x,w)*.
% 299.74/300.49 41788[4:Res:17398.1,97.1] || subclass(domain_relation,rotate(cross_product(universal_class,universal_class))) equal(compose(u,ordered_pair(v,cantor(ordered_pair(w,v)))),w) -> member(ordered_pair(ordered_pair(v,cantor(ordered_pair(w,v))),w),compose_class(u))*.
% 299.74/300.49 41727[4:SpR:823.1,17398.1] || subclass(domain_relation,rotate(u)) -> equal(cross_product(v,w),null_class) member(ordered_pair(ordered_pair(second(regular(cross_product(v,w))),cantor(regular(cross_product(v,w)))),first(regular(cross_product(v,w)))),u)*.
% 299.74/300.49 41900[4:Res:17399.1,97.1] || subclass(domain_relation,flip(cross_product(universal_class,universal_class))) equal(compose(u,ordered_pair(v,w)),cantor(ordered_pair(w,v))) -> member(ordered_pair(ordered_pair(v,w),cantor(ordered_pair(w,v))),compose_class(u))*.
% 299.74/300.49 41846[4:SpR:823.1,17399.1] || subclass(domain_relation,flip(u)) -> equal(cross_product(v,w),null_class) member(ordered_pair(regular(cross_product(v,w)),cantor(ordered_pair(second(regular(cross_product(v,w))),first(regular(cross_product(v,w)))))),u)*.
% 299.74/300.49 41839[4:SpR:823.1,17399.1] || subclass(domain_relation,flip(u)) -> equal(cross_product(v,w),null_class) member(ordered_pair(ordered_pair(second(regular(cross_product(v,w))),first(regular(cross_product(v,w)))),cantor(regular(cross_product(v,w)))),u)*.
% 299.74/300.49 41984[0:Res:3143.2,885.1] || subclass(u,complement(intersection(v,w))) member(regular(intersection(x,u)),union(v,w)) -> equal(intersection(x,u),null_class) member(regular(intersection(x,u)),symmetric_difference(v,w))*.
% 299.74/300.49 42509[0:Res:3145.1,11.0] || -> equal(intersection(u,intersection(unordered_pair(v,w),x)),null_class) equal(regular(intersection(u,intersection(unordered_pair(v,w),x))),w)** equal(regular(intersection(u,intersection(unordered_pair(v,w),x))),v)**.
% 299.74/300.49 43105[0:Res:3146.1,11.0] || -> equal(intersection(u,intersection(v,unordered_pair(w,x))),null_class) equal(regular(intersection(u,intersection(v,unordered_pair(w,x)))),x)** equal(regular(intersection(u,intersection(v,unordered_pair(w,x)))),w)**.
% 299.74/300.49 43444[0:Res:3315.2,885.1] || subclass(u,complement(intersection(v,w))) member(regular(intersection(u,x)),union(v,w)) -> equal(intersection(u,x),null_class) member(regular(intersection(u,x)),symmetric_difference(v,w))*.
% 299.74/300.49 43937[0:Res:3317.1,11.0] || -> equal(intersection(intersection(unordered_pair(u,v),w),x),null_class) equal(regular(intersection(intersection(unordered_pair(u,v),w),x)),v)** equal(regular(intersection(intersection(unordered_pair(u,v),w),x)),u)**.
% 299.74/300.49 44472[0:Res:3318.1,11.0] || -> equal(intersection(intersection(u,unordered_pair(v,w)),x),null_class) equal(regular(intersection(intersection(u,unordered_pair(v,w)),x)),w)** equal(regular(intersection(intersection(u,unordered_pair(v,w)),x)),v)**.
% 299.74/300.49 46083[0:Res:61.1,6564.0] || member(ordered_pair(u,not_subclass_element(intersection(v,complement(image(w,image(x,singleton(u))))),y)),compose(w,x))* -> subclass(intersection(v,complement(image(w,image(x,singleton(u))))),y).
% 299.74/300.49 46450[0:Res:61.1,7756.0] || member(ordered_pair(u,not_subclass_element(intersection(complement(image(v,image(w,singleton(u)))),x),y)),compose(v,w))* -> subclass(intersection(complement(image(v,image(w,singleton(u)))),x),y).
% 299.74/300.49 46925[0:Res:1040.2,6525.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,symmetric_difference(w,cross_product(x,y))) -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),complement(restrict(w,x,y)))*.
% 299.74/300.49 47107[0:Res:1040.2,6526.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,symmetric_difference(cross_product(w,x),y)) -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),complement(restrict(y,w,x)))*.
% 299.74/300.49 47179[0:SpR:569.0,7786.1] || -> subclass(symmetric_difference(union(u,v),union(complement(u),complement(v))),w) member(not_subclass_element(symmetric_difference(union(u,v),union(complement(u),complement(v))),w),complement(symmetric_difference(complement(u),complement(v))))*.
% 299.74/300.49 47872[0:Res:5957.2,617.0] || member(inverse(u),universal_class) subclass(domain_relation,ordered_pair(v,w))* -> equal(ordered_pair(inverse(u),range_of(u)),unordered_pair(v,singleton(w)))* equal(ordered_pair(inverse(u),range_of(u)),singleton(v)).
% 299.74/300.49 47836[0:SpR:8226.0,5957.2] || member(inverse(restrict(cross_product(u,universal_class),v,w)),universal_class) subclass(domain_relation,x) -> member(ordered_pair(inverse(restrict(cross_product(u,universal_class),v,w)),image(cross_product(v,w),u)),x)*.
% 299.74/300.49 48984[0:Rew:47963.0,48112.1,47963.0,48112.0] || member(union(u,complement(power_class(v))),universal_class) member(apply(choice,union(u,complement(power_class(v)))),intersection(complement(u),power_class(v)))* -> equal(union(u,complement(power_class(v))),null_class).
% 299.74/300.49 48985[0:Rew:47963.0,48400.1,47963.0,48400.0] || member(union(complement(power_class(u)),v),universal_class) member(apply(choice,union(complement(power_class(u)),v)),intersection(power_class(u),complement(v)))* -> equal(union(complement(power_class(u)),v),null_class).
% 299.74/300.49 51890[0:Res:1040.2,47999.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,symmetric_difference(complement(w),power_class(x))) -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),union(w,complement(power_class(x))))*.
% 299.74/300.49 52005[0:Res:1040.2,48188.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,symmetric_difference(power_class(w),complement(x))) -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),union(complement(power_class(w)),x))*.
% 299.74/300.49 52105[0:SpR:47972.0,9395.0] || -> equal(intersection(successor(image(element_relation,power_class(u))),union(power_class(complement(power_class(u))),complement(singleton(image(element_relation,power_class(u)))))),symmetric_difference(power_class(complement(power_class(u))),complement(singleton(image(element_relation,power_class(u))))))**.
% 299.74/300.49 52070[0:SpR:9395.0,3413.1] || -> equal(symmetric_difference(successor(u),union(complement(u),complement(singleton(u)))),null_class) member(regular(symmetric_difference(successor(u),union(complement(u),complement(singleton(u))))),complement(symmetric_difference(complement(u),complement(singleton(u)))))*.
% 299.74/300.49 55617[0:Res:73.2,47998.0] || member(intersection(complement(u),power_class(v)),universal_class) member(apply(choice,intersection(complement(u),power_class(v))),union(u,complement(power_class(v))))* -> equal(intersection(complement(u),power_class(v)),null_class).
% 299.74/300.49 55764[0:Res:73.2,48187.0] || member(intersection(power_class(u),complement(v)),universal_class) member(apply(choice,intersection(power_class(u),complement(v))),union(complement(power_class(u)),v))* -> equal(intersection(power_class(u),complement(v)),null_class).
% 299.74/300.49 55923[0:Res:5957.2,8686.2] || member(inverse(u),universal_class) subclass(domain_relation,union(v,w))* member(ordered_pair(inverse(u),range_of(u)),complement(w))* member(ordered_pair(inverse(u),range_of(u)),complement(v))* -> .
% 299.74/300.49 55907[0:Res:186.1,8686.2] || member(not_subclass_element(intersection(u,union(v,w)),x),complement(w))* member(not_subclass_element(intersection(u,union(v,w)),x),complement(v))* -> subclass(intersection(u,union(v,w)),x).
% 299.74/300.49 55891[0:Res:73.2,8686.2] || member(union(u,v),universal_class) member(apply(choice,union(u,v)),complement(v))* member(apply(choice,union(u,v)),complement(u))* -> equal(union(u,v),null_class).
% 299.74/300.49 55886[0:Res:194.1,8686.2] || member(not_subclass_element(intersection(union(u,v),w),x),complement(v))* member(not_subclass_element(intersection(union(u,v),w),x),complement(u))* -> subclass(intersection(union(u,v),w),x).
% 299.74/300.49 57137[0:Res:6563.2,617.0] || subclass(u,ordered_pair(v,w))* -> subclass(intersection(x,u),y) equal(not_subclass_element(intersection(x,u),y),unordered_pair(v,singleton(w)))* equal(not_subclass_element(intersection(x,u),y),singleton(v)).
% 299.74/300.49 57134[0:Res:6563.2,8686.2] || subclass(u,union(v,w))* member(not_subclass_element(intersection(x,u),y),complement(w))* member(not_subclass_element(intersection(x,u),y),complement(v))* -> subclass(intersection(x,u),y).
% 299.74/300.49 57668[0:Res:6565.1,48187.0] || member(not_subclass_element(intersection(u,intersection(intersection(power_class(v),complement(w)),x)),y),union(complement(power_class(v)),w))* -> subclass(intersection(u,intersection(intersection(power_class(v),complement(w)),x)),y).
% 299.74/300.49 57667[0:Res:6565.1,47998.0] || member(not_subclass_element(intersection(u,intersection(intersection(complement(v),power_class(w)),x)),y),union(v,complement(power_class(w))))* -> subclass(intersection(u,intersection(intersection(complement(v),power_class(w)),x)),y).
% 299.74/300.49 58203[0:Res:6566.1,48187.0] || member(not_subclass_element(intersection(u,intersection(v,intersection(power_class(w),complement(x)))),y),union(complement(power_class(w)),x))* -> subclass(intersection(u,intersection(v,intersection(power_class(w),complement(x)))),y).
% 299.74/300.49 58202[0:Res:6566.1,47998.0] || member(not_subclass_element(intersection(u,intersection(v,intersection(complement(w),power_class(x)))),y),union(w,complement(power_class(x))))* -> subclass(intersection(u,intersection(v,intersection(complement(w),power_class(x)))),y).
% 299.74/300.49 58562[0:Res:7755.2,617.0] || subclass(u,ordered_pair(v,w))* -> subclass(intersection(u,x),y) equal(not_subclass_element(intersection(u,x),y),unordered_pair(v,singleton(w)))* equal(not_subclass_element(intersection(u,x),y),singleton(v)).
% 299.74/300.49 58559[0:Res:7755.2,8686.2] || subclass(u,union(v,w))* member(not_subclass_element(intersection(u,x),y),complement(w))* member(not_subclass_element(intersection(u,x),y),complement(v))* -> subclass(intersection(u,x),y).
% 299.74/300.49 59036[0:Res:7758.1,48187.0] || member(not_subclass_element(intersection(intersection(intersection(power_class(u),complement(v)),w),x),y),union(complement(power_class(u)),v))* -> subclass(intersection(intersection(intersection(power_class(u),complement(v)),w),x),y).
% 299.74/300.49 59035[0:Res:7758.1,47998.0] || member(not_subclass_element(intersection(intersection(intersection(complement(u),power_class(v)),w),x),y),union(u,complement(power_class(v))))* -> subclass(intersection(intersection(intersection(complement(u),power_class(v)),w),x),y).
% 299.74/300.49 59405[0:Res:7759.1,48187.0] || member(not_subclass_element(intersection(intersection(u,intersection(power_class(v),complement(w))),x),y),union(complement(power_class(v)),w))* -> subclass(intersection(intersection(u,intersection(power_class(v),complement(w))),x),y).
% 299.74/300.49 59404[0:Res:7759.1,47998.0] || member(not_subclass_element(intersection(intersection(u,intersection(complement(v),power_class(w))),x),y),union(v,complement(power_class(w))))* -> subclass(intersection(intersection(u,intersection(complement(v),power_class(w))),x),y).
% 299.74/300.49 62794[0:Rew:48835.0,62721.1] || member(not_subclass_element(union(complement(power_class(u)),image(element_relation,power_class(v))),w),intersection(power_class(u),power_class(complement(power_class(v)))))* -> subclass(union(complement(power_class(u)),image(element_relation,power_class(v))),w).
% 299.74/300.49 63254[0:Rew:48838.0,63180.1] || member(not_subclass_element(union(image(element_relation,power_class(u)),complement(power_class(v))),w),intersection(power_class(complement(power_class(u))),power_class(v)))* -> subclass(union(image(element_relation,power_class(u)),complement(power_class(v))),w).
% 299.74/300.49 64257[0:SpL:48838.0,6171.1] || member(u,image(element_relation,union(intersection(power_class(complement(power_class(v))),power_class(w)),x))) member(u,power_class(intersection(union(image(element_relation,power_class(v)),complement(power_class(w))),complement(x))))* -> .
% 299.74/300.49 64256[0:SpL:48835.0,6171.1] || member(u,image(element_relation,union(intersection(power_class(v),power_class(complement(power_class(w)))),x))) member(u,power_class(intersection(union(complement(power_class(v)),image(element_relation,power_class(w))),complement(x))))* -> .
% 299.74/300.49 64240[0:SpL:48838.0,6171.1] || member(u,image(element_relation,union(v,intersection(power_class(complement(power_class(w))),power_class(x))))) member(u,power_class(intersection(complement(v),union(image(element_relation,power_class(w)),complement(power_class(x))))))* -> .
% 299.74/300.49 64239[0:SpL:48835.0,6171.1] || member(u,image(element_relation,union(v,intersection(power_class(w),power_class(complement(power_class(x))))))) member(u,power_class(intersection(complement(v),union(complement(power_class(w)),image(element_relation,power_class(x))))))* -> .
% 299.74/300.49 66707[0:SpL:826.1,14013.0] || member(not_subclass_element(cross_product(u,v),w),cross_product(universal_class,universal_class))* subclass(composition_function,cross_product(x,y))* -> subclass(cross_product(u,v),w) member(first(not_subclass_element(cross_product(u,v),w)),x)*.
% 299.74/300.49 67206[0:Rew:48104.0,67146.1] || member(not_subclass_element(union(complement(u),power_class(v)),symmetric_difference(complement(u),power_class(v))),union(u,complement(power_class(v))))* -> subclass(union(complement(u),power_class(v)),symmetric_difference(complement(u),power_class(v))).
% 299.74/300.49 67454[0:Rew:48392.0,67394.1] || member(not_subclass_element(union(power_class(u),complement(v)),symmetric_difference(power_class(u),complement(v))),union(complement(power_class(u)),v))* -> subclass(union(power_class(u),complement(v)),symmetric_difference(power_class(u),complement(v))).
% 299.74/300.49 69384[0:Rew:69304.0,69374.2,69304.0,69374.1] || member(ordered_pair(u,regular(range_of(null_class))),cross_product(universal_class,universal_class)) -> equal(range_of(null_class),null_class) member(ordered_pair(u,regular(range_of(null_class))),compose(complement(cross_product(image(v,singleton(u)),universal_class)),v))*.
% 299.74/300.49 69486[4:Res:60803.0,3477.0] || -> equal(union(null_class,intersection(u,unordered_pair(v,w))),null_class) equal(regular(union(null_class,intersection(u,unordered_pair(v,w)))),w)** equal(regular(union(null_class,intersection(u,unordered_pair(v,w)))),v)**.
% 299.74/300.49 69482[4:Res:57812.0,3477.0] || -> equal(intersection(u,union(null_class,unordered_pair(v,w))),null_class) equal(regular(intersection(u,union(null_class,unordered_pair(v,w)))),w)** equal(regular(intersection(u,union(null_class,unordered_pair(v,w)))),v)**.
% 299.74/300.49 69477[4:Res:59182.0,3477.0] || -> equal(intersection(union(null_class,unordered_pair(u,v)),w),null_class) equal(regular(intersection(union(null_class,unordered_pair(u,v)),w)),v)** equal(regular(intersection(union(null_class,unordered_pair(u,v)),w)),u)**.
% 299.74/300.49 69472[4:Res:59213.0,3477.0] || -> equal(union(null_class,intersection(unordered_pair(u,v),w)),null_class) equal(regular(union(null_class,intersection(unordered_pair(u,v),w))),v)** equal(regular(union(null_class,intersection(unordered_pair(u,v),w))),u)**.
% 299.74/300.49 70940[0:Rew:48838.0,70813.1] || member(not_subclass_element(u,union(image(element_relation,power_class(v)),complement(power_class(w)))),symmetric_difference(power_class(complement(power_class(v))),power_class(w)))* -> subclass(u,union(image(element_relation,power_class(v)),complement(power_class(w)))).
% 299.74/300.49 70941[0:Rew:48835.0,70812.1] || member(not_subclass_element(u,union(complement(power_class(v)),image(element_relation,power_class(w)))),symmetric_difference(power_class(v),power_class(complement(power_class(w)))))* -> subclass(u,union(complement(power_class(v)),image(element_relation,power_class(w)))).
% 299.74/300.49 70945[0:Rew:9395.0,70773.1] || member(not_subclass_element(u,complement(symmetric_difference(complement(v),complement(singleton(v))))),symmetric_difference(successor(v),union(complement(v),complement(singleton(v)))))* -> subclass(u,complement(symmetric_difference(complement(v),complement(singleton(v))))).
% 299.74/300.49 70951[0:Rew:48104.0,70774.1] || member(not_subclass_element(u,complement(symmetric_difference(complement(v),power_class(w)))),symmetric_difference(union(v,complement(power_class(w))),union(complement(v),power_class(w))))* -> subclass(u,complement(symmetric_difference(complement(v),power_class(w)))).
% 299.74/300.49 72185[0:Res:13493.2,937.0] || member(u,v)* -> equal(apply(choice,unordered_pair(w,x)),x)** equal(unordered_pair(w,x),null_class) equal(ordered_pair(first(ordered_pair(u,w)),second(ordered_pair(u,w))),ordered_pair(u,w))**.
% 299.74/300.49 72256[0:Res:13495.2,937.0] || member(u,v)* -> equal(apply(choice,unordered_pair(w,x)),w)** equal(unordered_pair(w,x),null_class) equal(ordered_pair(first(ordered_pair(u,x)),second(ordered_pair(u,x))),ordered_pair(u,x))**.
% 299.74/300.49 72347[0:Res:3147.1,48188.0] || -> equal(intersection(u,restrict(symmetric_difference(power_class(v),complement(w)),x,y)),null_class) member(regular(intersection(u,restrict(symmetric_difference(power_class(v),complement(w)),x,y))),union(complement(power_class(v)),w))*.
% 299.74/300.49 72346[0:Res:3147.1,6526.0] || -> equal(intersection(u,restrict(symmetric_difference(cross_product(v,w),x),y,z)),null_class) member(regular(intersection(u,restrict(symmetric_difference(cross_product(v,w),x),y,z))),complement(restrict(x,v,w)))*.
% 299.74/300.49 72344[0:Res:3147.1,47999.0] || -> equal(intersection(u,restrict(symmetric_difference(complement(v),power_class(w)),x,y)),null_class) member(regular(intersection(u,restrict(symmetric_difference(complement(v),power_class(w)),x,y))),union(v,complement(power_class(w))))*.
% 299.74/300.49 72342[0:Res:3147.1,6525.0] || -> equal(intersection(u,restrict(symmetric_difference(v,cross_product(w,x)),y,z)),null_class) member(regular(intersection(u,restrict(symmetric_difference(v,cross_product(w,x)),y,z))),complement(restrict(v,w,x)))*.
% 299.74/300.49 72583[0:Res:3319.1,48188.0] || -> equal(intersection(restrict(symmetric_difference(power_class(u),complement(v)),w,x),y),null_class) member(regular(intersection(restrict(symmetric_difference(power_class(u),complement(v)),w,x),y)),union(complement(power_class(u)),v))*.
% 299.74/300.49 72582[0:Res:3319.1,6526.0] || -> equal(intersection(restrict(symmetric_difference(cross_product(u,v),w),x,y),z),null_class) member(regular(intersection(restrict(symmetric_difference(cross_product(u,v),w),x,y),z)),complement(restrict(w,u,v)))*.
% 299.74/300.49 72580[0:Res:3319.1,47999.0] || -> equal(intersection(restrict(symmetric_difference(complement(u),power_class(v)),w,x),y),null_class) member(regular(intersection(restrict(symmetric_difference(complement(u),power_class(v)),w,x),y)),union(u,complement(power_class(v))))*.
% 299.74/300.49 72578[0:Res:3319.1,6525.0] || -> equal(intersection(restrict(symmetric_difference(u,cross_product(v,w)),x,y),z),null_class) member(regular(intersection(restrict(symmetric_difference(u,cross_product(v,w)),x,y),z)),complement(restrict(u,v,w)))*.
% 299.74/300.49 73005[0:Rew:9395.0,72849.2] || subclass(u,union(complement(v),complement(singleton(v)))) member(not_subclass_element(u,symmetric_difference(complement(v),complement(singleton(v)))),successor(v))* -> subclass(u,symmetric_difference(complement(v),complement(singleton(v)))).
% 299.74/300.49 73008[0:Rew:48392.0,72860.2] || subclass(u,union(power_class(v),complement(w))) member(not_subclass_element(u,symmetric_difference(power_class(v),complement(w))),union(complement(power_class(v)),w))* -> subclass(u,symmetric_difference(power_class(v),complement(w))).
% 299.74/300.49 73009[0:Rew:566.0,72852.2] || subclass(u,union(cross_product(v,w),x)) member(not_subclass_element(u,symmetric_difference(cross_product(v,w),x)),complement(restrict(x,v,w)))* -> subclass(u,symmetric_difference(cross_product(v,w),x)).
% 299.74/300.49 73010[0:Rew:565.0,72851.2] || subclass(u,union(v,cross_product(w,x))) member(not_subclass_element(u,symmetric_difference(v,cross_product(w,x))),complement(restrict(v,w,x)))* -> subclass(u,symmetric_difference(v,cross_product(w,x))).
% 299.74/300.49 73011[0:Rew:48104.0,72850.2] || subclass(u,union(complement(v),power_class(w))) member(not_subclass_element(u,symmetric_difference(complement(v),power_class(w))),union(v,complement(power_class(w))))* -> subclass(u,symmetric_difference(complement(v),power_class(w))).
% 299.74/300.49 73627[0:Rew:48392.0,73442.1] || member(not_subclass_element(symmetric_difference(power_class(u),complement(v)),intersection(w,union(complement(power_class(u)),v))),w)* -> subclass(symmetric_difference(power_class(u),complement(v)),intersection(w,union(complement(power_class(u)),v))).
% 299.74/300.49 73628[0:Rew:566.0,73434.1] || member(not_subclass_element(symmetric_difference(cross_product(u,v),w),intersection(x,complement(restrict(w,u,v)))),x)* -> subclass(symmetric_difference(cross_product(u,v),w),intersection(x,complement(restrict(w,u,v)))).
% 299.74/300.49 73629[0:Rew:565.0,73433.1] || member(not_subclass_element(symmetric_difference(u,cross_product(v,w)),intersection(x,complement(restrict(u,v,w)))),x)* -> subclass(symmetric_difference(u,cross_product(v,w)),intersection(x,complement(restrict(u,v,w)))).
% 299.74/300.49 73630[0:Rew:48104.0,73432.1] || member(not_subclass_element(symmetric_difference(complement(u),power_class(v)),intersection(w,union(u,complement(power_class(v))))),w)* -> subclass(symmetric_difference(complement(u),power_class(v)),intersection(w,union(u,complement(power_class(v))))).
% 299.74/300.49 77359[5:Res:75463.0,937.0] || member(u,v)* -> equal(ordered_pair(first(ordered_pair(u,regular(complement(sum_class(range_of(null_class)))))),second(ordered_pair(u,regular(complement(sum_class(range_of(null_class))))))),ordered_pair(u,regular(complement(sum_class(range_of(null_class))))))**.
% 299.74/300.49 77689[5:Res:75461.0,937.0] || member(u,v)* -> equal(ordered_pair(first(ordered_pair(u,regular(complement(apply(null_class,w))))),second(ordered_pair(u,regular(complement(apply(null_class,w)))))),ordered_pair(u,regular(complement(apply(null_class,w)))))**.
% 299.74/300.49 79098[0:Rew:75586.0,79044.1] || member(not_subclass_element(complement(restrict(u,v,w)),symmetric_difference(cross_product(v,w),u)),union(cross_product(v,w),u))* -> subclass(complement(restrict(u,v,w)),symmetric_difference(cross_product(v,w),u)).
% 299.74/300.49 79099[0:Rew:75586.0,79039.2] || subclass(u,complement(restrict(v,w,x))) member(not_subclass_element(u,symmetric_difference(cross_product(w,x),v)),union(cross_product(w,x),v))* -> subclass(u,symmetric_difference(cross_product(w,x),v)).
% 299.74/300.49 79101[0:Rew:78962.0,79100.1] || member(not_subclass_element(u,complement(symmetric_difference(cross_product(v,w),x))),symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))))* -> subclass(u,complement(symmetric_difference(cross_product(v,w),x))).
% 299.74/300.49 79589[0:Rew:75587.0,79536.1] || member(not_subclass_element(complement(restrict(u,v,w)),symmetric_difference(u,cross_product(v,w))),union(u,cross_product(v,w)))* -> subclass(complement(restrict(u,v,w)),symmetric_difference(u,cross_product(v,w))).
% 299.74/300.49 79590[0:Rew:75587.0,79531.2] || subclass(u,complement(restrict(v,w,x))) member(not_subclass_element(u,symmetric_difference(v,cross_product(w,x))),union(v,cross_product(w,x)))* -> subclass(u,symmetric_difference(v,cross_product(w,x))).
% 299.74/300.49 79592[0:Rew:79456.0,79591.1] || member(not_subclass_element(u,complement(symmetric_difference(v,cross_product(w,x)))),symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))))* -> subclass(u,complement(symmetric_difference(v,cross_product(w,x)))).
% 299.74/300.49 80252[0:Rew:80146.0,80167.1] || -> subclass(intersection(u,symmetric_difference(union(v,w),complement(intersection(v,w)))),x) member(not_subclass_element(intersection(u,symmetric_difference(union(v,w),complement(intersection(v,w)))),x),complement(symmetric_difference(v,w)))*.
% 299.74/300.49 80253[0:Rew:80146.0,80208.1] || -> subclass(intersection(symmetric_difference(union(u,v),complement(intersection(u,v))),w),x) member(not_subclass_element(intersection(symmetric_difference(union(u,v),complement(intersection(u,v))),w),x),complement(symmetric_difference(u,v)))*.
% 299.74/300.49 80254[0:Rew:80146.0,80212.2] || subclass(complement(symmetric_difference(u,v)),w) -> subclass(symmetric_difference(union(u,v),complement(intersection(u,v))),x) member(not_subclass_element(symmetric_difference(union(u,v),complement(intersection(u,v))),x),w)*.
% 299.74/300.49 80255[4:Rew:80146.0,80219.1] || -> subclass(union(null_class,symmetric_difference(union(u,v),complement(intersection(u,v)))),w) member(not_subclass_element(union(null_class,symmetric_difference(union(u,v),complement(intersection(u,v)))),w),complement(symmetric_difference(u,v)))*.
% 299.74/300.49 80586[0:Rew:80566.0,70240.0] || member(u,symmetric_difference(union(power_class(complement(power_class(v))),power_class(w)),union(image(element_relation,power_class(v)),complement(power_class(w)))))* -> member(u,complement(symmetric_difference(power_class(complement(power_class(v))),power_class(w)))).
% 299.74/300.49 80594[0:Rew:80566.0,70946.0] || member(not_subclass_element(u,complement(symmetric_difference(power_class(v),complement(w)))),symmetric_difference(union(power_class(v),complement(w)),union(complement(power_class(v)),w)))* -> subclass(u,complement(symmetric_difference(power_class(v),complement(w)))).
% 299.74/300.49 80596[0:Rew:80566.0,70239.0] || member(u,symmetric_difference(union(power_class(v),power_class(complement(power_class(w)))),union(complement(power_class(v)),image(element_relation,power_class(w)))))* -> member(u,complement(symmetric_difference(power_class(v),power_class(complement(power_class(w)))))).
% 299.74/300.49 81425[0:Rew:75585.0,81353.1] || member(not_subclass_element(union(complement(power_class(u)),v),symmetric_difference(power_class(u),complement(v))),union(power_class(u),complement(v)))* -> subclass(union(complement(power_class(u)),v),symmetric_difference(power_class(u),complement(v))).
% 299.74/300.49 81426[0:Rew:75585.0,81350.2] || subclass(u,union(complement(power_class(v)),w)) member(not_subclass_element(u,symmetric_difference(power_class(v),complement(w))),union(power_class(v),complement(w)))* -> subclass(u,symmetric_difference(power_class(v),complement(w))).
% 299.74/300.49 82564[0:Res:13570.2,937.0] || member(u,v)* -> equal(not_subclass_element(unordered_pair(w,x),y),x)** subclass(unordered_pair(w,x),y) equal(ordered_pair(first(ordered_pair(u,w)),second(ordered_pair(u,w))),ordered_pair(u,w))**.
% 299.74/300.49 82995[0:Res:13571.2,937.0] || member(u,v)* -> equal(not_subclass_element(unordered_pair(w,x),y),w)** subclass(unordered_pair(w,x),y) equal(ordered_pair(first(ordered_pair(u,x)),second(ordered_pair(u,x))),ordered_pair(u,x))**.
% 299.74/300.49 83413[4:Res:30965.1,270.0] || member(union(null_class,restrict(u,v,w)),universal_class) -> equal(union(null_class,restrict(u,v,w)),null_class) member(apply(choice,union(null_class,restrict(u,v,w))),cross_product(v,w))*.
% 299.74/300.49 85003[0:Res:882.2,9740.3] function(u) || member(image(u,v),cross_product(w,x))* member(image(u,v),y)* member(v,universal_class) subclass(universal_class,complement(restrict(y,w,x)))* -> .
% 299.74/300.49 85079[0:Res:882.2,9802.2] || member(apply(choice,u),cross_product(v,w)) member(apply(choice,u),x) member(u,universal_class) subclass(u,complement(restrict(x,v,w)))* -> equal(u,null_class).
% 299.74/300.49 86397[0:Res:51.1,9804.1] inductive(intersection(u,v)) || member(image(successor_relation,intersection(u,v)),universal_class) -> equal(image(successor_relation,intersection(u,v)),null_class) member(apply(choice,image(successor_relation,intersection(u,v))),u)*.
% 299.74/300.49 86499[0:Res:51.1,9805.1] inductive(intersection(u,v)) || member(image(successor_relation,intersection(u,v)),universal_class) -> equal(image(successor_relation,intersection(u,v)),null_class) member(apply(choice,image(successor_relation,intersection(u,v))),v)*.
% 299.74/300.49 87301[4:SpR:13472.2,17768.2] || equal(u,v) member(choice,universal_class) member(unordered_pair(v,u),cantor(choice)) -> equal(unordered_pair(v,u),null_class) member(ordered_pair(choice,ordered_pair(unordered_pair(v,u),v)),application_function)*.
% 299.74/300.49 89015[2:MRR:88925.0,12502.1] || -> member(not_subclass_element(regular(intersection(complement(u),power_class(v))),w),union(u,complement(power_class(v))))* subclass(regular(intersection(complement(u),power_class(v))),w) equal(intersection(complement(u),power_class(v)),null_class).
% 299.74/300.49 89437[2:MRR:89343.0,12502.1] || -> member(not_subclass_element(regular(intersection(power_class(u),complement(v))),w),union(complement(power_class(u)),v))* subclass(regular(intersection(power_class(u),complement(v))),w) equal(intersection(power_class(u),complement(v)),null_class).
% 299.74/300.49 90506[2:Res:573.1,7727.0] || member(not_subclass_element(intersection(u,regular(complement(intersection(v,w)))),x),symmetric_difference(v,w))* -> subclass(intersection(u,regular(complement(intersection(v,w)))),x) equal(complement(intersection(v,w)),null_class).
% 299.74/300.49 90588[4:MRR:90520.2,52701.1] || member(ordered_pair(u,not_subclass_element(intersection(v,regular(image(w,image(x,singleton(u))))),y)),compose(w,x))* -> subclass(intersection(v,regular(image(w,image(x,singleton(u))))),y).
% 299.74/300.49 90589[2:MRR:90513.0,12502.1] || -> member(not_subclass_element(intersection(u,regular(image(element_relation,power_class(v)))),w),power_class(complement(power_class(v))))* subclass(intersection(u,regular(image(element_relation,power_class(v)))),w) equal(image(element_relation,power_class(v)),null_class).
% 299.74/300.49 91281[2:Res:573.1,7769.0] || member(not_subclass_element(intersection(regular(complement(intersection(u,v))),w),x),symmetric_difference(u,v))* -> subclass(intersection(regular(complement(intersection(u,v))),w),x) equal(complement(intersection(u,v)),null_class).
% 299.74/300.49 91365[4:MRR:91296.2,52701.1] || member(ordered_pair(u,not_subclass_element(intersection(regular(image(v,image(w,singleton(u)))),x),y)),compose(v,w))* -> subclass(intersection(regular(image(v,image(w,singleton(u)))),x),y).
% 299.74/300.49 91366[2:MRR:91288.0,12502.1] || -> member(not_subclass_element(intersection(regular(image(element_relation,power_class(u))),v),w),power_class(complement(power_class(u))))* subclass(intersection(regular(image(element_relation,power_class(u))),v),w) equal(image(element_relation,power_class(u)),null_class).
% 299.74/300.49 92460[0:Res:9419.1,8686.2] || member(not_subclass_element(symmetric_difference(complement(u),complement(v)),w),complement(v))* member(not_subclass_element(symmetric_difference(complement(u),complement(v)),w),complement(u))* -> subclass(symmetric_difference(complement(u),complement(v)),w).
% 299.74/300.49 93646[0:Res:6573.1,8686.2] || member(not_subclass_element(intersection(u,symmetric_difference(v,w)),x),complement(w))* member(not_subclass_element(intersection(u,symmetric_difference(v,w)),x),complement(v))* -> subclass(intersection(u,symmetric_difference(v,w)),x).
% 299.74/300.49 93602[0:SpR:49205.0,6573.1] || -> subclass(intersection(u,symmetric_difference(v,complement(power_class(complement(power_class(w)))))),x) member(not_subclass_element(intersection(u,symmetric_difference(v,complement(power_class(complement(power_class(w)))))),x),union(v,image(element_relation,power_class(w))))*.
% 299.74/300.49 93588[0:SpR:49204.0,6573.1] || -> subclass(intersection(u,symmetric_difference(complement(power_class(complement(power_class(v)))),w)),x) member(not_subclass_element(intersection(u,symmetric_difference(complement(power_class(complement(power_class(v)))),w)),x),union(image(element_relation,power_class(v)),w))*.
% 299.74/300.49 93911[0:Res:7766.1,8686.2] || member(not_subclass_element(intersection(symmetric_difference(u,v),w),x),complement(v))* member(not_subclass_element(intersection(symmetric_difference(u,v),w),x),complement(u))* -> subclass(intersection(symmetric_difference(u,v),w),x).
% 299.74/300.49 93862[0:SpR:49205.0,7766.1] || -> subclass(intersection(symmetric_difference(u,complement(power_class(complement(power_class(v))))),w),x) member(not_subclass_element(intersection(symmetric_difference(u,complement(power_class(complement(power_class(v))))),w),x),union(u,image(element_relation,power_class(v))))*.
% 299.74/300.49 93848[0:SpR:49204.0,7766.1] || -> subclass(intersection(symmetric_difference(complement(power_class(complement(power_class(u)))),v),w),x) member(not_subclass_element(intersection(symmetric_difference(complement(power_class(complement(power_class(u)))),v),w),x),union(image(element_relation,power_class(u)),v))*.
% 299.74/300.49 95757[4:MRR:95706.0,95706.3,35099.1,12451.1] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) member(ordered_pair(ordered_pair(v,cantor(ordered_pair(u,v))),u),w)* subclass(domain_relation,regular(rotate(w))) -> equal(rotate(w),null_class).
% 299.74/300.49 95758[4:MRR:95705.0,95705.3,35099.1,12451.1] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) member(ordered_pair(ordered_pair(v,u),cantor(ordered_pair(u,v))),w)* subclass(domain_relation,regular(flip(w))) -> equal(flip(w),null_class).
% 299.74/300.49 96259[0:Res:12468.3,48030.0] || member(u,universal_class) member(v,u) subclass(element_relation,intersection(complement(w),power_class(complement(power_class(x))))) member(ordered_pair(v,u),union(w,image(element_relation,power_class(x))))* -> .
% 299.74/300.49 96230[0:Res:184.1,48030.0] || member(regular(intersection(u,intersection(complement(v),power_class(complement(power_class(w)))))),union(v,image(element_relation,power_class(w))))* -> equal(intersection(u,intersection(complement(v),power_class(complement(power_class(w))))),null_class).
% 299.74/300.49 96197[0:Res:192.1,48030.0] || member(regular(intersection(intersection(complement(u),power_class(complement(power_class(v)))),w)),union(u,image(element_relation,power_class(v))))* -> equal(intersection(intersection(complement(u),power_class(complement(power_class(v)))),w),null_class).
% 299.74/300.49 96578[0:Res:12468.3,48062.0] || member(u,universal_class) member(v,u) subclass(element_relation,intersection(power_class(complement(power_class(w))),complement(x))) member(ordered_pair(v,u),union(image(element_relation,power_class(w)),x))* -> .
% 299.74/300.49 96549[0:Res:184.1,48062.0] || member(regular(intersection(u,intersection(power_class(complement(power_class(v))),complement(w)))),union(image(element_relation,power_class(v)),w))* -> equal(intersection(u,intersection(power_class(complement(power_class(v))),complement(w))),null_class).
% 299.74/300.49 96516[0:Res:192.1,48062.0] || member(regular(intersection(intersection(power_class(complement(power_class(u))),complement(v)),w)),union(image(element_relation,power_class(u)),v))* -> equal(intersection(intersection(power_class(complement(power_class(u))),complement(v)),w),null_class).
% 299.74/300.49 97257[0:SpL:48870.0,48188.0] || member(u,symmetric_difference(power_class(v),union(complement(power_class(w)),intersection(complement(x),power_class(y)))))* -> member(u,union(complement(power_class(v)),intersection(power_class(w),union(x,complement(power_class(y)))))).
% 299.74/300.49 97246[0:SpL:48870.0,47999.0] || member(u,symmetric_difference(union(complement(power_class(v)),intersection(complement(w),power_class(x))),power_class(y)))* -> member(u,union(intersection(power_class(v),union(w,complement(power_class(x)))),complement(power_class(y)))).
% 299.74/300.49 97245[0:SpL:48870.0,9516.0] || equal(u,union(complement(power_class(v)),intersection(complement(w),power_class(x))))* member(y,universal_class) -> member(y,intersection(power_class(v),union(w,complement(power_class(x)))))* member(y,u)*.
% 299.74/300.49 97238[0:SpL:48870.0,421.1] || member(u,universal_class) subclass(union(complement(power_class(v)),intersection(complement(w),power_class(x))),y)* -> member(u,intersection(power_class(v),union(w,complement(power_class(x)))))* member(u,y)*.
% 299.74/300.49 97135[0:SpR:48870.0,3413.1] || -> equal(symmetric_difference(power_class(u),union(v,complement(power_class(w)))),null_class) member(regular(symmetric_difference(power_class(u),union(v,complement(power_class(w))))),union(complement(power_class(u)),intersection(complement(v),power_class(w))))*.
% 299.74/300.49 97094[2:SpR:48870.0,35620.0] || -> subclass(regular(intersection(power_class(u),union(v,complement(power_class(w))))),union(complement(power_class(u)),intersection(complement(v),power_class(w))))* equal(intersection(power_class(u),union(v,complement(power_class(w)))),null_class).
% 299.74/300.49 97959[0:SpL:48871.0,48188.0] || member(u,symmetric_difference(power_class(v),union(intersection(complement(w),power_class(x)),complement(power_class(y)))))* -> member(u,union(complement(power_class(v)),intersection(union(w,complement(power_class(x))),power_class(y)))).
% 299.74/300.49 97948[0:SpL:48871.0,47999.0] || member(u,symmetric_difference(union(intersection(complement(v),power_class(w)),complement(power_class(x))),power_class(y)))* -> member(u,union(intersection(union(v,complement(power_class(w))),power_class(x)),complement(power_class(y)))).
% 299.74/300.49 97947[0:SpL:48871.0,9516.0] || equal(u,union(intersection(complement(v),power_class(w)),complement(power_class(x))))* member(y,universal_class) -> member(y,intersection(union(v,complement(power_class(w))),power_class(x)))* member(y,u)*.
% 299.74/300.49 97940[0:SpL:48871.0,421.1] || member(u,universal_class) subclass(union(intersection(complement(v),power_class(w)),complement(power_class(x))),y)* -> member(u,intersection(union(v,complement(power_class(w))),power_class(x)))* member(u,y)*.
% 299.74/300.49 97837[0:SpR:48871.0,3413.1] || -> equal(symmetric_difference(union(u,complement(power_class(v))),power_class(w)),null_class) member(regular(symmetric_difference(union(u,complement(power_class(v))),power_class(w))),union(intersection(complement(u),power_class(v)),complement(power_class(w))))*.
% 299.74/300.49 97796[2:SpR:48871.0,35620.0] || -> subclass(regular(intersection(union(u,complement(power_class(v))),power_class(w))),union(intersection(complement(u),power_class(v)),complement(power_class(w))))* equal(intersection(union(u,complement(power_class(v))),power_class(w)),null_class).
% 299.74/300.49 98650[0:SpL:48872.0,48188.0] || member(u,symmetric_difference(power_class(v),union(intersection(power_class(w),complement(x)),complement(power_class(y)))))* -> member(u,union(complement(power_class(v)),intersection(union(complement(power_class(w)),x),power_class(y)))).
% 299.74/300.49 98639[0:SpL:48872.0,47999.0] || member(u,symmetric_difference(union(intersection(power_class(v),complement(w)),complement(power_class(x))),power_class(y)))* -> member(u,union(intersection(union(complement(power_class(v)),w),power_class(x)),complement(power_class(y)))).
% 299.74/300.49 98638[0:SpL:48872.0,9516.0] || equal(u,union(intersection(power_class(v),complement(w)),complement(power_class(x))))* member(y,universal_class) -> member(y,intersection(union(complement(power_class(v)),w),power_class(x)))* member(y,u)*.
% 299.74/300.49 98631[0:SpL:48872.0,421.1] || member(u,universal_class) subclass(union(intersection(power_class(v),complement(w)),complement(power_class(x))),y)* -> member(u,intersection(union(complement(power_class(v)),w),power_class(x)))* member(u,y)*.
% 299.74/300.49 98524[0:SpR:48872.0,3413.1] || -> equal(symmetric_difference(union(complement(power_class(u)),v),power_class(w)),null_class) member(regular(symmetric_difference(union(complement(power_class(u)),v),power_class(w))),union(intersection(power_class(u),complement(v)),complement(power_class(w))))*.
% 299.74/300.49 98483[2:SpR:48872.0,35620.0] || -> subclass(regular(intersection(union(complement(power_class(u)),v),power_class(w))),union(intersection(power_class(u),complement(v)),complement(power_class(w))))* equal(intersection(union(complement(power_class(u)),v),power_class(w)),null_class).
% 299.74/300.49 99369[0:SpL:48874.0,48188.0] || member(u,symmetric_difference(power_class(v),union(complement(power_class(w)),intersection(power_class(x),complement(y)))))* -> member(u,union(complement(power_class(v)),intersection(power_class(w),union(complement(power_class(x)),y)))).
% 299.74/300.49 99358[0:SpL:48874.0,47999.0] || member(u,symmetric_difference(union(complement(power_class(v)),intersection(power_class(w),complement(x))),power_class(y)))* -> member(u,union(intersection(power_class(v),union(complement(power_class(w)),x)),complement(power_class(y)))).
% 299.74/300.49 99357[0:SpL:48874.0,9516.0] || equal(u,union(complement(power_class(v)),intersection(power_class(w),complement(x))))* member(y,universal_class) -> member(y,intersection(power_class(v),union(complement(power_class(w)),x)))* member(y,u)*.
% 299.74/300.49 99350[0:SpL:48874.0,421.1] || member(u,universal_class) subclass(union(complement(power_class(v)),intersection(power_class(w),complement(x))),y)* -> member(u,intersection(power_class(v),union(complement(power_class(w)),x)))* member(u,y)*.
% 299.74/300.49 99243[0:SpR:48874.0,3413.1] || -> equal(symmetric_difference(power_class(u),union(complement(power_class(v)),w)),null_class) member(regular(symmetric_difference(power_class(u),union(complement(power_class(v)),w))),union(complement(power_class(u)),intersection(power_class(v),complement(w))))*.
% 299.74/300.49 99202[2:SpR:48874.0,35620.0] || -> subclass(regular(intersection(power_class(u),union(complement(power_class(v)),w))),union(complement(power_class(u)),intersection(power_class(v),complement(w))))* equal(intersection(power_class(u),union(complement(power_class(v)),w)),null_class).
% 299.74/300.49 100467[4:Res:285.1,17679.1] || member(u,universal_class) member(not_subclass_element(restrict(cross_product(singleton(u),universal_class),v,w),x),y)* -> subclass(restrict(cross_product(singleton(u),universal_class),v,w),x) member(u,cantor(y)).
% 299.74/300.49 100466[4:Res:12468.3,17679.1] || member(u,universal_class) member(v,u) subclass(element_relation,cross_product(singleton(w),universal_class))* member(w,universal_class) member(ordered_pair(v,u),x)* -> member(w,cantor(x))*.
% 299.74/300.49 100495[4:Rew:32.0,100474.2,32.0,100474.1] || member(u,universal_class) member(not_subclass_element(intersection(restrict(v,singleton(u),universal_class),w),x),y)* -> subclass(intersection(restrict(v,singleton(u),universal_class),w),x) member(u,cantor(y)).
% 299.74/300.49 100496[4:Rew:31.0,100473.2,31.0,100473.1] || member(u,universal_class) member(not_subclass_element(intersection(v,restrict(w,singleton(u),universal_class)),x),y)* -> subclass(intersection(v,restrict(w,singleton(u),universal_class)),x) member(u,cantor(y)).
% 299.74/300.49 104644[0:Rew:47973.0,102242.1] || member(not_subclass_element(intersection(union(complement(power_class(u)),v),complement(w)),x),union(intersection(power_class(u),complement(v)),w))* -> subclass(intersection(union(complement(power_class(u)),v),complement(w)),x).
% 299.74/300.49 104645[0:Rew:47967.0,102241.1] || member(not_subclass_element(intersection(union(u,complement(power_class(v))),complement(w)),x),union(intersection(complement(u),power_class(v)),w))* -> subclass(intersection(union(u,complement(power_class(v))),complement(w)),x).
% 299.74/300.49 104646[0:Rew:47973.0,102214.1] || member(not_subclass_element(intersection(complement(u),union(complement(power_class(v)),w)),x),union(u,intersection(power_class(v),complement(w))))* -> subclass(intersection(complement(u),union(complement(power_class(v)),w)),x).
% 299.74/300.49 104647[0:Rew:47967.0,102213.1] || member(not_subclass_element(intersection(complement(u),union(v,complement(power_class(w)))),x),union(u,intersection(complement(v),power_class(w))))* -> subclass(intersection(complement(u),union(v,complement(power_class(w)))),x).
% 299.74/300.49 104654[4:Rew:102293.0,102597.1] || member(regular(intersection(u,regular(union(v,complement(union(w,x)))))),symmetric_difference(complement(v),union(w,x)))* -> equal(intersection(u,regular(union(v,complement(union(w,x))))),null_class).
% 299.74/300.49 104655[0:Rew:102293.0,102623.1] || member(not_subclass_element(intersection(u,intersection(v,power_class(complement(union(w,x))))),y),image(element_relation,union(w,x)))* -> subclass(intersection(u,intersection(v,power_class(complement(union(w,x))))),y).
% 299.74/300.49 104665[4:Rew:102293.0,102819.1] || member(regular(intersection(regular(union(u,complement(union(v,w)))),x)),symmetric_difference(complement(u),union(v,w)))* -> equal(intersection(regular(union(u,complement(union(v,w)))),x),null_class).
% 299.74/300.49 104667[0:Rew:102293.0,102900.1] || member(regular(restrict(union(u,complement(union(v,w))),x,y)),intersection(complement(u),union(v,w)))* -> equal(restrict(union(u,complement(union(v,w))),x,y),null_class).
% 299.74/300.49 104668[0:Rew:102293.0,102941.1] || member(not_subclass_element(intersection(intersection(u,power_class(complement(union(v,w)))),x),y),image(element_relation,union(v,w)))* -> subclass(intersection(intersection(u,power_class(complement(union(v,w)))),x),y).
% 299.74/300.49 104669[0:Rew:102293.0,102952.1] || member(not_subclass_element(intersection(u,intersection(power_class(complement(union(v,w))),x)),y),image(element_relation,union(v,w)))* -> subclass(intersection(u,intersection(power_class(complement(union(v,w))),x)),y).
% 299.74/300.49 104670[4:Rew:102293.0,103033.1] || member(regular(intersection(u,regular(union(complement(union(v,w)),x)))),symmetric_difference(union(v,w),complement(x)))* -> equal(intersection(u,regular(union(complement(union(v,w)),x))),null_class).
% 299.74/300.49 104671[0:Rew:102293.0,103069.1] || -> subclass(intersection(u,symmetric_difference(intersection(v,w),complement(union(v,w)))),x) member(not_subclass_element(intersection(u,symmetric_difference(intersection(v,w),complement(union(v,w)))),x),complement(symmetric_difference(v,w)))*.
% 299.74/300.49 104673[4:Rew:102293.0,103158.1] || member(regular(intersection(regular(union(complement(union(u,v)),w)),x)),symmetric_difference(union(u,v),complement(w)))* -> equal(intersection(regular(union(complement(union(u,v)),w)),x),null_class).
% 299.74/300.49 104675[0:Rew:102293.0,103237.1] || member(regular(restrict(union(complement(union(u,v)),w),x,y)),intersection(union(u,v),complement(w)))* -> equal(restrict(union(complement(union(u,v)),w),x,y),null_class).
% 299.74/300.49 104677[0:Rew:102293.0,103313.1] || member(not_subclass_element(intersection(intersection(power_class(complement(union(u,v))),w),x),y),image(element_relation,union(u,v)))* -> subclass(intersection(intersection(power_class(complement(union(u,v))),w),x),y).
% 299.74/300.49 104679[9:Rew:102293.0,103355.2] function(intersection(complement(u),complement(v))) || member(regular(intersection(successor(complement(union(u,v))),w)),union(u,v))* -> equal(intersection(successor(complement(union(u,v))),w),null_class).
% 299.74/300.49 104680[9:Rew:102293.0,103356.2] function(intersection(complement(u),complement(v))) || member(regular(intersection(w,successor(complement(union(u,v))))),union(u,v))* -> equal(intersection(w,successor(complement(union(u,v)))),null_class).
% 299.74/300.49 104682[0:Rew:102293.0,103435.1] || -> subclass(intersection(symmetric_difference(intersection(u,v),complement(union(u,v))),w),x) member(not_subclass_element(intersection(symmetric_difference(intersection(u,v),complement(union(u,v))),w),x),complement(symmetric_difference(u,v)))*.
% 299.74/300.49 104683[0:Rew:102293.0,102237.1,102293.0,102237.0] || member(not_subclass_element(intersection(power_class(complement(union(u,v))),complement(w)),x),union(image(element_relation,union(u,v)),w))* -> subclass(complement(union(image(element_relation,union(u,v)),w)),x).
% 299.74/300.49 104684[0:Rew:102293.0,102209.1,102293.0,102209.0] || member(not_subclass_element(intersection(complement(u),power_class(complement(union(v,w)))),x),union(u,image(element_relation,union(v,w))))* -> subclass(complement(union(u,image(element_relation,union(v,w)))),x).
% 299.74/300.49 104697[2:Rew:102293.0,103267.1,102293.0,103267.0] || -> member(not_subclass_element(regular(power_class(complement(union(u,v)))),w),image(element_relation,union(u,v)))* subclass(regular(power_class(complement(union(u,v)))),w) equal(power_class(complement(union(u,v))),null_class).
% 299.74/300.49 104698[0:Rew:102293.0,103273.1,102293.0,103273.0] || member(power_class(complement(union(u,v))),universal_class) member(apply(choice,power_class(complement(union(u,v)))),image(element_relation,union(u,v)))* -> equal(power_class(complement(union(u,v))),null_class).
% 299.74/300.49 107341[4:Res:106506.0,3477.0] || -> equal(regular(union(null_class,complement(unordered_pair(u,v)))),null_class) equal(regular(regular(union(null_class,complement(unordered_pair(u,v))))),v)** equal(regular(regular(union(null_class,complement(unordered_pair(u,v))))),u)**.
% 299.74/300.49 107569[0:SpR:103871.0,9395.0] || -> equal(intersection(successor(image(element_relation,successor(u))),union(power_class(complement(successor(u))),complement(singleton(image(element_relation,successor(u)))))),symmetric_difference(power_class(complement(successor(u))),complement(singleton(image(element_relation,successor(u))))))**.
% 299.74/300.49 108473[0:Rew:103948.0,108338.2,103948.0,108338.0] || member(union(u,complement(successor(v))),universal_class) member(apply(choice,union(u,complement(successor(v)))),intersection(complement(u),successor(v)))* -> equal(union(u,complement(successor(v))),null_class).
% 299.74/300.49 110753[0:Res:7758.1,102304.0] || member(not_subclass_element(intersection(intersection(image(element_relation,union(u,v)),w),x),y),power_class(complement(union(u,v))))* -> subclass(intersection(intersection(image(element_relation,union(u,v)),w),x),y).
% 299.74/300.49 110752[0:Res:6566.1,102304.0] || member(not_subclass_element(intersection(u,intersection(v,image(element_relation,union(w,x)))),y),power_class(complement(union(w,x))))* -> subclass(intersection(u,intersection(v,image(element_relation,union(w,x)))),y).
% 299.74/300.49 110751[0:Res:7759.1,102304.0] || member(not_subclass_element(intersection(intersection(u,image(element_relation,union(v,w))),x),y),power_class(complement(union(v,w))))* -> subclass(intersection(intersection(u,image(element_relation,union(v,w))),x),y).
% 299.74/300.49 110749[0:Res:6565.1,102304.0] || member(not_subclass_element(intersection(u,intersection(image(element_relation,union(v,w)),x)),y),power_class(complement(union(v,w))))* -> subclass(intersection(u,intersection(image(element_relation,union(v,w)),x)),y).
% 299.74/300.49 110699[0:Res:73.2,102304.0] || member(image(element_relation,union(u,v)),universal_class) member(apply(choice,image(element_relation,union(u,v))),power_class(complement(union(u,v))))* -> equal(image(element_relation,union(u,v)),null_class).
% 299.74/300.49 112911[0:Res:285.1,102295.0] || -> subclass(restrict(symmetric_difference(complement(u),union(v,w)),x,y),z) member(not_subclass_element(restrict(symmetric_difference(complement(u),union(v,w)),x,y),z),union(u,complement(union(v,w))))*.
% 299.74/300.49 112822[0:SpL:48838.0,102295.0] || member(u,symmetric_difference(union(image(element_relation,power_class(v)),complement(power_class(w))),union(x,y)))* -> member(u,union(intersection(power_class(complement(power_class(v))),power_class(w)),complement(union(x,y)))).
% 299.74/300.49 112821[0:SpL:48835.0,102295.0] || member(u,symmetric_difference(union(complement(power_class(v)),image(element_relation,power_class(w))),union(x,y)))* -> member(u,union(intersection(power_class(v),power_class(complement(power_class(w)))),complement(union(x,y)))).
% 299.74/300.49 113342[0:Res:285.1,102309.0] || -> subclass(restrict(symmetric_difference(union(u,v),complement(w)),x,y),z) member(not_subclass_element(restrict(symmetric_difference(union(u,v),complement(w)),x,y),z),union(complement(union(u,v)),w))*.
% 299.74/300.49 113215[0:SpL:48838.0,102309.0] || member(u,symmetric_difference(union(v,w),union(image(element_relation,power_class(x)),complement(power_class(y)))))* -> member(u,union(complement(union(v,w)),intersection(power_class(complement(power_class(x))),power_class(y)))).
% 299.74/300.49 113214[0:SpL:48835.0,102309.0] || member(u,symmetric_difference(union(v,w),union(complement(power_class(x)),image(element_relation,power_class(y)))))* -> member(u,union(complement(union(v,w)),intersection(power_class(x),power_class(complement(power_class(y)))))).
% 299.74/300.49 113607[2:MRR:113477.0,12502.1] || -> member(not_subclass_element(regular(image(element_relation,union(u,v))),w),power_class(complement(union(u,v))))* subclass(regular(image(element_relation,union(u,v))),w) equal(image(element_relation,union(u,v)),null_class).
% 299.74/300.49 114195[0:Res:283.1,102294.0] || member(regular(restrict(intersection(complement(u),union(v,w)),x,y)),union(u,complement(union(v,w))))* -> equal(restrict(intersection(complement(u),union(v,w)),x,y),null_class).
% 299.74/300.49 115167[0:Res:283.1,102308.0] || member(regular(restrict(intersection(union(u,v),complement(w)),x,y)),union(complement(union(u,v)),w))* -> equal(restrict(intersection(union(u,v),complement(w)),x,y),null_class).
% 299.74/300.49 116681[0:SpR:49205.0,102469.0] || -> equal(union(restrict(complement(power_class(complement(power_class(u)))),v,w),complement(union(cross_product(v,w),image(element_relation,power_class(u))))),complement(symmetric_difference(cross_product(v,w),complement(power_class(complement(power_class(u)))))))**.
% 299.74/300.49 116648[4:SpR:102469.0,17832.2] || member(u,universal_class) subclass(domain_relation,symmetric_difference(restrict(v,w,x),complement(union(cross_product(w,x),v))))* -> member(ordered_pair(u,cantor(u)),complement(symmetric_difference(cross_product(w,x),v)))*.
% 299.74/300.49 117531[0:SpR:49204.0,102489.0] || -> equal(union(restrict(complement(power_class(complement(power_class(u)))),v,w),complement(union(image(element_relation,power_class(u)),cross_product(v,w)))),complement(symmetric_difference(complement(power_class(complement(power_class(u)))),cross_product(v,w))))**.
% 299.74/300.49 117510[4:SpR:102489.0,17832.2] || member(u,universal_class) subclass(domain_relation,symmetric_difference(restrict(v,w,x),complement(union(v,cross_product(w,x)))))* -> member(ordered_pair(u,cantor(u)),complement(symmetric_difference(v,cross_product(w,x))))*.
% 299.74/300.49 118898[0:SpL:102945.0,48188.0] || member(u,symmetric_difference(power_class(v),union(complement(power_class(w)),image(element_relation,union(x,y)))))* -> member(u,union(complement(power_class(v)),intersection(power_class(w),power_class(complement(union(x,y)))))).
% 299.74/300.49 118888[0:SpL:102945.0,47999.0] || member(u,symmetric_difference(union(complement(power_class(v)),image(element_relation,union(w,x))),power_class(y)))* -> member(u,union(intersection(power_class(v),power_class(complement(union(w,x)))),complement(power_class(y)))).
% 299.74/300.49 118887[0:SpL:102945.0,9516.0] || equal(u,union(complement(power_class(v)),image(element_relation,union(w,x))))* member(y,universal_class) -> member(y,intersection(power_class(v),power_class(complement(union(w,x)))))* member(y,u)*.
% 299.74/300.49 118880[0:SpL:102945.0,421.1] || member(u,universal_class) subclass(union(complement(power_class(v)),image(element_relation,union(w,x))),y)* -> member(u,intersection(power_class(v),power_class(complement(union(w,x)))))* member(u,y)*.
% 299.74/300.49 118765[0:SpR:102945.0,3413.1] || -> equal(symmetric_difference(power_class(u),power_class(complement(union(v,w)))),null_class) member(regular(symmetric_difference(power_class(u),power_class(complement(union(v,w))))),union(complement(power_class(u)),image(element_relation,union(v,w))))*.
% 299.74/300.49 118717[2:SpR:102945.0,35620.0] || -> subclass(regular(intersection(power_class(u),power_class(complement(union(v,w))))),union(complement(power_class(u)),image(element_relation,union(v,w))))* equal(intersection(power_class(u),power_class(complement(union(v,w)))),null_class).
% 299.74/300.49 122848[0:SpL:48874.0,122349.0] || subclass(intersection(power_class(u),union(complement(power_class(v)),w)),union(complement(power_class(u)),intersection(power_class(v),complement(w))))* -> equal(intersection(power_class(u),union(complement(power_class(v)),w)),null_class).
% 299.74/300.49 122847[0:SpL:48870.0,122349.0] || subclass(intersection(power_class(u),union(v,complement(power_class(w)))),union(complement(power_class(u)),intersection(complement(v),power_class(w))))* -> equal(intersection(power_class(u),union(v,complement(power_class(w)))),null_class).
% 299.74/300.49 122846[0:SpL:48872.0,122349.0] || subclass(intersection(union(complement(power_class(u)),v),power_class(w)),union(intersection(power_class(u),complement(v)),complement(power_class(w))))* -> equal(intersection(union(complement(power_class(u)),v),power_class(w)),null_class).
% 299.74/300.49 122845[0:SpL:48871.0,122349.0] || subclass(intersection(union(u,complement(power_class(v))),power_class(w)),union(intersection(complement(u),power_class(v)),complement(power_class(w))))* -> equal(intersection(union(u,complement(power_class(v))),power_class(w)),null_class).
% 299.74/300.49 122843[0:SpL:102945.0,122349.0] || subclass(intersection(power_class(u),power_class(complement(union(v,w)))),union(complement(power_class(u)),image(element_relation,union(v,w))))* -> equal(intersection(power_class(u),power_class(complement(union(v,w)))),null_class).
% 299.74/300.49 123225[0:SpL:103074.0,48188.0] || member(u,symmetric_difference(power_class(v),union(image(element_relation,power_class(w)),complement(union(x,y)))))* -> member(u,union(complement(power_class(v)),intersection(power_class(complement(power_class(w))),union(x,y)))).
% 299.74/300.49 123215[0:SpL:103074.0,47999.0] || member(u,symmetric_difference(union(image(element_relation,power_class(v)),complement(union(w,x))),power_class(y)))* -> member(u,union(intersection(power_class(complement(power_class(v))),union(w,x)),complement(power_class(y)))).
% 299.74/300.49 123214[0:SpL:103074.0,9516.0] || equal(u,union(image(element_relation,power_class(v)),complement(union(w,x))))* member(y,universal_class) -> member(y,intersection(power_class(complement(power_class(v))),union(w,x)))* member(y,u)*.
% 299.74/300.49 123207[0:SpL:103074.0,421.1] || member(u,universal_class) subclass(union(image(element_relation,power_class(v)),complement(union(w,x))),y)* -> member(u,intersection(power_class(complement(power_class(v))),union(w,x)))* member(u,y)*.
% 299.74/300.49 123196[0:SpL:103074.0,122349.0] || subclass(intersection(power_class(complement(power_class(u))),union(v,w)),union(image(element_relation,power_class(u)),complement(union(v,w))))* -> equal(intersection(power_class(complement(power_class(u))),union(v,w)),null_class).
% 299.74/300.49 123090[0:SpR:103074.0,3413.1] || -> equal(symmetric_difference(power_class(complement(power_class(u))),union(v,w)),null_class) member(regular(symmetric_difference(power_class(complement(power_class(u))),union(v,w))),union(image(element_relation,power_class(u)),complement(union(v,w))))*.
% 299.74/300.49 123042[2:SpR:103074.0,35620.0] || -> subclass(regular(intersection(power_class(complement(power_class(u))),union(v,w))),union(image(element_relation,power_class(u)),complement(union(v,w))))* equal(intersection(power_class(complement(power_class(u))),union(v,w)),null_class).
% 299.74/300.49 123771[0:SpL:103320.0,48188.0] || member(u,symmetric_difference(power_class(v),union(image(element_relation,union(w,x)),complement(power_class(y)))))* -> member(u,union(complement(power_class(v)),intersection(power_class(complement(union(w,x))),power_class(y)))).
% 299.74/300.49 123761[0:SpL:103320.0,47999.0] || member(u,symmetric_difference(union(image(element_relation,union(v,w)),complement(power_class(x))),power_class(y)))* -> member(u,union(intersection(power_class(complement(union(v,w))),power_class(x)),complement(power_class(y)))).
% 299.74/300.49 123760[0:SpL:103320.0,9516.0] || equal(u,union(image(element_relation,union(v,w)),complement(power_class(x))))* member(y,universal_class) -> member(y,intersection(power_class(complement(union(v,w))),power_class(x)))* member(y,u)*.
% 299.74/300.49 123753[0:SpL:103320.0,421.1] || member(u,universal_class) subclass(union(image(element_relation,union(v,w)),complement(power_class(x))),y)* -> member(u,intersection(power_class(complement(union(v,w))),power_class(x)))* member(u,y)*.
% 299.74/300.49 123742[0:SpL:103320.0,122349.0] || subclass(intersection(power_class(complement(union(u,v))),power_class(w)),union(image(element_relation,union(u,v)),complement(power_class(w))))* -> equal(intersection(power_class(complement(union(u,v))),power_class(w)),null_class).
% 299.74/300.49 123634[0:SpR:103320.0,3413.1] || -> equal(symmetric_difference(power_class(complement(union(u,v))),power_class(w)),null_class) member(regular(symmetric_difference(power_class(complement(union(u,v))),power_class(w))),union(image(element_relation,union(u,v)),complement(power_class(w))))*.
% 299.74/300.49 123586[2:SpR:103320.0,35620.0] || -> subclass(regular(intersection(power_class(complement(union(u,v))),power_class(w))),union(image(element_relation,union(u,v)),complement(power_class(w))))* equal(intersection(power_class(complement(union(u,v))),power_class(w)),null_class).
% 299.74/300.49 124786[0:SpL:103450.0,48188.0] || member(u,symmetric_difference(power_class(v),union(complement(union(w,x)),image(element_relation,power_class(y)))))* -> member(u,union(complement(power_class(v)),intersection(union(w,x),power_class(complement(power_class(y)))))).
% 299.74/300.49 124776[0:SpL:103450.0,47999.0] || member(u,symmetric_difference(union(complement(union(v,w)),image(element_relation,power_class(x))),power_class(y)))* -> member(u,union(intersection(union(v,w),power_class(complement(power_class(x)))),complement(power_class(y)))).
% 299.74/300.49 124775[0:SpL:103450.0,9516.0] || equal(u,union(complement(union(v,w)),image(element_relation,power_class(x))))* member(y,universal_class) -> member(y,intersection(union(v,w),power_class(complement(power_class(x)))))* member(y,u)*.
% 299.74/300.49 124768[0:SpL:103450.0,421.1] || member(u,universal_class) subclass(union(complement(union(v,w)),image(element_relation,power_class(x))),y)* -> member(u,intersection(union(v,w),power_class(complement(power_class(x)))))* member(u,y)*.
% 299.74/300.49 124757[0:SpL:103450.0,122349.0] || subclass(intersection(union(u,v),power_class(complement(power_class(w)))),union(complement(union(u,v)),image(element_relation,power_class(w))))* -> equal(intersection(union(u,v),power_class(complement(power_class(w)))),null_class).
% 299.74/300.49 124651[0:SpR:103450.0,3413.1] || -> equal(symmetric_difference(union(u,v),power_class(complement(power_class(w)))),null_class) member(regular(symmetric_difference(union(u,v),power_class(complement(power_class(w))))),union(complement(union(u,v)),image(element_relation,power_class(w))))*.
% 299.74/300.49 124603[2:SpR:103450.0,35620.0] || -> subclass(regular(intersection(union(u,v),power_class(complement(power_class(w))))),union(complement(union(u,v)),image(element_relation,power_class(w))))* equal(intersection(union(u,v),power_class(complement(power_class(w)))),null_class).
% 299.74/300.49 126036[4:Rew:569.0,125941.1] || member(not_subclass_element(union(null_class,symmetric_difference(complement(u),complement(v))),w),symmetric_difference(union(u,v),union(complement(u),complement(v))))* -> subclass(union(null_class,symmetric_difference(complement(u),complement(v))),w).
% 299.74/300.49 128163[4:Rew:28759.0,128047.2,104178.0,128047.2] || member(u,universal_class) subclass(complement(intersection(union(v,w),union(x,y))),z)* -> member(u,union(null_class,intersection(union(v,w),union(x,y))))* member(u,z)*.
% 299.74/300.49 134984[0:Res:8432.2,102304.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,image(element_relation,union(v,w))) member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),power_class(complement(union(v,w))))* -> .
% 299.74/300.49 134976[0:Res:8432.2,48187.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,intersection(power_class(v),complement(w))) member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),union(complement(power_class(v)),w))* -> .
% 299.74/300.49 134973[0:Res:8432.2,47998.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,intersection(complement(v),power_class(w))) member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),union(v,complement(power_class(w))))* -> .
% 299.74/300.49 135562[0:Res:8431.2,102304.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,image(element_relation,union(v,w))) member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),power_class(complement(union(v,w))))* -> .
% 299.74/300.49 135554[0:Res:8431.2,48187.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,intersection(power_class(v),complement(w))) member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),union(complement(power_class(v)),w))* -> .
% 299.74/300.49 135551[0:Res:8431.2,47998.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,intersection(complement(v),power_class(w))) member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),union(v,complement(power_class(w))))* -> .
% 299.74/300.49 136947[4:Rew:136834.0,136936.2,136834.0,136936.1] || member(ordered_pair(u,regular(range_of(null_class))),cross_product(universal_class,universal_class)) -> equal(range_of(null_class),null_class) member(ordered_pair(u,regular(range_of(null_class))),compose(singleton(cross_product(image(v,singleton(u)),universal_class)),v))*.
% 299.74/300.49 137858[4:Res:17399.1,14012.0] || subclass(domain_relation,flip(cross_product(universal_class,universal_class))) subclass(composition_function,successor_relation) -> equal(ordered_pair(cantor(ordered_pair(u,v)),compose(ordered_pair(v,u),cantor(ordered_pair(u,v)))),successor(ordered_pair(v,u)))**.
% 299.74/300.49 137857[4:Res:17398.1,14012.0] || subclass(domain_relation,rotate(cross_product(universal_class,universal_class))) subclass(composition_function,successor_relation) -> equal(ordered_pair(u,compose(ordered_pair(v,cantor(ordered_pair(u,v))),u)),successor(ordered_pair(v,cantor(ordered_pair(u,v)))))**.
% 299.74/300.49 141496[0:Res:5425.2,8686.2] || member(symmetric_difference(u,v),universal_class) member(apply(choice,symmetric_difference(u,v)),complement(v))* member(apply(choice,symmetric_difference(u,v)),complement(u))* -> equal(symmetric_difference(u,v),null_class).
% 299.74/300.49 142537[0:Res:7755.2,9362.0] || subclass(u,symmetric_difference(union(v,w),union(complement(v),complement(w))))* -> subclass(intersection(u,x),y) member(not_subclass_element(intersection(u,x),y),complement(symmetric_difference(complement(v),complement(w))))*.
% 299.74/300.49 142535[0:Res:6563.2,9362.0] || subclass(u,symmetric_difference(union(v,w),union(complement(v),complement(w))))* -> subclass(intersection(x,u),y) member(not_subclass_element(intersection(x,u),y),complement(symmetric_difference(complement(v),complement(w))))*.
% 299.74/300.49 142530[0:Res:530.3,9362.0] function(u) || member(v,universal_class) subclass(universal_class,symmetric_difference(union(w,x),union(complement(w),complement(x))))* -> member(image(u,v),complement(symmetric_difference(complement(w),complement(x))))*.
% 299.74/300.49 142516[0:Res:5957.2,9362.0] || member(inverse(u),universal_class) subclass(domain_relation,symmetric_difference(union(v,w),union(complement(v),complement(w))))* -> member(ordered_pair(inverse(u),range_of(u)),complement(symmetric_difference(complement(v),complement(w))))*.
% 299.74/300.49 142506[0:Res:494.3,9362.0] || member(u,universal_class) subclass(u,symmetric_difference(union(v,w),union(complement(v),complement(w))))* -> equal(u,null_class) member(apply(choice,u),complement(symmetric_difference(complement(v),complement(w)))).
% 299.74/300.49 144340[0:Res:68.2,9801.0] function(u) || member(v,universal_class) subclass(image(u,v),w)* subclass(w,x)* -> equal(image(u,v),null_class) member(apply(choice,image(u,v)),x)*.
% 299.74/300.49 144389[0:MRR:144317.1,7.0] || member(u,universal_class) subclass(apply(choice,u),v)* subclass(v,w)* -> equal(u,null_class) equal(apply(choice,u),null_class) member(apply(choice,apply(choice,u)),w)*.
% 299.74/300.49 145130[0:Res:68.2,14385.0] function(u) || member(v,universal_class) -> equal(ordered_pair(first(ordered_pair(image(u,v),singleton(w))),second(ordered_pair(image(u,v),singleton(w)))),ordered_pair(image(u,v),singleton(w)))**.
% 299.74/300.49 145028[0:Res:73.2,14385.0] || member(u,universal_class) -> equal(u,null_class) equal(ordered_pair(first(ordered_pair(apply(choice,u),singleton(v))),second(ordered_pair(apply(choice,u),singleton(v)))),ordered_pair(apply(choice,u),singleton(v)))**.
% 299.74/300.49 145469[0:SpR:102302.0,102540.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(union(w,x))),union(y,z))) member(u,union(intersection(complement(v),union(w,x)),complement(union(y,z))))*.
% 299.74/300.49 145459[0:SpR:102312.0,102540.1] || member(u,universal_class) -> member(u,intersection(union(complement(union(v,w)),x),union(y,z))) member(u,union(intersection(union(v,w),complement(x)),complement(union(y,z))))*.
% 299.74/300.49 146023[0:SpL:104218.0,6546.1] || member(u,symmetric_difference(union(v,complement(union(w,x))),union(complement(v),union(w,x))))* subclass(complement(symmetric_difference(complement(v),union(w,x))),y)* -> member(u,y)*.
% 299.74/300.49 146334[0:SpR:102302.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),union(x,complement(union(y,z))))) member(u,union(complement(union(v,w)),intersection(complement(x),union(y,z))))*.
% 299.74/300.49 146324[0:SpR:102312.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),union(complement(union(x,y)),z))) member(u,union(complement(union(v,w)),intersection(union(x,y),complement(z))))*.
% 299.74/300.49 146942[0:SpL:103225.0,6546.1] || member(u,symmetric_difference(union(union(v,w),complement(x)),union(complement(union(v,w)),x)))* subclass(complement(symmetric_difference(union(v,w),complement(x))),y)* -> member(u,y)*.
% 299.74/300.49 148241[2:Res:573.1,9821.2] || member(apply(choice,u),symmetric_difference(v,w)) member(u,universal_class) subclass(u,regular(complement(intersection(v,w))))* -> equal(u,null_class) equal(complement(intersection(v,w)),null_class).
% 299.74/300.49 148297[2:MRR:148249.0,12507.2] || member(u,universal_class) subclass(u,regular(image(element_relation,power_class(v)))) -> member(apply(choice,u),power_class(complement(power_class(v))))* equal(u,null_class) equal(image(element_relation,power_class(v)),null_class).
% 299.74/300.49 148298[4:MRR:148248.5,52650.2] || member(apply(choice,u),cross_product(v,w)) member(apply(choice,u),x) member(u,universal_class) subclass(u,regular(restrict(x,v,w)))* -> equal(u,null_class).
% 299.74/300.49 149084[0:MRR:149013.0,12502.1] || -> member(not_subclass_element(u,intersection(intersection(complement(v),power_class(complement(power_class(w)))),u)),union(v,image(element_relation,power_class(w))))* subclass(u,intersection(intersection(complement(v),power_class(complement(power_class(w)))),u)).
% 299.74/300.49 149298[0:MRR:149226.0,12502.1] || -> member(not_subclass_element(u,intersection(intersection(power_class(complement(power_class(v))),complement(w)),u)),union(image(element_relation,power_class(v)),w))* subclass(u,intersection(intersection(power_class(complement(power_class(v))),complement(w)),u)).
% 299.74/300.49 149813[0:Res:3143.2,47989.0] || subclass(u,intersection(complement(v),union(w,complement(power_class(x))))) member(regular(intersection(y,u)),union(v,intersection(complement(w),power_class(x))))* -> equal(intersection(y,u),null_class).
% 299.74/300.49 149811[0:Res:3315.2,47989.0] || subclass(u,intersection(complement(v),union(w,complement(power_class(x))))) member(regular(intersection(u,y)),union(v,intersection(complement(w),power_class(x))))* -> equal(intersection(u,y),null_class).
% 299.74/300.49 149794[4:Res:17399.1,47989.0] || subclass(domain_relation,flip(intersection(complement(u),union(v,complement(power_class(w)))))) member(ordered_pair(ordered_pair(x,y),cantor(ordered_pair(y,x))),union(u,intersection(complement(v),power_class(w))))* -> .
% 299.74/300.49 149793[4:Res:17398.1,47989.0] || subclass(domain_relation,rotate(intersection(complement(u),union(v,complement(power_class(w)))))) member(ordered_pair(ordered_pair(x,cantor(ordered_pair(y,x))),y),union(u,intersection(complement(v),power_class(w))))* -> .
% 299.74/300.49 149873[0:Rew:102302.0,149782.1,102302.0,149782.0] || member(not_subclass_element(u,union(v,complement(union(w,complement(power_class(x)))))),union(v,intersection(complement(w),power_class(x))))* -> subclass(u,union(v,complement(union(w,complement(power_class(x)))))).
% 299.74/300.49 150151[0:Res:3143.2,48009.0] || subclass(u,intersection(union(v,complement(power_class(w))),complement(x))) member(regular(intersection(y,u)),union(intersection(complement(v),power_class(w)),x))* -> equal(intersection(y,u),null_class).
% 299.74/300.49 150149[0:Res:3315.2,48009.0] || subclass(u,intersection(union(v,complement(power_class(w))),complement(x))) member(regular(intersection(u,y)),union(intersection(complement(v),power_class(w)),x))* -> equal(intersection(u,y),null_class).
% 299.74/300.49 150131[4:Res:17399.1,48009.0] || subclass(domain_relation,flip(intersection(union(u,complement(power_class(v))),complement(w)))) member(ordered_pair(ordered_pair(x,y),cantor(ordered_pair(y,x))),union(intersection(complement(u),power_class(v)),w))* -> .
% 299.74/300.49 150130[4:Res:17398.1,48009.0] || subclass(domain_relation,rotate(intersection(union(u,complement(power_class(v))),complement(w)))) member(ordered_pair(ordered_pair(x,cantor(ordered_pair(y,x))),y),union(intersection(complement(u),power_class(v)),w))* -> .
% 299.74/300.49 150219[0:Rew:102312.0,150119.1,102312.0,150119.0] || member(not_subclass_element(u,union(complement(union(v,complement(power_class(w)))),x)),union(intersection(complement(v),power_class(w)),x))* -> subclass(u,union(complement(union(v,complement(power_class(w)))),x)).
% 299.74/300.49 150488[0:Res:3143.2,48038.0] || subclass(u,intersection(complement(v),union(complement(power_class(w)),x))) member(regular(intersection(y,u)),union(v,intersection(power_class(w),complement(x))))* -> equal(intersection(y,u),null_class).
% 299.74/300.49 150486[0:Res:3315.2,48038.0] || subclass(u,intersection(complement(v),union(complement(power_class(w)),x))) member(regular(intersection(u,y)),union(v,intersection(power_class(w),complement(x))))* -> equal(intersection(u,y),null_class).
% 299.74/300.49 150467[4:Res:17399.1,48038.0] || subclass(domain_relation,flip(intersection(complement(u),union(complement(power_class(v)),w)))) member(ordered_pair(ordered_pair(x,y),cantor(ordered_pair(y,x))),union(u,intersection(power_class(v),complement(w))))* -> .
% 299.74/300.49 150466[4:Res:17398.1,48038.0] || subclass(domain_relation,rotate(intersection(complement(u),union(complement(power_class(v)),w)))) member(ordered_pair(ordered_pair(x,cantor(ordered_pair(y,x))),y),union(u,intersection(power_class(v),complement(w))))* -> .
% 299.74/300.49 150556[0:Rew:102302.0,150455.1,102302.0,150455.0] || member(not_subclass_element(u,union(v,complement(union(complement(power_class(w)),x)))),union(v,intersection(power_class(w),complement(x))))* -> subclass(u,union(v,complement(union(complement(power_class(w)),x)))).
% 299.74/300.49 150729[0:Res:3143.2,48198.0] || subclass(u,intersection(union(complement(power_class(v)),w),complement(x))) member(regular(intersection(y,u)),union(intersection(power_class(v),complement(w)),x))* -> equal(intersection(y,u),null_class).
% 299.74/300.49 150727[0:Res:3315.2,48198.0] || subclass(u,intersection(union(complement(power_class(v)),w),complement(x))) member(regular(intersection(u,y)),union(intersection(power_class(v),complement(w)),x))* -> equal(intersection(u,y),null_class).
% 299.74/300.49 150708[4:Res:17399.1,48198.0] || subclass(domain_relation,flip(intersection(union(complement(power_class(u)),v),complement(w)))) member(ordered_pair(ordered_pair(x,y),cantor(ordered_pair(y,x))),union(intersection(power_class(u),complement(v)),w))* -> .
% 299.74/300.49 150707[4:Res:17398.1,48198.0] || subclass(domain_relation,rotate(intersection(union(complement(power_class(u)),v),complement(w)))) member(ordered_pair(ordered_pair(x,cantor(ordered_pair(y,x))),y),union(intersection(power_class(u),complement(v)),w))* -> .
% 299.74/300.49 150804[0:Rew:102312.0,150696.1,102312.0,150696.0] || member(not_subclass_element(u,union(complement(union(complement(power_class(v)),w)),x)),union(intersection(power_class(v),complement(w)),x))* -> subclass(u,union(complement(union(complement(power_class(v)),w)),x)).
% 299.74/300.49 150978[0:Res:26.2,48910.0] || member(not_subclass_element(union(u,complement(power_class(v))),w),power_class(v))* member(not_subclass_element(union(u,complement(power_class(v))),w),complement(u))* -> subclass(union(u,complement(power_class(v))),w).
% 299.74/300.49 150923[4:SpL:50818.0,48910.0] || member(not_subclass_element(union(power_class(complement(power_class(null_class))),complement(power_class(u))),v),intersection(image(element_relation,power_class(null_class)),power_class(u)))* -> subclass(union(power_class(complement(power_class(null_class))),complement(power_class(u))),v).
% 299.74/300.49 150922[0:SpL:50817.0,48910.0] || member(not_subclass_element(union(power_class(complement(power_class(universal_class))),complement(power_class(u))),v),intersection(image(element_relation,power_class(universal_class)),power_class(u)))* -> subclass(union(power_class(complement(power_class(universal_class))),complement(power_class(u))),v).
% 299.74/300.49 150902[0:SpL:103871.0,48910.0] || member(not_subclass_element(union(image(element_relation,successor(u)),complement(power_class(v))),w),intersection(power_class(complement(successor(u))),power_class(v)))* -> subclass(union(image(element_relation,successor(u)),complement(power_class(v))),w).
% 299.74/300.49 151251[0:Res:26.2,48918.0] || member(not_subclass_element(union(complement(power_class(u)),v),w),complement(v))* member(not_subclass_element(union(complement(power_class(u)),v),w),power_class(u))* -> subclass(union(complement(power_class(u)),v),w).
% 299.74/300.49 151179[4:SpL:50818.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),power_class(complement(power_class(null_class)))),v),intersection(power_class(u),image(element_relation,power_class(null_class))))* -> subclass(union(complement(power_class(u)),power_class(complement(power_class(null_class)))),v).
% 299.74/300.49 151178[0:SpL:50817.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),power_class(complement(power_class(universal_class)))),v),intersection(power_class(u),image(element_relation,power_class(universal_class))))* -> subclass(union(complement(power_class(u)),power_class(complement(power_class(universal_class)))),v).
% 299.74/300.49 151158[0:SpL:103871.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),image(element_relation,successor(v))),w),intersection(power_class(u),power_class(complement(successor(v)))))* -> subclass(union(complement(power_class(u)),image(element_relation,successor(v))),w).
% 299.74/300.49 151628[0:SpL:102583.0,6535.0] || member(u,symmetric_difference(complement(v),union(complement(power_class(w)),intersection(complement(x),union(y,z)))))* -> member(u,union(v,intersection(power_class(w),union(x,complement(union(y,z)))))).
% 299.74/300.49 151606[0:SpL:102583.0,6535.0] || member(u,symmetric_difference(union(complement(power_class(v)),intersection(complement(w),union(x,y))),complement(z)))* -> member(u,union(intersection(power_class(v),union(w,complement(union(x,y)))),z)).
% 299.74/300.49 151605[0:SpL:102583.0,3480.0] || subclass(u,union(complement(power_class(v)),intersection(complement(w),union(x,y))))* member(regular(u),intersection(power_class(v),union(w,complement(union(x,y))))) -> equal(u,null_class).
% 299.74/300.49 151990[0:Res:3143.2,102607.0] || subclass(u,intersection(complement(v),power_class(complement(union(w,x))))) member(regular(intersection(y,u)),union(v,image(element_relation,union(w,x))))* -> equal(intersection(y,u),null_class).
% 299.74/300.49 151988[0:Res:3315.2,102607.0] || subclass(u,intersection(complement(v),power_class(complement(union(w,x))))) member(regular(intersection(u,y)),union(v,image(element_relation,union(w,x))))* -> equal(intersection(u,y),null_class).
% 299.74/300.49 151969[4:Res:17399.1,102607.0] || subclass(domain_relation,flip(intersection(complement(u),power_class(complement(union(v,w)))))) member(ordered_pair(ordered_pair(x,y),cantor(ordered_pair(y,x))),union(u,image(element_relation,union(v,w))))* -> .
% 299.74/300.49 151968[4:Res:17398.1,102607.0] || subclass(domain_relation,rotate(intersection(complement(u),power_class(complement(union(v,w)))))) member(ordered_pair(ordered_pair(x,cantor(ordered_pair(y,x))),y),union(u,image(element_relation,union(v,w))))* -> .
% 299.74/300.49 151931[0:Res:5.1,102607.0] || member(not_subclass_element(intersection(complement(u),power_class(complement(union(v,w)))),x),union(u,image(element_relation,union(v,w))))* -> subclass(intersection(complement(u),power_class(complement(union(v,w)))),x).
% 299.74/300.49 152678[0:SpL:102667.0,6535.0] || member(u,symmetric_difference(complement(v),union(intersection(complement(w),power_class(x)),complement(union(y,z)))))* -> member(u,union(v,intersection(union(w,complement(power_class(x))),union(y,z)))).
% 299.74/300.49 152655[0:SpL:102667.0,6535.0] || member(u,symmetric_difference(union(intersection(complement(v),power_class(w)),complement(union(x,y))),complement(z)))* -> member(u,union(intersection(union(v,complement(power_class(w))),union(x,y)),z)).
% 299.74/300.49 152654[0:SpL:102667.0,3480.0] || subclass(u,union(intersection(complement(v),power_class(w)),complement(union(x,y))))* member(regular(u),intersection(union(v,complement(power_class(w))),union(x,y))) -> equal(u,null_class).
% 299.74/300.49 153146[0:SpL:102668.0,6535.0] || member(u,symmetric_difference(complement(v),union(intersection(power_class(w),complement(x)),complement(union(y,z)))))* -> member(u,union(v,intersection(union(complement(power_class(w)),x),union(y,z)))).
% 299.74/300.49 153123[0:SpL:102668.0,6535.0] || member(u,symmetric_difference(union(intersection(power_class(v),complement(w)),complement(union(x,y))),complement(z)))* -> member(u,union(intersection(union(complement(power_class(v)),w),union(x,y)),z)).
% 299.74/300.49 153122[0:SpL:102668.0,3480.0] || subclass(u,union(intersection(power_class(v),complement(w)),complement(union(x,y))))* member(regular(u),intersection(union(complement(power_class(v)),w),union(x,y))) -> equal(u,null_class).
% 299.74/300.49 153612[0:SpL:102866.0,6535.0] || member(u,symmetric_difference(complement(v),union(intersection(complement(w),union(x,y)),complement(power_class(z)))))* -> member(u,union(v,intersection(union(w,complement(union(x,y))),power_class(z)))).
% 299.74/300.49 153589[0:SpL:102866.0,6535.0] || member(u,symmetric_difference(union(intersection(complement(v),union(w,x)),complement(power_class(y))),complement(z)))* -> member(u,union(intersection(union(v,complement(union(w,x))),power_class(y)),z)).
% 299.74/300.49 153588[0:SpL:102866.0,3480.0] || subclass(u,union(intersection(complement(v),union(w,x)),complement(power_class(y))))* member(regular(u),intersection(union(v,complement(union(w,x))),power_class(y))) -> equal(u,null_class).
% 299.74/300.49 154010[0:Res:3143.2,102909.0] || subclass(u,intersection(power_class(complement(union(v,w))),complement(x))) member(regular(intersection(y,u)),union(image(element_relation,union(v,w)),x))* -> equal(intersection(y,u),null_class).
% 299.74/300.49 154008[0:Res:3315.2,102909.0] || subclass(u,intersection(power_class(complement(union(v,w))),complement(x))) member(regular(intersection(u,y)),union(image(element_relation,union(v,w)),x))* -> equal(intersection(u,y),null_class).
% 299.74/300.49 153989[4:Res:17399.1,102909.0] || subclass(domain_relation,flip(intersection(power_class(complement(union(u,v))),complement(w)))) member(ordered_pair(ordered_pair(x,y),cantor(ordered_pair(y,x))),union(image(element_relation,union(u,v)),w))* -> .
% 299.74/300.49 153988[4:Res:17398.1,102909.0] || subclass(domain_relation,rotate(intersection(power_class(complement(union(u,v))),complement(w)))) member(ordered_pair(ordered_pair(x,cantor(ordered_pair(y,x))),y),union(image(element_relation,union(u,v)),w))* -> .
% 299.74/300.49 153951[0:Res:5.1,102909.0] || member(not_subclass_element(intersection(power_class(complement(union(u,v))),complement(w)),x),union(image(element_relation,union(u,v)),w))* -> subclass(intersection(power_class(complement(union(u,v))),complement(w)),x).
% 299.74/300.49 154388[0:SpL:103019.0,6535.0] || member(u,symmetric_difference(complement(v),union(complement(power_class(w)),intersection(union(x,y),complement(z)))))* -> member(u,union(v,intersection(power_class(w),union(complement(union(x,y)),z)))).
% 299.74/300.49 154365[0:SpL:103019.0,6535.0] || member(u,symmetric_difference(union(complement(power_class(v)),intersection(union(w,x),complement(y))),complement(z)))* -> member(u,union(intersection(power_class(v),union(complement(union(w,x)),y)),z)).
% 299.74/300.49 154364[0:SpL:103019.0,3480.0] || subclass(u,union(complement(power_class(v)),intersection(union(w,x),complement(y))))* member(regular(u),intersection(power_class(v),union(complement(union(w,x)),y))) -> equal(u,null_class).
% 299.74/300.49 154871[0:SpL:103205.0,6535.0] || member(u,symmetric_difference(complement(v),union(intersection(union(w,x),complement(y)),complement(power_class(z)))))* -> member(u,union(v,intersection(union(complement(union(w,x)),y),power_class(z)))).
% 299.74/300.49 154848[0:SpL:103205.0,6535.0] || member(u,symmetric_difference(union(intersection(union(v,w),complement(x)),complement(power_class(y))),complement(z)))* -> member(u,union(intersection(union(complement(union(v,w)),x),power_class(y)),z)).
% 299.74/300.49 154847[0:SpL:103205.0,3480.0] || subclass(u,union(intersection(union(v,w),complement(x)),complement(power_class(y))))* member(regular(u),intersection(union(complement(union(v,w)),x),power_class(y))) -> equal(u,null_class).
% 299.74/300.49 155311[0:SpL:103451.0,6535.0] || member(u,symmetric_difference(complement(v),union(complement(union(w,x)),intersection(complement(y),power_class(z)))))* -> member(u,union(v,intersection(union(w,x),union(y,complement(power_class(z)))))).
% 299.74/300.49 155288[0:SpL:103451.0,6535.0] || member(u,symmetric_difference(union(complement(union(v,w)),intersection(complement(x),power_class(y))),complement(z)))* -> member(u,union(intersection(union(v,w),union(x,complement(power_class(y)))),z)).
% 299.74/300.49 155287[0:SpL:103451.0,3480.0] || subclass(u,union(complement(union(v,w)),intersection(complement(x),power_class(y))))* member(regular(u),intersection(union(v,w),union(x,complement(power_class(y))))) -> equal(u,null_class).
% 299.74/300.49 156080[0:SpL:103452.0,6535.0] || member(u,symmetric_difference(complement(v),union(complement(union(w,x)),intersection(power_class(y),complement(z)))))* -> member(u,union(v,intersection(union(w,x),union(complement(power_class(y)),z)))).
% 299.74/300.49 156057[0:SpL:103452.0,6535.0] || member(u,symmetric_difference(union(complement(union(v,w)),intersection(power_class(x),complement(y))),complement(z)))* -> member(u,union(intersection(union(v,w),union(complement(power_class(x)),y)),z)).
% 299.74/300.49 156056[0:SpL:103452.0,3480.0] || subclass(u,union(complement(union(v,w)),intersection(power_class(x),complement(y))))* member(regular(u),intersection(union(v,w),union(complement(power_class(x)),y))) -> equal(u,null_class).
% 299.74/300.49 156981[0:SpL:104283.0,6535.0] || member(u,symmetric_difference(complement(v),union(complement(union(w,x)),image(element_relation,union(y,z)))))* -> member(u,union(v,intersection(union(w,x),power_class(complement(union(y,z)))))).
% 299.74/300.49 156958[0:SpL:104283.0,6535.0] || member(u,symmetric_difference(union(complement(union(v,w)),image(element_relation,union(x,y))),complement(z)))* -> member(u,union(intersection(union(v,w),power_class(complement(union(x,y)))),z)).
% 299.74/300.49 156957[0:SpL:104283.0,3480.0] || subclass(u,union(complement(union(v,w)),image(element_relation,union(x,y))))* member(regular(u),intersection(union(v,w),power_class(complement(union(x,y))))) -> equal(u,null_class).
% 299.74/300.49 157815[0:SpL:104284.0,6535.0] || member(u,symmetric_difference(complement(v),union(image(element_relation,union(w,x)),complement(union(y,z)))))* -> member(u,union(v,intersection(power_class(complement(union(w,x))),union(y,z)))).
% 299.74/300.49 157792[0:SpL:104284.0,6535.0] || member(u,symmetric_difference(union(image(element_relation,union(v,w)),complement(union(x,y))),complement(z)))* -> member(u,union(intersection(power_class(complement(union(v,w))),union(x,y)),z)).
% 299.74/300.49 157791[0:SpL:104284.0,3480.0] || subclass(u,union(image(element_relation,union(v,w)),complement(union(x,y))))* member(regular(u),intersection(power_class(complement(union(v,w))),union(x,y))) -> equal(u,null_class).
% 299.74/300.49 161635[4:Res:500.2,12473.0] || member(restrict(apply(null_class,u),v,w),universal_class) -> equal(restrict(apply(null_class,u),v,w),null_class) member(apply(choice,restrict(apply(null_class,u),v,w)),sum_class(range_of(null_class)))*.
% 299.74/300.49 161634[4:Res:500.2,12472.0] || member(restrict(apply(null_class,u),v,w),universal_class) -> equal(restrict(apply(null_class,u),v,w),null_class) member(apply(choice,restrict(apply(null_class,u),v,w)),apply(null_class,x))*.
% 299.74/300.49 161633[4:Res:500.2,12471.0] || member(restrict(sum_class(range_of(null_class)),u,v),universal_class) -> equal(restrict(sum_class(range_of(null_class)),u,v),null_class) member(apply(choice,restrict(sum_class(range_of(null_class)),u,v)),apply(null_class,w))*.
% 299.74/300.49 161615[0:Res:500.2,574.0] || member(restrict(symmetric_difference(u,v),w,x),universal_class) -> equal(restrict(symmetric_difference(u,v),w,x),null_class) member(apply(choice,restrict(symmetric_difference(u,v),w,x)),union(u,v))*.
% 299.74/300.49 161580[0:SpR:277.0,500.2] || member(restrict(cross_product(u,v),w,x),universal_class) -> equal(restrict(cross_product(u,v),w,x),null_class) member(apply(choice,restrict(cross_product(w,x),u,v)),cross_product(u,v))*.
% 299.74/300.49 161867[2:Res:3143.2,11968.1] || subclass(u,unordered_pair(v,w))* member(regular(intersection(x,u)),v)* -> equal(intersection(x,u),null_class) equal(regular(unordered_pair(v,w)),w) equal(unordered_pair(v,w),null_class).
% 299.74/300.49 161865[2:Res:3315.2,11968.1] || subclass(u,unordered_pair(v,w))* member(regular(intersection(u,x)),v)* -> equal(intersection(u,x),null_class) equal(regular(unordered_pair(v,w)),w) equal(unordered_pair(v,w),null_class).
% 299.74/300.49 161856[2:Res:283.1,11968.1] || member(regular(restrict(unordered_pair(u,v),w,x)),u)* -> equal(restrict(unordered_pair(u,v),w,x),null_class) equal(regular(unordered_pair(u,v)),v) equal(unordered_pair(u,v),null_class).
% 299.74/300.49 161843[4:Res:17399.1,11968.1] || subclass(domain_relation,flip(unordered_pair(u,v)))* member(ordered_pair(ordered_pair(w,x),cantor(ordered_pair(x,w))),u)* -> equal(regular(unordered_pair(u,v)),v) equal(unordered_pair(u,v),null_class).
% 299.74/300.49 161842[4:Res:17398.1,11968.1] || subclass(domain_relation,rotate(unordered_pair(u,v)))* member(ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),x),u)* -> equal(regular(unordered_pair(u,v)),v) equal(unordered_pair(u,v),null_class).
% 299.74/300.49 161900[4:MRR:161813.2,122883.0] || member(union(null_class,unordered_pair(u,v)),universal_class) member(apply(choice,union(null_class,unordered_pair(u,v))),u)* -> equal(regular(unordered_pair(u,v)),v) equal(unordered_pair(u,v),null_class).
% 299.74/300.49 161998[2:Res:3143.2,11969.1] || subclass(u,unordered_pair(v,w))* member(regular(intersection(x,u)),w)* -> equal(intersection(x,u),null_class) equal(regular(unordered_pair(v,w)),v) equal(unordered_pair(v,w),null_class).
% 299.74/300.49 161996[2:Res:3315.2,11969.1] || subclass(u,unordered_pair(v,w))* member(regular(intersection(u,x)),w)* -> equal(intersection(u,x),null_class) equal(regular(unordered_pair(v,w)),v) equal(unordered_pair(v,w),null_class).
% 299.74/300.49 161987[2:Res:283.1,11969.1] || member(regular(restrict(unordered_pair(u,v),w,x)),v)* -> equal(restrict(unordered_pair(u,v),w,x),null_class) equal(regular(unordered_pair(u,v)),u) equal(unordered_pair(u,v),null_class).
% 299.74/300.49 161974[4:Res:17399.1,11969.1] || subclass(domain_relation,flip(unordered_pair(u,v)))* member(ordered_pair(ordered_pair(w,x),cantor(ordered_pair(x,w))),v)* -> equal(regular(unordered_pair(u,v)),u) equal(unordered_pair(u,v),null_class).
% 299.74/300.49 161973[4:Res:17398.1,11969.1] || subclass(domain_relation,rotate(unordered_pair(u,v)))* member(ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),x),v)* -> equal(regular(unordered_pair(u,v)),u) equal(unordered_pair(u,v),null_class).
% 299.74/300.49 162036[4:MRR:161944.2,122883.0] || member(union(null_class,unordered_pair(u,v)),universal_class) member(apply(choice,union(null_class,unordered_pair(u,v))),v)* -> equal(regular(unordered_pair(u,v)),u) equal(unordered_pair(u,v),null_class).
% 299.74/300.49 162827[0:Rew:75578.0,162593.0] || -> equal(intersection(union(power_class(complement(successor(u))),power_class(complement(power_class(v)))),union(image(element_relation,successor(u)),image(element_relation,power_class(v)))),symmetric_difference(power_class(complement(successor(u))),power_class(complement(power_class(v)))))**.
% 299.74/300.49 162828[0:Rew:75578.0,162591.0] || -> equal(intersection(union(power_class(complement(power_class(u))),power_class(complement(power_class(v)))),union(image(element_relation,power_class(u)),image(element_relation,power_class(v)))),symmetric_difference(power_class(complement(power_class(u))),power_class(complement(power_class(v)))))**.
% 299.74/300.49 162496[0:SpR:48063.0,92837.1] || subclass(union(u,image(element_relation,power_class(v))),union(complement(u),power_class(complement(power_class(v)))))* -> equal(symmetric_difference(complement(u),power_class(complement(power_class(v)))),union(u,image(element_relation,power_class(v)))).
% 299.74/300.49 162855[0:Rew:48063.0,162524.1] || subclass(union(u,image(element_relation,power_class(v))),w) -> subclass(symmetric_difference(complement(u),power_class(complement(power_class(v)))),x) member(not_subclass_element(symmetric_difference(complement(u),power_class(complement(power_class(v)))),x),w)*.
% 299.74/300.49 162856[0:Rew:48063.0,162506.0] || -> subclass(intersection(u,symmetric_difference(complement(v),power_class(complement(power_class(w))))),x) member(not_subclass_element(intersection(u,symmetric_difference(complement(v),power_class(complement(power_class(w))))),x),union(v,image(element_relation,power_class(w))))*.
% 299.74/300.49 162858[0:Rew:48063.0,162470.0] || -> subclass(intersection(symmetric_difference(complement(u),power_class(complement(power_class(v)))),w),x) member(not_subclass_element(intersection(symmetric_difference(complement(u),power_class(complement(power_class(v)))),w),x),union(u,image(element_relation,power_class(v))))*.
% 299.74/300.49 163298[4:Rew:80005.0,163077.0] || -> equal(intersection(union(power_class(complement(power_class(null_class))),image(element_relation,power_class(u))),union(power_class(complement(power_class(u))),image(element_relation,power_class(null_class)))),symmetric_difference(power_class(complement(power_class(u))),image(element_relation,power_class(null_class))))**.
% 299.74/300.49 163299[0:Rew:80005.0,163076.0] || -> equal(intersection(union(power_class(complement(power_class(universal_class))),image(element_relation,power_class(u))),union(power_class(complement(power_class(u))),image(element_relation,power_class(universal_class)))),symmetric_difference(power_class(complement(power_class(u))),image(element_relation,power_class(universal_class))))**.
% 299.74/300.49 163300[0:Rew:75578.0,163046.0] || -> equal(intersection(union(power_class(complement(power_class(u))),power_class(complement(successor(v)))),union(image(element_relation,power_class(u)),image(element_relation,successor(v)))),symmetric_difference(power_class(complement(power_class(u))),power_class(complement(successor(v)))))**.
% 299.74/300.49 162964[0:SpR:48279.0,92837.1] || subclass(union(image(element_relation,power_class(u)),v),union(power_class(complement(power_class(u))),complement(v)))* -> equal(symmetric_difference(power_class(complement(power_class(u))),complement(v)),union(image(element_relation,power_class(u)),v)).
% 299.74/300.49 163330[0:Rew:48279.0,162992.1] || subclass(union(image(element_relation,power_class(u)),v),w) -> subclass(symmetric_difference(power_class(complement(power_class(u))),complement(v)),x) member(not_subclass_element(symmetric_difference(power_class(complement(power_class(u))),complement(v)),x),w)*.
% 299.74/300.49 163331[0:Rew:48279.0,162974.0] || -> subclass(intersection(u,symmetric_difference(power_class(complement(power_class(v))),complement(w))),x) member(not_subclass_element(intersection(u,symmetric_difference(power_class(complement(power_class(v))),complement(w))),x),union(image(element_relation,power_class(v)),w))*.
% 299.74/300.49 163333[0:Rew:48279.0,162938.0] || -> subclass(intersection(symmetric_difference(power_class(complement(power_class(u))),complement(v)),w),x) member(not_subclass_element(intersection(symmetric_difference(power_class(complement(power_class(u))),complement(v)),w),x),union(image(element_relation,power_class(u)),v))*.
% 299.74/300.49 164006[0:Obv:163926.2] || subclass(complement(intersection(u,union(v,w))),symmetric_difference(v,w))* member(regular(complement(intersection(u,union(v,w)))),u)* -> equal(complement(intersection(u,union(v,w))),null_class).
% 299.74/300.49 164135[0:Res:12960.4,47968.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,image(element_relation,power_class(w))) member(ordered_pair(v,u),power_class(complement(power_class(w))))* -> .
% 299.74/300.49 164103[0:Res:12960.4,11.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,unordered_pair(w,x))* -> equal(ordered_pair(v,u),x)* equal(ordered_pair(v,u),w)*.
% 299.74/300.49 164098[6:SpR:161913.0,12960.4] || member(second(regular(element_relation)),universal_class)* member(first(regular(element_relation)),universal_class) equal(successor(first(regular(element_relation))),second(regular(element_relation))) subclass(successor_relation,u) -> member(regular(element_relation),u)*.
% 299.74/300.49 164097[4:SpR:100002.0,12960.4] || member(second(regular(composition_function)),universal_class)* member(first(regular(composition_function)),universal_class) equal(successor(first(regular(composition_function))),second(regular(composition_function))) subclass(successor_relation,u) -> member(regular(composition_function),u)*.
% 299.74/300.49 164096[2:SpR:100001.0,12960.4] || member(second(regular(domain_relation)),universal_class)* member(first(regular(domain_relation)),universal_class) equal(successor(first(regular(domain_relation))),second(regular(domain_relation))) subclass(successor_relation,u) -> member(regular(domain_relation),u)*.
% 299.74/300.49 164503[6:SpL:161913.0,14017.0] || member(regular(element_relation),cross_product(universal_class,universal_class)) subclass(composition_function,compose_class(u)) -> equal(compose(u,first(regular(element_relation))),ordered_pair(second(regular(element_relation)),compose(first(regular(element_relation)),second(regular(element_relation)))))*.
% 299.74/300.49 164502[4:SpL:100002.0,14017.0] || member(regular(composition_function),cross_product(universal_class,universal_class)) subclass(composition_function,compose_class(u)) -> equal(compose(u,first(regular(composition_function))),ordered_pair(second(regular(composition_function)),compose(first(regular(composition_function)),second(regular(composition_function)))))*.
% 299.74/300.49 164501[2:SpL:100001.0,14017.0] || member(regular(domain_relation),cross_product(universal_class,universal_class)) subclass(composition_function,compose_class(u)) -> equal(compose(u,first(regular(domain_relation))),ordered_pair(second(regular(domain_relation)),compose(first(regular(domain_relation)),second(regular(domain_relation)))))*.
% 299.74/300.49 164525[0:MRR:164518.1,101.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(composition_function,compose_class(v)) -> equal(compose(v,restrict(element_relation,universal_class,u)),ordered_pair(sum_class(u),compose(restrict(element_relation,universal_class,u),sum_class(u))))*.
% 299.74/300.49 164526[0:MRR:164517.1,101.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(composition_function,compose_class(v)) -> equal(compose(v,flip(cross_product(u,universal_class))),ordered_pair(inverse(u),compose(flip(cross_product(u,universal_class)),inverse(u))))*.
% 299.74/300.49 164567[6:SpL:161913.0,13988.0] || member(regular(element_relation),cross_product(universal_class,universal_class)) subclass(composition_function,singleton(u))* -> equal(ordered_pair(first(regular(element_relation)),ordered_pair(second(regular(element_relation)),compose(first(regular(element_relation)),second(regular(element_relation))))),u)*.
% 299.74/300.49 164566[4:SpL:100002.0,13988.0] || member(regular(composition_function),cross_product(universal_class,universal_class)) subclass(composition_function,singleton(u))* -> equal(ordered_pair(first(regular(composition_function)),ordered_pair(second(regular(composition_function)),compose(first(regular(composition_function)),second(regular(composition_function))))),u)*.
% 299.74/300.49 164565[2:SpL:100001.0,13988.0] || member(regular(domain_relation),cross_product(universal_class,universal_class)) subclass(composition_function,singleton(u))* -> equal(ordered_pair(first(regular(domain_relation)),ordered_pair(second(regular(domain_relation)),compose(first(regular(domain_relation)),second(regular(domain_relation))))),u)*.
% 299.74/300.49 164589[0:MRR:164582.1,101.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(composition_function,singleton(v))* -> equal(ordered_pair(restrict(element_relation,universal_class,u),ordered_pair(sum_class(u),compose(restrict(element_relation,universal_class,u),sum_class(u)))),v)*.
% 299.74/300.49 164590[0:MRR:164581.1,101.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(composition_function,singleton(v))* -> equal(ordered_pair(flip(cross_product(u,universal_class)),ordered_pair(inverse(u),compose(flip(cross_product(u,universal_class)),inverse(u)))),v)*.
% 299.74/300.49 164689[4:MRR:164685.0,12497.1] || member(u,universal_class) equal(successor(u),regular(cross_product(v,w))) subclass(successor_relation,application_function) -> equal(cross_product(v,w),null_class) member(first(regular(cross_product(v,w))),cantor(u))*.
% 299.74/300.49 165166[0:Res:13089.3,47968.0] || member(intersection(u,v),universal_class) subclass(v,image(element_relation,power_class(w))) member(apply(choice,intersection(u,v)),power_class(complement(power_class(w))))* -> equal(intersection(u,v),null_class).
% 299.74/300.49 165481[0:Res:13287.3,47968.0] || member(intersection(u,v),universal_class) subclass(u,image(element_relation,power_class(w))) member(apply(choice,intersection(u,v)),power_class(complement(power_class(w))))* -> equal(intersection(u,v),null_class).
% 299.74/300.49 165735[4:Obv:165723.1] || member(u,universal_class) equal(successor(v),u)* subclass(successor_relation,compose(w,x))* member(v,universal_class) -> member(v,cantor(x))* member(u,image(w,range_of(null_class)))*.
% 299.74/300.49 167814[0:Res:417.2,12416.1] || subclass(u,complement(intersection(v,w))) member(not_subclass_element(u,x),union(v,w))* subclass(symmetric_difference(v,w),y)* -> subclass(u,x) member(not_subclass_element(u,x),y)*.
% 299.74/300.49 167782[0:Res:69.1,12416.1] || member(regular(complement(intersection(u,v))),union(u,v))* subclass(symmetric_difference(u,v),w) -> equal(complement(intersection(u,v)),null_class) member(regular(complement(intersection(u,v))),w)*.
% 299.74/300.49 168250[4:Res:17312.2,78949.0] || member(u,universal_class) subclass(domain_relation,symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))))* -> member(ordered_pair(u,cantor(u)),complement(symmetric_difference(cross_product(v,w),x)))*.
% 299.74/300.49 168550[4:Res:17312.2,79442.0] || member(u,universal_class) subclass(domain_relation,symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))))* -> member(ordered_pair(u,cantor(u)),complement(symmetric_difference(v,cross_product(w,x))))*.
% 299.74/300.49 169019[4:MRR:169018.2,56171.0] || -> equal(regular(ordered_pair(u,v)),singleton(u)) equal(regular(regular(ordered_pair(u,v))),u) equal(symmetric_difference(singleton(v),regular(ordered_pair(u,v))),union(singleton(v),regular(ordered_pair(u,v))))**.
% 299.74/300.49 171755[0:MRR:171754.1,68.2] function(u) || member(v,universal_class) subclass(universal_class,union(w,complement(union(x,complement(power_class(y)))))) -> member(image(u,v),union(w,intersection(complement(x),power_class(y))))*.
% 299.74/300.49 171757[0:MRR:171756.0,12507.2] || member(u,universal_class) subclass(u,union(v,complement(union(w,complement(power_class(x)))))) -> member(apply(choice,u),union(v,intersection(complement(w),power_class(x))))* equal(u,null_class).
% 299.74/300.49 172159[2:Res:47996.2,8049.1] || member(ordered_pair(null_class,null_class),union(complement(u),power_class(v)))* member(ordered_pair(null_class,null_class),union(u,complement(power_class(v)))) subclass(domain_relation,complement(symmetric_difference(complement(u),power_class(v)))) -> .
% 299.74/300.49 172158[0:Res:47996.2,725.1] || member(ordered_pair(u,v),union(complement(w),power_class(x)))* member(ordered_pair(u,v),union(w,complement(power_class(x)))) subclass(universal_class,complement(symmetric_difference(complement(w),power_class(x)))) -> .
% 299.74/300.49 172139[5:Res:47996.2,21263.1] || member(sum_class(range_of(null_class)),union(complement(u),power_class(v)))* member(sum_class(range_of(null_class)),union(u,complement(power_class(v)))) subclass(universal_class,complement(symmetric_difference(complement(u),power_class(v)))) -> .
% 299.74/300.49 172138[5:Res:47996.2,25953.1] || member(sum_class(range_of(null_class)),union(complement(u),power_class(v)))* member(sum_class(range_of(null_class)),union(u,complement(power_class(v)))) equal(complement(symmetric_difference(complement(u),power_class(v))),universal_class) -> .
% 299.74/300.49 172136[0:Res:47996.2,671.1] || member(unordered_pair(u,v),union(complement(w),power_class(x)))* member(unordered_pair(u,v),union(w,complement(power_class(x)))) subclass(universal_class,complement(symmetric_difference(complement(w),power_class(x)))) -> .
% 299.74/300.49 172135[5:Res:47996.2,21295.1] || member(apply(null_class,u),union(complement(v),power_class(w)))* member(apply(null_class,u),union(v,complement(power_class(w)))) subclass(universal_class,complement(symmetric_difference(complement(v),power_class(w)))) -> .
% 299.74/300.49 172134[5:Res:47996.2,26529.1] || member(apply(null_class,u),union(complement(v),power_class(w)))* member(apply(null_class,u),union(v,complement(power_class(w)))) equal(complement(symmetric_difference(complement(v),power_class(w))),universal_class) -> .
% 299.74/300.49 172121[4:SpR:75150.0,47996.2] || member(u,union(complement(apply(null_class,v)),power_class(w)))* member(u,union(apply(null_class,v),complement(power_class(w)))) -> member(u,symmetric_difference(complement(apply(null_class,x)),power_class(w)))*.
% 299.74/300.49 172120[4:SpR:75151.0,47996.2] || member(u,union(complement(apply(null_class,v)),power_class(w)))* member(u,union(apply(null_class,v),complement(power_class(w)))) -> member(u,symmetric_difference(complement(sum_class(range_of(null_class))),power_class(w)))*.
% 299.74/300.49 172197[0:Rew:146697.0,172118.2] || member(u,union(complement(union(v,w)),power_class(x))) member(u,union(union(v,w),complement(power_class(x)))) -> member(u,symmetric_difference(union(w,v),complement(power_class(x))))*.
% 299.74/300.49 172199[4:Rew:147056.0,172198.2] || member(u,union(union(null_class,complement(v)),power_class(w))) member(u,union(union(null_class,v),complement(power_class(w)))) -> member(u,symmetric_difference(union(null_class,v),complement(power_class(w))))*.
% 299.74/300.49 172201[4:Rew:147056.0,172200.2] || member(u,union(union(null_class,complement(v)),power_class(w))) member(u,union(union(v,null_class),complement(power_class(w)))) -> member(u,symmetric_difference(union(null_class,v),complement(power_class(w))))*.
% 299.74/300.49 172203[4:Rew:147056.0,172202.2] || member(u,union(union(null_class,complement(v)),power_class(w))) member(u,union(union(v,v),complement(power_class(w))))* -> member(u,symmetric_difference(union(null_class,v),complement(power_class(w))))*.
% 299.74/300.49 172113[4:SpR:75151.0,47996.2] || member(u,union(complement(sum_class(range_of(null_class))),power_class(v))) member(u,union(sum_class(range_of(null_class)),complement(power_class(v)))) -> member(u,symmetric_difference(complement(apply(null_class,w)),power_class(v)))*.
% 299.74/300.49 172109[0:SpR:80128.0,47996.2] || member(u,union(complement(symmetric_difference(v,w)),power_class(x))) member(u,union(symmetric_difference(v,w),complement(power_class(x)))) -> member(u,symmetric_difference(complement(symmetric_difference(w,v)),power_class(x)))*.
% 299.74/300.49 172073[4:SpR:78724.0,47996.2] || member(u,union(complement(v),power_class(union(w,null_class)))) member(u,union(v,complement(power_class(union(w,null_class))))) -> member(u,symmetric_difference(complement(v),power_class(union(null_class,w))))*.
% 299.74/300.49 172072[4:SpR:77754.0,47996.2] || member(u,union(complement(v),power_class(union(w,null_class)))) member(u,union(v,complement(power_class(union(w,null_class))))) -> member(u,symmetric_difference(complement(v),power_class(union(w,w))))*.
% 299.74/300.49 172071[4:SpR:41644.0,47996.2] || member(u,union(complement(v),power_class(union(null_class,w)))) member(u,union(v,complement(power_class(union(null_class,w))))) -> member(u,symmetric_difference(complement(v),power_class(union(w,w))))*.
% 299.74/300.49 172070[4:SpR:78724.0,47996.2] || member(u,union(complement(v),power_class(union(null_class,w)))) member(u,union(v,complement(power_class(union(null_class,w))))) -> member(u,symmetric_difference(complement(v),power_class(union(w,null_class))))*.
% 299.74/300.49 172069[4:SpR:41644.0,47996.2] || member(u,union(complement(v),power_class(union(w,w))))* member(u,union(v,complement(power_class(union(w,w))))) -> member(u,symmetric_difference(complement(v),power_class(union(null_class,w))))*.
% 299.74/300.49 172068[4:SpR:77754.0,47996.2] || member(u,union(complement(v),power_class(union(w,w))))* member(u,union(v,complement(power_class(union(w,w))))) -> member(u,symmetric_difference(complement(v),power_class(union(w,null_class))))*.
% 299.74/300.49 172540[0:Rew:80005.0,172398.2] || member(u,universal_class) -> member(u,symmetric_difference(cross_product(v,w),complement(power_class(x)))) member(u,union(restrict(complement(power_class(x)),v,w),intersection(complement(cross_product(v,w)),power_class(x))))*.
% 299.74/300.49 172549[0:MRR:172548.1,68.2] function(u) || member(v,universal_class) subclass(universal_class,union(complement(union(w,complement(power_class(x)))),y)) -> member(image(u,v),union(intersection(complement(w),power_class(x)),y))*.
% 299.74/300.49 172551[0:MRR:172550.0,12507.2] || member(u,universal_class) subclass(u,union(complement(union(v,complement(power_class(w)))),x)) -> member(apply(choice,u),union(intersection(complement(v),power_class(w)),x))* equal(u,null_class).
% 299.74/300.49 173105[0:MRR:173104.1,68.2] function(u) || member(v,universal_class) subclass(universal_class,union(w,complement(union(complement(power_class(x)),y)))) -> member(image(u,v),union(w,intersection(power_class(x),complement(y))))*.
% 299.74/300.49 173107[0:MRR:173106.0,12507.2] || member(u,universal_class) subclass(u,union(v,complement(union(complement(power_class(w)),x)))) -> member(apply(choice,u),union(v,intersection(power_class(w),complement(x))))* equal(u,null_class).
% 299.74/300.49 6321[0:Res:408.2,62.0] || member(u,universal_class) subclass(universal_class,image(v,image(w,singleton(x))))* member(ordered_pair(x,sum_class(u)),cross_product(universal_class,universal_class))* -> member(ordered_pair(x,sum_class(u)),compose(v,w))*.
% 299.74/300.49 6380[0:Res:407.2,62.0] || member(u,universal_class) subclass(universal_class,image(v,image(w,singleton(x))))* member(ordered_pair(x,power_class(u)),cross_product(universal_class,universal_class))* -> member(ordered_pair(x,power_class(u)),compose(v,w))*.
% 299.74/300.49 13919[0:SpL:823.1,36.0] || member(ordered_pair(regular(cross_product(u,v)),w),rotate(x)) -> equal(cross_product(u,v),null_class) member(ordered_pair(ordered_pair(second(regular(cross_product(u,v))),w),first(regular(cross_product(u,v)))),x)*.
% 299.74/300.49 13918[0:SpL:823.1,39.0] || member(ordered_pair(regular(cross_product(u,v)),w),flip(x)) -> equal(cross_product(u,v),null_class) member(ordered_pair(ordered_pair(second(regular(cross_product(u,v))),first(regular(cross_product(u,v)))),w),x)*.
% 299.74/300.49 14391[0:Res:68.2,937.0] function(u) || member(v,universal_class) member(w,x)* -> equal(ordered_pair(first(ordered_pair(w,image(u,v))),second(ordered_pair(w,image(u,v)))),ordered_pair(w,image(u,v)))**.
% 299.74/300.49 14328[0:Res:73.2,937.0] || member(u,universal_class) member(v,w)* -> equal(u,null_class) equal(ordered_pair(first(ordered_pair(v,apply(choice,u))),second(ordered_pair(v,apply(choice,u)))),ordered_pair(v,apply(choice,u)))**.
% 299.74/300.49 14989[0:Obv:14982.1] || member(ordered_pair(u,v),compose(w,x)) -> equal(not_subclass_element(unordered_pair(y,v),image(w,image(x,singleton(u)))),y)** subclass(unordered_pair(y,v),image(w,image(x,singleton(u)))).
% 299.74/300.49 14990[0:Obv:14981.1] || member(ordered_pair(u,v),compose(w,x)) -> equal(not_subclass_element(unordered_pair(v,y),image(w,image(x,singleton(u)))),y)** subclass(unordered_pair(v,y),image(w,image(x,singleton(u)))).
% 299.74/300.49 15127[0:SpL:826.1,99.0] || member(ordered_pair(u,not_subclass_element(cross_product(v,w),x)),composition_function)* -> subclass(cross_product(v,w),x) equal(compose(u,first(not_subclass_element(cross_product(v,w),x))),second(not_subclass_element(cross_product(v,w),x))).
% 299.74/300.49 15125[0:SpL:826.1,110.0] || member(ordered_pair(u,not_subclass_element(cross_product(v,w),x)),application_function)* -> subclass(cross_product(v,w),x) equal(apply(u,first(not_subclass_element(cross_product(v,w),x))),second(not_subclass_element(cross_product(v,w),x))).
% 299.74/300.49 16515[2:Rew:7118.0,16510.3,7118.0,16510.2,7118.0,16510.0] || member(range_of(null_class),universal_class) member(ordered_pair(u,apply(choice,range_of(null_class))),cross_product(universal_class,universal_class))* -> equal(range_of(null_class),null_class) member(ordered_pair(u,apply(choice,range_of(null_class))),compose(null_class,v))*.
% 299.74/300.49 18473[4:Rew:17265.0,17396.2] || subclass(domain_relation,cross_product(cross_product(universal_class,universal_class),universal_class)) member(ordered_pair(ordered_pair(u,cantor(ordered_pair(v,u))),v),w) -> member(ordered_pair(ordered_pair(v,u),cantor(ordered_pair(v,u))),rotate(w))*.
% 299.74/300.49 18474[4:Rew:17265.0,17397.1] || subclass(domain_relation,cross_product(cross_product(universal_class,universal_class),universal_class)) member(ordered_pair(ordered_pair(u,v),cantor(ordered_pair(v,u))),w) -> member(ordered_pair(ordered_pair(v,u),cantor(ordered_pair(v,u))),flip(w))*.
% 299.74/300.49 17610[4:Rew:17265.0,1165.0] || member(singleton(u),cantor(v)) member(ordered_pair(v,singleton(singleton(singleton(u)))),cross_product(universal_class,cross_product(universal_class,universal_class)))* -> member(ordered_pair(v,ordered_pair(singleton(u),apply(v,singleton(u)))),application_function)*.
% 299.74/300.49 17690[4:Rew:17265.0,15728.3] || member(cross_product(u,v),universal_class) member(ordered_pair(w,apply(choice,cross_product(u,v))),application_function)* -> equal(cross_product(u,v),null_class) member(first(apply(choice,cross_product(u,v))),cantor(w)).
% 299.74/300.49 28405[0:Res:283.1,617.0] || -> equal(restrict(ordered_pair(u,v),w,x),null_class) equal(regular(restrict(ordered_pair(u,v),w,x)),unordered_pair(u,singleton(v)))** equal(regular(restrict(ordered_pair(u,v),w,x)),singleton(u)).
% 299.74/300.49 29427[4:Rew:28759.0,27337.0] || equal(union(null_class,image(u,image(v,singleton(w)))),universal_class) member(ordered_pair(w,ordered_pair(null_class,null_class)),cross_product(universal_class,universal_class))* -> member(ordered_pair(w,ordered_pair(null_class,null_class)),compose(u,v))*.
% 299.74/300.49 29428[5:Rew:28759.0,21742.0] || equal(union(null_class,image(u,image(v,singleton(w)))),universal_class) member(ordered_pair(w,apply(null_class,x)),cross_product(universal_class,universal_class))* -> member(ordered_pair(w,apply(null_class,x)),compose(u,v))*.
% 299.74/300.49 29429[5:Rew:28759.0,21550.0] || equal(union(null_class,image(u,image(v,singleton(w)))),universal_class) member(ordered_pair(w,sum_class(range_of(null_class))),cross_product(universal_class,universal_class))* -> member(ordered_pair(w,sum_class(range_of(null_class))),compose(u,v))*.
% 299.74/300.49 29431[4:Rew:28759.0,16112.0] || equal(union(null_class,image(u,image(v,singleton(w)))),domain_relation) member(ordered_pair(w,ordered_pair(null_class,null_class)),cross_product(universal_class,universal_class))* -> member(ordered_pair(w,ordered_pair(null_class,null_class)),compose(u,v))*.
% 299.74/300.49 31174[4:Rew:28759.0,29490.2,28759.0,29490.1] || member(not_subclass_element(u,union(null_class,intersection(v,w))),union(v,w)) -> subclass(u,union(null_class,intersection(v,w))) member(not_subclass_element(u,union(null_class,intersection(v,w))),symmetric_difference(v,w))*.
% 299.74/300.49 32864[0:SpL:8781.1,1000.1] || member(ordered_pair(u,v),compose(regular(cross_product(image(w,singleton(u)),universal_class)),w))* subclass(range_of(null_class),x)* -> equal(cross_product(image(w,singleton(u)),universal_class),null_class) member(v,x)*.
% 299.74/300.49 41772[4:Res:17398.1,17395.0] || subclass(domain_relation,rotate(cantor(regular(cross_product(singleton(ordered_pair(ordered_pair(u,cantor(ordered_pair(v,u))),v)),universal_class)))))* -> equal(cross_product(singleton(ordered_pair(ordered_pair(u,cantor(ordered_pair(v,u))),v)),universal_class),null_class).
% 299.74/300.49 41890[4:Res:17399.1,17395.0] || subclass(domain_relation,flip(cantor(regular(cross_product(singleton(ordered_pair(ordered_pair(u,v),cantor(ordered_pair(v,u)))),universal_class)))))* -> equal(cross_product(singleton(ordered_pair(ordered_pair(u,v),cantor(ordered_pair(v,u)))),universal_class),null_class).
% 299.74/300.49 46069[0:Res:26.2,6564.0] || member(not_subclass_element(intersection(u,complement(intersection(v,w))),x),w)* member(not_subclass_element(intersection(u,complement(intersection(v,w))),x),v)* -> subclass(intersection(u,complement(intersection(v,w))),x).
% 299.74/300.49 46435[0:Res:26.2,7756.0] || member(not_subclass_element(intersection(complement(intersection(u,v)),w),x),v)* member(not_subclass_element(intersection(complement(intersection(u,v)),w),x),u)* -> subclass(intersection(complement(intersection(u,v)),w),x).
% 299.74/300.49 47853[0:Res:5957.2,20.0] || member(inverse(u),universal_class) subclass(domain_relation,cross_product(v,w))* -> equal(ordered_pair(first(ordered_pair(inverse(u),range_of(u))),second(ordered_pair(inverse(u),range_of(u)))),ordered_pair(inverse(u),range_of(u)))**.
% 299.74/300.49 48127[0:Rew:47963.0,14786.0] || -> equal(intersection(complement(symmetric_difference(complement(u),power_class(v))),union(union(u,complement(power_class(v))),union(complement(u),power_class(v)))),symmetric_difference(union(u,complement(power_class(v))),union(complement(u),power_class(v))))**.
% 299.74/300.49 52118[0:SpR:49204.0,9395.0] || -> equal(intersection(successor(power_class(complement(power_class(u)))),union(image(element_relation,power_class(u)),complement(singleton(power_class(complement(power_class(u))))))),symmetric_difference(complement(power_class(complement(power_class(u)))),complement(singleton(power_class(complement(power_class(u)))))))**.
% 299.74/300.49 52071[0:SpR:9395.0,7786.1] || -> subclass(symmetric_difference(successor(u),union(complement(u),complement(singleton(u)))),v) member(not_subclass_element(symmetric_difference(successor(u),union(complement(u),complement(singleton(u)))),v),complement(symmetric_difference(complement(u),complement(singleton(u)))))*.
% 299.74/300.49 52180[0:Rew:9395.0,52158.1] || member(not_subclass_element(union(complement(u),complement(singleton(u))),symmetric_difference(complement(u),complement(singleton(u)))),successor(u))* -> subclass(union(complement(u),complement(singleton(u))),symmetric_difference(complement(u),complement(singleton(u)))).
% 299.74/300.49 52346[4:Rew:826.1,52334.2] || member(singleton(singleton(singleton(not_subclass_element(cross_product(u,v),w)))),application_function) -> subclass(cross_product(u,v),w) member(first(not_subclass_element(cross_product(u,v),w)),cantor(singleton(not_subclass_element(cross_product(u,v),w))))*.
% 299.74/300.49 55640[0:Res:1040.2,47998.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,intersection(complement(w),power_class(x))) member(ordered_pair(u,ordered_pair(v,compose(u,v))),union(w,complement(power_class(x))))* -> .
% 299.74/300.49 55787[0:Res:1040.2,48187.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,intersection(power_class(w),complement(x))) member(ordered_pair(u,ordered_pair(v,compose(u,v))),union(complement(power_class(w)),x))* -> .
% 299.74/300.49 55928[0:Res:283.1,8686.2] || member(regular(restrict(union(u,v),w,x)),complement(v))* member(regular(restrict(union(u,v),w,x)),complement(u))* -> equal(restrict(union(u,v),w,x),null_class).
% 299.74/300.49 56245[2:Rew:23551.0,56157.2,23551.0,56157.1] || -> equal(regular(ordered_pair(u,v)),singleton(u)) subclass(regular(ordered_pair(u,v)),w) equal(not_subclass_element(regular(ordered_pair(u,v)),w),singleton(v))** equal(not_subclass_element(regular(ordered_pair(u,v)),w),u)**.
% 299.74/300.49 57124[0:Res:6563.2,20.0] || subclass(u,cross_product(v,w))* -> subclass(intersection(x,u),y) equal(ordered_pair(first(not_subclass_element(intersection(x,u),y)),second(not_subclass_element(intersection(x,u),y))),not_subclass_element(intersection(x,u),y))**.
% 299.74/300.49 58549[0:Res:7755.2,20.0] || subclass(u,cross_product(v,w))* -> subclass(intersection(u,x),y) equal(ordered_pair(first(not_subclass_element(intersection(u,x),y)),second(not_subclass_element(intersection(u,x),y))),not_subclass_element(intersection(u,x),y))**.
% 299.74/300.49 60607[2:Res:13412.1,7715.0] || member(regular(regular(intersection(u,v))),union(u,v)) -> member(regular(regular(intersection(u,v))),symmetric_difference(u,v))* equal(regular(intersection(u,v)),null_class) equal(intersection(u,v),null_class).
% 299.74/300.49 60600[0:Res:13412.1,14561.0] || member(not_subclass_element(u,intersection(intersection(v,w),u)),union(v,w)) -> member(not_subclass_element(u,intersection(intersection(v,w),u)),symmetric_difference(v,w))* subclass(u,intersection(intersection(v,w),u)).
% 299.74/300.49 60542[0:SpR:569.0,13412.1] || member(u,union(union(v,w),union(complement(v),complement(w)))) -> member(u,symmetric_difference(complement(v),complement(w))) member(u,symmetric_difference(union(v,w),union(complement(v),complement(w))))*.
% 299.74/300.49 62753[0:SpL:48835.0,885.1] || member(u,union(power_class(v),power_class(complement(power_class(w))))) member(u,union(complement(power_class(v)),image(element_relation,power_class(w))))* -> member(u,symmetric_difference(power_class(v),power_class(complement(power_class(w))))).
% 299.74/300.49 63212[0:SpL:48838.0,885.1] || member(u,union(power_class(complement(power_class(v))),power_class(w))) member(u,union(image(element_relation,power_class(v)),complement(power_class(w))))* -> member(u,symmetric_difference(power_class(complement(power_class(v))),power_class(w))).
% 299.74/300.49 65795[0:Res:58368.0,9800.1] || member(restrict(intersection(u,singleton(v)),w,x),universal_class) -> equal(restrict(intersection(u,singleton(v)),w,x),null_class) equal(apply(choice,restrict(intersection(u,singleton(v)),w,x)),v)**.
% 299.74/300.49 65792[0:Res:57780.0,9800.1] || member(intersection(u,restrict(singleton(v),w,x)),universal_class) -> equal(intersection(u,restrict(singleton(v),w,x)),null_class) equal(apply(choice,intersection(u,restrict(singleton(v),w,x))),v)**.
% 299.74/300.49 65782[4:Res:59822.0,9800.1] || member(union(null_class,restrict(singleton(u),v,w)),universal_class) -> equal(union(null_class,restrict(singleton(u),v,w)),null_class) equal(apply(choice,union(null_class,restrict(singleton(u),v,w))),u)**.
% 299.74/300.49 65776[0:Res:59150.0,9800.1] || member(intersection(restrict(singleton(u),v,w),x),universal_class) -> equal(intersection(restrict(singleton(u),v,w),x),null_class) equal(apply(choice,intersection(restrict(singleton(u),v,w),x)),u)**.
% 299.74/300.49 65773[0:Res:57833.0,9800.1] || member(restrict(intersection(singleton(u),v),w,x),universal_class) -> equal(restrict(intersection(singleton(u),v),w,x),null_class) equal(apply(choice,restrict(intersection(singleton(u),v),w,x)),u)**.
% 299.74/300.49 65771[4:Res:57960.0,9800.1] || member(restrict(union(null_class,singleton(u)),v,w),universal_class) -> equal(restrict(union(null_class,singleton(u)),v,w),null_class) equal(apply(choice,restrict(union(null_class,singleton(u)),v,w)),u)**.
% 299.74/300.49 68335[0:Res:12468.3,885.1] || member(u,universal_class) member(v,u) subclass(element_relation,complement(intersection(w,x))) member(ordered_pair(v,u),union(w,x)) -> member(ordered_pair(v,u),symmetric_difference(w,x))*.
% 299.74/300.49 71347[2:Res:13412.1,7896.1] || member(not_subclass_element(u,v),union(w,x)) subclass(u,regular(intersection(w,x))) -> member(not_subclass_element(u,v),symmetric_difference(w,x))* subclass(u,v) equal(intersection(w,x),null_class).
% 299.74/300.49 72334[0:Res:3147.1,48187.0] || member(regular(intersection(u,restrict(intersection(power_class(v),complement(w)),x,y))),union(complement(power_class(v)),w))* -> equal(intersection(u,restrict(intersection(power_class(v),complement(w)),x,y)),null_class).
% 299.74/300.49 72333[0:Res:3147.1,47998.0] || member(regular(intersection(u,restrict(intersection(complement(v),power_class(w)),x,y))),union(v,complement(power_class(w))))* -> equal(intersection(u,restrict(intersection(complement(v),power_class(w)),x,y)),null_class).
% 299.74/300.49 72570[0:Res:3319.1,48187.0] || member(regular(intersection(restrict(intersection(power_class(u),complement(v)),w,x),y)),union(complement(power_class(u)),v))* -> equal(intersection(restrict(intersection(power_class(u),complement(v)),w,x),y),null_class).
% 299.74/300.49 72569[0:Res:3319.1,47998.0] || member(regular(intersection(restrict(intersection(complement(u),power_class(v)),w,x),y)),union(u,complement(power_class(v))))* -> equal(intersection(restrict(intersection(complement(u),power_class(v)),w,x),y),null_class).
% 299.74/300.49 79092[0:Rew:75578.0,78924.0] || -> equal(intersection(complement(symmetric_difference(cross_product(u,v),w)),union(union(cross_product(u,v),w),complement(restrict(w,u,v)))),symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))))**.
% 299.74/300.49 79583[0:Rew:75578.0,79417.0] || -> equal(intersection(complement(symmetric_difference(u,cross_product(v,w))),union(union(u,cross_product(v,w)),complement(restrict(u,v,w)))),symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))))**.
% 299.74/300.49 80272[0:Rew:80146.0,80214.1] || -> equal(restrict(symmetric_difference(union(u,v),complement(intersection(u,v))),w,x),null_class) member(regular(restrict(symmetric_difference(union(u,v),complement(intersection(u,v))),w,x)),complement(symmetric_difference(u,v)))*.
% 299.74/300.49 80601[0:Rew:80566.0,80020.0] || -> equal(intersection(complement(symmetric_difference(power_class(u),complement(v))),union(union(power_class(u),complement(v)),union(complement(power_class(u)),v))),symmetric_difference(union(power_class(u),complement(v)),union(complement(power_class(u)),v)))**.
% 299.74/300.49 83466[4:MRR:83431.1,61393.0] || member(union(null_class,ordered_pair(u,v)),universal_class) -> equal(apply(choice,union(null_class,ordered_pair(u,v))),unordered_pair(u,singleton(v)))** equal(apply(choice,union(null_class,ordered_pair(u,v))),singleton(u)).
% 299.74/300.49 85350[4:Rew:9395.0,85280.1] || member(regular(union(null_class,symmetric_difference(complement(u),complement(singleton(u))))),symmetric_difference(successor(u),union(complement(u),complement(singleton(u)))))* -> equal(union(null_class,symmetric_difference(complement(u),complement(singleton(u)))),null_class).
% 299.74/300.49 85351[4:Rew:75585.0,85287.1] || member(regular(union(null_class,symmetric_difference(power_class(u),complement(v)))),symmetric_difference(union(power_class(u),complement(v)),union(complement(power_class(u)),v)))* -> equal(union(null_class,symmetric_difference(power_class(u),complement(v))),null_class).
% 299.74/300.49 85352[4:Rew:48104.0,85281.1] || member(regular(union(null_class,symmetric_difference(complement(u),power_class(v)))),symmetric_difference(union(u,complement(power_class(v))),union(complement(u),power_class(v))))* -> equal(union(null_class,symmetric_difference(complement(u),power_class(v))),null_class).
% 299.74/300.49 85353[4:Rew:75587.0,85278.1] || member(regular(union(null_class,symmetric_difference(u,cross_product(v,w)))),symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))))* -> equal(union(null_class,symmetric_difference(u,cross_product(v,w))),null_class).
% 299.74/300.49 85354[4:Rew:75586.0,85277.1] || member(regular(union(null_class,symmetric_difference(cross_product(u,v),w))),symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))))* -> equal(union(null_class,symmetric_difference(cross_product(u,v),w)),null_class).
% 299.74/300.49 85558[0:SpL:48838.0,8690.0] || subclass(u,intersection(union(image(element_relation,power_class(v)),complement(power_class(w))),complement(x)))* member(regular(u),union(intersection(power_class(complement(power_class(v))),power_class(w)),x)) -> equal(u,null_class).
% 299.74/300.49 85557[0:SpL:48835.0,8690.0] || subclass(u,intersection(union(complement(power_class(v)),image(element_relation,power_class(w))),complement(x)))* member(regular(u),union(intersection(power_class(v),power_class(complement(power_class(w)))),x)) -> equal(u,null_class).
% 299.74/300.49 85536[0:SpL:48838.0,8690.0] || subclass(u,intersection(complement(v),union(image(element_relation,power_class(w)),complement(power_class(x)))))* member(regular(u),union(v,intersection(power_class(complement(power_class(w))),power_class(x)))) -> equal(u,null_class).
% 299.74/300.49 85535[0:SpL:48835.0,8690.0] || subclass(u,intersection(complement(v),union(complement(power_class(w)),image(element_relation,power_class(x)))))* member(regular(u),union(v,intersection(power_class(w),power_class(complement(power_class(x)))))) -> equal(u,null_class).
% 299.74/300.49 86433[4:Res:60803.0,9804.1] || member(union(null_class,intersection(u,intersection(v,w))),universal_class) -> equal(union(null_class,intersection(u,intersection(v,w))),null_class) member(apply(choice,union(null_class,intersection(u,intersection(v,w)))),v)*.
% 299.74/300.49 86432[0:Res:59447.0,9804.1] || member(intersection(intersection(u,intersection(v,w)),x),universal_class) -> equal(intersection(intersection(u,intersection(v,w)),x),null_class) member(apply(choice,intersection(intersection(u,intersection(v,w)),x)),v)*.
% 299.74/300.49 86444[4:Rew:80005.0,86430.2,80005.0,86430.1,80005.0,86430.0] || member(intersection(u,union(null_class,intersection(v,w))),universal_class) -> equal(intersection(u,union(null_class,intersection(v,w))),null_class) member(apply(choice,intersection(u,union(null_class,intersection(v,w)))),v)*.
% 299.74/300.49 86427[0:Res:57711.0,9804.1] || member(intersection(u,intersection(intersection(v,w),x)),universal_class) -> equal(intersection(u,intersection(intersection(v,w),x)),null_class) member(apply(choice,intersection(u,intersection(intersection(v,w),x))),v)*.
% 299.74/300.49 86445[4:Rew:80005.0,86425.2,80005.0,86425.1,80005.0,86425.0] || member(intersection(union(null_class,intersection(u,v)),w),universal_class) -> equal(intersection(union(null_class,intersection(u,v)),w),null_class) member(apply(choice,intersection(union(null_class,intersection(u,v)),w)),u)*.
% 299.74/300.49 86417[0:Res:58246.0,9804.1] || member(intersection(u,intersection(v,intersection(w,x))),universal_class) -> equal(intersection(u,intersection(v,intersection(w,x))),null_class) member(apply(choice,intersection(u,intersection(v,intersection(w,x)))),w)*.
% 299.74/300.49 86413[4:Res:59213.0,9804.1] || member(union(null_class,intersection(intersection(u,v),w)),universal_class) -> equal(union(null_class,intersection(intersection(u,v),w)),null_class) member(apply(choice,union(null_class,intersection(intersection(u,v),w))),u)*.
% 299.74/300.49 86407[0:Res:59078.0,9804.1] || member(intersection(intersection(intersection(u,v),w),x),universal_class) -> equal(intersection(intersection(intersection(u,v),w),x),null_class) member(apply(choice,intersection(intersection(intersection(u,v),w),x)),u)*.
% 299.74/300.49 86535[4:Res:60803.0,9805.1] || member(union(null_class,intersection(u,intersection(v,w))),universal_class) -> equal(union(null_class,intersection(u,intersection(v,w))),null_class) member(apply(choice,union(null_class,intersection(u,intersection(v,w)))),w)*.
% 299.74/300.49 86534[0:Res:59447.0,9805.1] || member(intersection(intersection(u,intersection(v,w)),x),universal_class) -> equal(intersection(intersection(u,intersection(v,w)),x),null_class) member(apply(choice,intersection(intersection(u,intersection(v,w)),x)),w)*.
% 299.74/300.49 86546[4:Rew:80005.0,86532.2,80005.0,86532.1,80005.0,86532.0] || member(intersection(u,union(null_class,intersection(v,w))),universal_class) -> equal(intersection(u,union(null_class,intersection(v,w))),null_class) member(apply(choice,intersection(u,union(null_class,intersection(v,w)))),w)*.
% 299.74/300.49 86529[0:Res:57711.0,9805.1] || member(intersection(u,intersection(intersection(v,w),x)),universal_class) -> equal(intersection(u,intersection(intersection(v,w),x)),null_class) member(apply(choice,intersection(u,intersection(intersection(v,w),x))),w)*.
% 299.74/300.49 86547[4:Rew:80005.0,86527.2,80005.0,86527.1,80005.0,86527.0] || member(intersection(union(null_class,intersection(u,v)),w),universal_class) -> equal(intersection(union(null_class,intersection(u,v)),w),null_class) member(apply(choice,intersection(union(null_class,intersection(u,v)),w)),v)*.
% 299.74/300.49 86519[0:Res:58246.0,9805.1] || member(intersection(u,intersection(v,intersection(w,x))),universal_class) -> equal(intersection(u,intersection(v,intersection(w,x))),null_class) member(apply(choice,intersection(u,intersection(v,intersection(w,x)))),x)*.
% 299.74/300.49 86515[4:Res:59213.0,9805.1] || member(union(null_class,intersection(intersection(u,v),w)),universal_class) -> equal(union(null_class,intersection(intersection(u,v),w)),null_class) member(apply(choice,union(null_class,intersection(intersection(u,v),w))),v)*.
% 299.74/300.49 86509[0:Res:59078.0,9805.1] || member(intersection(intersection(intersection(u,v),w),x),universal_class) -> equal(intersection(intersection(intersection(u,v),w),x),null_class) member(apply(choice,intersection(intersection(intersection(u,v),w),x)),v)*.
% 299.74/300.49 87299[4:SpR:13493.0,17768.2] || member(choice,universal_class) member(unordered_pair(u,v),cantor(choice)) -> equal(unordered_pair(u,v),null_class) member(u,unordered_pair(u,v))* member(ordered_pair(choice,ordered_pair(unordered_pair(u,v),v)),application_function)*.
% 299.74/300.49 87297[4:SpR:13495.0,17768.2] || member(choice,universal_class) member(unordered_pair(u,v),cantor(choice)) -> equal(unordered_pair(u,v),null_class) member(v,unordered_pair(u,v))* member(ordered_pair(choice,ordered_pair(unordered_pair(u,v),u)),application_function)*.
% 299.74/300.49 88902[0:SpR:48838.0,47997.1] || member(u,universal_class) -> member(u,intersection(union(image(element_relation,power_class(v)),complement(power_class(w))),power_class(x)))* member(u,union(intersection(power_class(complement(power_class(v))),power_class(w)),complement(power_class(x)))).
% 299.74/300.49 88901[0:SpR:48835.0,47997.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),image(element_relation,power_class(w))),power_class(x)))* member(u,union(intersection(power_class(v),power_class(complement(power_class(w)))),complement(power_class(x)))).
% 299.74/300.49 89013[0:MRR:88955.0,138.0] || member(intersection(complement(u),power_class(v)),universal_class) -> member(singleton(intersection(complement(u),power_class(v))),union(u,complement(power_class(v))))* member(singleton(singleton(singleton(intersection(complement(u),power_class(v))))),element_relation).
% 299.74/300.49 89310[0:SpR:48838.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(v),union(image(element_relation,power_class(w)),complement(power_class(x)))))* member(u,union(complement(power_class(v)),intersection(power_class(complement(power_class(w))),power_class(x)))).
% 299.74/300.49 89309[0:SpR:48835.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(v),union(complement(power_class(w)),image(element_relation,power_class(x)))))* member(u,union(complement(power_class(v)),intersection(power_class(w),power_class(complement(power_class(x)))))).
% 299.74/300.49 89435[0:MRR:89373.0,138.0] || member(intersection(power_class(u),complement(v)),universal_class) -> member(singleton(intersection(power_class(u),complement(v))),union(complement(power_class(u)),v))* member(singleton(singleton(singleton(intersection(power_class(u),complement(v))))),element_relation).
% 299.74/300.49 90587[4:MRR:90508.3,52648.2] || member(not_subclass_element(intersection(u,regular(intersection(v,w))),x),w)* member(not_subclass_element(intersection(u,regular(intersection(v,w))),x),v)* -> subclass(intersection(u,regular(intersection(v,w))),x).
% 299.74/300.49 91364[4:MRR:91283.3,52648.2] || member(not_subclass_element(intersection(regular(intersection(u,v)),w),x),v)* member(not_subclass_element(intersection(regular(intersection(u,v)),w),x),u)* -> subclass(intersection(regular(intersection(u,v)),w),x).
% 299.74/300.49 91491[0:SpR:48838.0,9215.1] || member(u,symmetric_difference(union(intersection(power_class(complement(power_class(v))),power_class(w)),x),complement(y))) -> member(u,union(intersection(union(image(element_relation,power_class(v)),complement(power_class(w))),complement(x)),y))*.
% 299.74/300.49 91490[0:SpR:48835.0,9215.1] || member(u,symmetric_difference(union(intersection(power_class(v),power_class(complement(power_class(w)))),x),complement(y))) -> member(u,union(intersection(union(complement(power_class(v)),image(element_relation,power_class(w))),complement(x)),y))*.
% 299.74/300.49 91467[0:SpR:48838.0,9215.1] || member(u,symmetric_difference(union(v,intersection(power_class(complement(power_class(w))),power_class(x))),complement(y))) -> member(u,union(intersection(complement(v),union(image(element_relation,power_class(w)),complement(power_class(x)))),y))*.
% 299.74/300.49 91466[0:SpR:48835.0,9215.1] || member(u,symmetric_difference(union(v,intersection(power_class(w),power_class(complement(power_class(x))))),complement(y))) -> member(u,union(intersection(complement(v),union(complement(power_class(w)),image(element_relation,power_class(x)))),y))*.
% 299.74/300.49 92007[0:SpR:48838.0,9290.1] || member(u,symmetric_difference(complement(v),union(intersection(power_class(complement(power_class(w))),power_class(x)),y))) -> member(u,union(v,intersection(union(image(element_relation,power_class(w)),complement(power_class(x))),complement(y))))*.
% 299.74/300.49 92006[0:SpR:48835.0,9290.1] || member(u,symmetric_difference(complement(v),union(intersection(power_class(w),power_class(complement(power_class(x)))),y))) -> member(u,union(v,intersection(union(complement(power_class(w)),image(element_relation,power_class(x))),complement(y))))*.
% 299.74/300.49 91983[0:SpR:48838.0,9290.1] || member(u,symmetric_difference(complement(v),union(w,intersection(power_class(complement(power_class(x))),power_class(y))))) -> member(u,union(v,intersection(complement(w),union(image(element_relation,power_class(x)),complement(power_class(y))))))*.
% 299.74/300.49 91982[0:SpR:48835.0,9290.1] || member(u,symmetric_difference(complement(v),union(w,intersection(power_class(x),power_class(complement(power_class(y))))))) -> member(u,union(v,intersection(complement(w),union(complement(power_class(x)),image(element_relation,power_class(y))))))*.
% 299.74/300.49 94217[0:Res:6567.1,48188.0] || -> subclass(intersection(u,restrict(symmetric_difference(power_class(v),complement(w)),x,y)),z) member(not_subclass_element(intersection(u,restrict(symmetric_difference(power_class(v),complement(w)),x,y)),z),union(complement(power_class(v)),w))*.
% 299.74/300.49 94216[0:Res:6567.1,6526.0] || -> subclass(intersection(u,restrict(symmetric_difference(cross_product(v,w),x),y,z)),x1) member(not_subclass_element(intersection(u,restrict(symmetric_difference(cross_product(v,w),x),y,z)),x1),complement(restrict(x,v,w)))*.
% 299.74/300.49 94215[0:Res:6567.1,47999.0] || -> subclass(intersection(u,restrict(symmetric_difference(complement(v),power_class(w)),x,y)),z) member(not_subclass_element(intersection(u,restrict(symmetric_difference(complement(v),power_class(w)),x,y)),z),union(v,complement(power_class(w))))*.
% 299.74/300.49 94213[0:Res:6567.1,6525.0] || -> subclass(intersection(u,restrict(symmetric_difference(v,cross_product(w,x)),y,z)),x1) member(not_subclass_element(intersection(u,restrict(symmetric_difference(v,cross_product(w,x)),y,z)),x1),complement(restrict(v,w,x)))*.
% 299.74/300.49 94596[0:Res:7760.1,48188.0] || -> subclass(intersection(restrict(symmetric_difference(power_class(u),complement(v)),w,x),y),z) member(not_subclass_element(intersection(restrict(symmetric_difference(power_class(u),complement(v)),w,x),y),z),union(complement(power_class(u)),v))*.
% 299.74/300.49 94595[0:Res:7760.1,6526.0] || -> subclass(intersection(restrict(symmetric_difference(cross_product(u,v),w),x,y),z),x1) member(not_subclass_element(intersection(restrict(symmetric_difference(cross_product(u,v),w),x,y),z),x1),complement(restrict(w,u,v)))*.
% 299.74/300.49 94594[0:Res:7760.1,47999.0] || -> subclass(intersection(restrict(symmetric_difference(complement(u),power_class(v)),w,x),y),z) member(not_subclass_element(intersection(restrict(symmetric_difference(complement(u),power_class(v)),w,x),y),z),union(u,complement(power_class(v))))*.
% 299.74/300.49 94592[0:Res:7760.1,6525.0] || -> subclass(intersection(restrict(symmetric_difference(u,cross_product(v,w)),x,y),z),x1) member(not_subclass_element(intersection(restrict(symmetric_difference(u,cross_product(v,w)),x,y),z),x1),complement(restrict(u,v,w)))*.
% 299.74/300.49 95751[4:MRR:95685.0,308.0] || member(u,universal_class) subclass(domain_relation,regular(intersection(power_class(v),complement(w)))) -> member(ordered_pair(u,cantor(u)),union(complement(power_class(v)),w))* equal(intersection(power_class(v),complement(w)),null_class).
% 299.74/300.49 95752[4:MRR:95684.0,308.0] || member(u,universal_class) subclass(domain_relation,regular(intersection(complement(v),power_class(w)))) -> member(ordered_pair(u,cantor(u)),union(v,complement(power_class(w))))* equal(intersection(complement(v),power_class(w)),null_class).
% 299.74/300.49 95821[4:Res:95477.0,9800.1] || member(complement(successor(union(null_class,complement(singleton(u))))),universal_class) -> equal(complement(successor(union(null_class,complement(singleton(u))))),null_class) equal(apply(choice,complement(successor(union(null_class,complement(singleton(u)))))),u)**.
% 299.74/300.49 96228[0:Res:186.1,48030.0] || member(not_subclass_element(intersection(u,intersection(complement(v),power_class(complement(power_class(w))))),x),union(v,image(element_relation,power_class(w))))* -> subclass(intersection(u,intersection(complement(v),power_class(complement(power_class(w))))),x).
% 299.74/300.49 96203[0:Res:194.1,48030.0] || member(not_subclass_element(intersection(intersection(complement(u),power_class(complement(power_class(v)))),w),x),union(u,image(element_relation,power_class(v))))* -> subclass(intersection(intersection(complement(u),power_class(complement(power_class(v)))),w),x).
% 299.74/300.49 96547[0:Res:186.1,48062.0] || member(not_subclass_element(intersection(u,intersection(power_class(complement(power_class(v))),complement(w))),x),union(image(element_relation,power_class(v)),w))* -> subclass(intersection(u,intersection(power_class(complement(power_class(v))),complement(w))),x).
% 299.74/300.49 96522[0:Res:194.1,48062.0] || member(not_subclass_element(intersection(intersection(power_class(complement(power_class(u))),complement(v)),w),x),union(image(element_relation,power_class(u)),v))* -> subclass(intersection(intersection(power_class(complement(power_class(u))),complement(v)),w),x).
% 299.74/300.49 97258[0:SpL:48870.0,48187.0] || member(u,intersection(power_class(v),union(complement(power_class(w)),intersection(complement(x),power_class(y)))))* member(u,union(complement(power_class(v)),intersection(power_class(w),union(x,complement(power_class(y)))))) -> .
% 299.74/300.49 97247[0:SpL:48870.0,47998.0] || member(u,intersection(union(complement(power_class(v)),intersection(complement(w),power_class(x))),power_class(y)))* member(u,union(intersection(power_class(v),union(w,complement(power_class(x)))),complement(power_class(y)))) -> .
% 299.74/300.49 97230[9:SpL:48870.0,78076.1] function(intersection(power_class(u),union(v,complement(power_class(w))))) || equal(union(complement(power_class(u)),intersection(complement(v),power_class(w))),successor(intersection(power_class(u),union(v,complement(power_class(w))))))** -> .
% 299.74/300.49 97321[0:Rew:48870.0,97209.1] || subclass(union(complement(power_class(u)),intersection(complement(v),power_class(w))),intersection(power_class(u),union(v,complement(power_class(w)))))* -> equal(union(complement(power_class(u)),intersection(complement(v),power_class(w))),null_class).
% 299.74/300.49 97142[0:SpR:48870.0,319.1] || member(u,universal_class) -> member(u,intersection(complement(v),union(complement(power_class(w)),intersection(complement(x),power_class(y)))))* member(u,union(v,intersection(power_class(w),union(x,complement(power_class(y)))))).
% 299.74/300.49 97136[0:SpR:48870.0,7786.1] || -> subclass(symmetric_difference(power_class(u),union(v,complement(power_class(w)))),x) member(not_subclass_element(symmetric_difference(power_class(u),union(v,complement(power_class(w)))),x),union(complement(power_class(u)),intersection(complement(v),power_class(w))))*.
% 299.74/300.49 97123[0:SpR:48870.0,319.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),intersection(complement(w),power_class(x))),complement(y)))* member(u,union(intersection(power_class(v),union(w,complement(power_class(x)))),y)).
% 299.74/300.49 97322[2:Rew:48870.0,97110.1] || -> member(union(complement(power_class(u)),intersection(complement(v),power_class(w))),intersection(power_class(u),union(v,complement(power_class(w)))))* equal(singleton(union(complement(power_class(u)),intersection(complement(v),power_class(w)))),null_class).
% 299.74/300.49 97074[0:SpR:48870.0,8283.0] || -> subclass(symmetric_difference(union(complement(power_class(u)),intersection(complement(v),power_class(w))),complement(singleton(intersection(power_class(u),union(v,complement(power_class(w))))))),successor(intersection(power_class(u),union(v,complement(power_class(w))))))*.
% 299.74/300.49 97960[0:SpL:48871.0,48187.0] || member(u,intersection(power_class(v),union(intersection(complement(w),power_class(x)),complement(power_class(y)))))* member(u,union(complement(power_class(v)),intersection(union(w,complement(power_class(x))),power_class(y)))) -> .
% 299.74/300.49 97949[0:SpL:48871.0,47998.0] || member(u,intersection(union(intersection(complement(v),power_class(w)),complement(power_class(x))),power_class(y)))* member(u,union(intersection(union(v,complement(power_class(w))),power_class(x)),complement(power_class(y)))) -> .
% 299.74/300.49 97932[9:SpL:48871.0,78076.1] function(intersection(union(u,complement(power_class(v))),power_class(w))) || equal(union(intersection(complement(u),power_class(v)),complement(power_class(w))),successor(intersection(union(u,complement(power_class(v))),power_class(w))))** -> .
% 299.74/300.49 98020[0:Rew:48871.0,97911.1] || subclass(union(intersection(complement(u),power_class(v)),complement(power_class(w))),intersection(union(u,complement(power_class(v))),power_class(w)))* -> equal(union(intersection(complement(u),power_class(v)),complement(power_class(w))),null_class).
% 299.74/300.49 97844[0:SpR:48871.0,319.1] || member(u,universal_class) -> member(u,intersection(complement(v),union(intersection(complement(w),power_class(x)),complement(power_class(y)))))* member(u,union(v,intersection(union(w,complement(power_class(x))),power_class(y)))).
% 299.74/300.49 97838[0:SpR:48871.0,7786.1] || -> subclass(symmetric_difference(union(u,complement(power_class(v))),power_class(w)),x) member(not_subclass_element(symmetric_difference(union(u,complement(power_class(v))),power_class(w)),x),union(intersection(complement(u),power_class(v)),complement(power_class(w))))*.
% 299.74/300.49 97825[0:SpR:48871.0,319.1] || member(u,universal_class) -> member(u,intersection(union(intersection(complement(v),power_class(w)),complement(power_class(x))),complement(y)))* member(u,union(intersection(union(v,complement(power_class(w))),power_class(x)),y)).
% 299.74/300.49 98021[2:Rew:48871.0,97812.1] || -> member(union(intersection(complement(u),power_class(v)),complement(power_class(w))),intersection(union(u,complement(power_class(v))),power_class(w)))* equal(singleton(union(intersection(complement(u),power_class(v)),complement(power_class(w)))),null_class).
% 299.74/300.49 97776[0:SpR:48871.0,8283.0] || -> subclass(symmetric_difference(union(intersection(complement(u),power_class(v)),complement(power_class(w))),complement(singleton(intersection(union(u,complement(power_class(v))),power_class(w))))),successor(intersection(union(u,complement(power_class(v))),power_class(w))))*.
% 299.74/300.49 98651[0:SpL:48872.0,48187.0] || member(u,intersection(power_class(v),union(intersection(power_class(w),complement(x)),complement(power_class(y)))))* member(u,union(complement(power_class(v)),intersection(union(complement(power_class(w)),x),power_class(y)))) -> .
% 299.74/300.49 98640[0:SpL:48872.0,47998.0] || member(u,intersection(union(intersection(power_class(v),complement(w)),complement(power_class(x))),power_class(y)))* member(u,union(intersection(union(complement(power_class(v)),w),power_class(x)),complement(power_class(y)))) -> .
% 299.74/300.49 98623[9:SpL:48872.0,78076.1] function(intersection(union(complement(power_class(u)),v),power_class(w))) || equal(union(intersection(power_class(u),complement(v)),complement(power_class(w))),successor(intersection(union(complement(power_class(u)),v),power_class(w))))** -> .
% 299.74/300.49 98716[0:Rew:48872.0,98602.1] || subclass(union(intersection(power_class(u),complement(v)),complement(power_class(w))),intersection(union(complement(power_class(u)),v),power_class(w)))* -> equal(union(intersection(power_class(u),complement(v)),complement(power_class(w))),null_class).
% 299.74/300.49 98532[0:SpR:48872.0,319.1] || member(u,universal_class) -> member(u,intersection(complement(v),union(intersection(power_class(w),complement(x)),complement(power_class(y)))))* member(u,union(v,intersection(union(complement(power_class(w)),x),power_class(y)))).
% 299.74/300.49 98525[0:SpR:48872.0,7786.1] || -> subclass(symmetric_difference(union(complement(power_class(u)),v),power_class(w)),x) member(not_subclass_element(symmetric_difference(union(complement(power_class(u)),v),power_class(w)),x),union(intersection(power_class(u),complement(v)),complement(power_class(w))))*.
% 299.74/300.49 98512[0:SpR:48872.0,319.1] || member(u,universal_class) -> member(u,intersection(union(intersection(power_class(v),complement(w)),complement(power_class(x))),complement(y)))* member(u,union(intersection(union(complement(power_class(v)),w),power_class(x)),y)).
% 299.74/300.49 98717[2:Rew:48872.0,98499.1] || -> member(union(intersection(power_class(u),complement(v)),complement(power_class(w))),intersection(union(complement(power_class(u)),v),power_class(w)))* equal(singleton(union(intersection(power_class(u),complement(v)),complement(power_class(w)))),null_class).
% 299.74/300.49 98463[0:SpR:48872.0,8283.0] || -> subclass(symmetric_difference(union(intersection(power_class(u),complement(v)),complement(power_class(w))),complement(singleton(intersection(union(complement(power_class(u)),v),power_class(w))))),successor(intersection(union(complement(power_class(u)),v),power_class(w))))*.
% 299.74/300.49 99370[0:SpL:48874.0,48187.0] || member(u,intersection(power_class(v),union(complement(power_class(w)),intersection(power_class(x),complement(y)))))* member(u,union(complement(power_class(v)),intersection(power_class(w),union(complement(power_class(x)),y)))) -> .
% 299.74/300.49 99359[0:SpL:48874.0,47998.0] || member(u,intersection(union(complement(power_class(v)),intersection(power_class(w),complement(x))),power_class(y)))* member(u,union(intersection(power_class(v),union(complement(power_class(w)),x)),complement(power_class(y)))) -> .
% 299.74/300.49 99342[9:SpL:48874.0,78076.1] function(intersection(power_class(u),union(complement(power_class(v)),w))) || equal(union(complement(power_class(u)),intersection(power_class(v),complement(w))),successor(intersection(power_class(u),union(complement(power_class(v)),w))))** -> .
% 299.74/300.49 99436[0:Rew:48874.0,99321.1] || subclass(union(complement(power_class(u)),intersection(power_class(v),complement(w))),intersection(power_class(u),union(complement(power_class(v)),w)))* -> equal(union(complement(power_class(u)),intersection(power_class(v),complement(w))),null_class).
% 299.74/300.49 99251[0:SpR:48874.0,319.1] || member(u,universal_class) -> member(u,intersection(complement(v),union(complement(power_class(w)),intersection(power_class(x),complement(y)))))* member(u,union(v,intersection(power_class(w),union(complement(power_class(x)),y)))).
% 299.74/300.49 99244[0:SpR:48874.0,7786.1] || -> subclass(symmetric_difference(power_class(u),union(complement(power_class(v)),w)),x) member(not_subclass_element(symmetric_difference(power_class(u),union(complement(power_class(v)),w)),x),union(complement(power_class(u)),intersection(power_class(v),complement(w))))*.
% 299.74/300.49 99231[0:SpR:48874.0,319.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),intersection(power_class(w),complement(x))),complement(y)))* member(u,union(intersection(power_class(v),union(complement(power_class(w)),x)),y)).
% 299.74/300.49 99437[2:Rew:48874.0,99218.1] || -> member(union(complement(power_class(u)),intersection(power_class(v),complement(w))),intersection(power_class(u),union(complement(power_class(v)),w)))* equal(singleton(union(complement(power_class(u)),intersection(power_class(v),complement(w)))),null_class).
% 299.74/300.49 99182[0:SpR:48874.0,8283.0] || -> subclass(symmetric_difference(union(complement(power_class(u)),intersection(power_class(v),complement(w))),complement(singleton(intersection(power_class(u),union(complement(power_class(v)),w))))),successor(intersection(power_class(u),union(complement(power_class(v)),w))))*.
% 299.74/300.49 99958[9:Res:77998.1,3486.0] function(cross_product(u,v)) || -> equal(successor(cross_product(u,v)),null_class) equal(ordered_pair(first(regular(successor(cross_product(u,v)))),second(regular(successor(cross_product(u,v))))),regular(successor(cross_product(u,v))))**.
% 299.74/300.49 100075[6:MRR:10081.3,100068.0] || member(apply(choice,complement(restrict(u,v,w))),cross_product(v,w))* member(apply(choice,complement(restrict(u,v,w))),u)* member(complement(restrict(u,v,w)),universal_class) -> .
% 299.74/300.49 100416[4:Res:73.2,17679.1] || member(cross_product(singleton(u),universal_class),universal_class) member(u,universal_class) member(apply(choice,cross_product(singleton(u),universal_class)),v)* -> equal(cross_product(singleton(u),universal_class),null_class) member(u,cantor(v)).
% 299.74/300.49 102569[0:Rew:102293.0,52902.0] || member(regular(union(u,intersection(complement(v),union(w,x)))),intersection(complement(u),union(v,complement(union(w,x)))))* -> equal(union(u,intersection(complement(v),union(w,x))),null_class).
% 299.74/300.49 102587[0:Rew:102293.0,75613.0] || -> equal(intersection(union(power_class(u),union(v,complement(union(w,x)))),union(complement(power_class(u)),intersection(complement(v),union(w,x)))),symmetric_difference(power_class(u),union(v,complement(union(w,x)))))**.
% 299.74/300.49 102625[0:Rew:102293.0,64307.1] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,power_class(complement(union(w,x)))) member(ordered_pair(u,ordered_pair(v,compose(u,v))),image(element_relation,union(w,x)))* -> .
% 299.74/300.49 102835[0:Rew:102293.0,52917.0] || member(regular(union(intersection(complement(u),union(v,w)),x)),intersection(union(u,complement(union(v,w))),complement(x)))* -> equal(union(intersection(complement(u),union(v,w)),x),null_class).
% 299.74/300.49 104666[0:Rew:75578.0,102885.0] || -> equal(intersection(union(union(u,complement(union(v,w))),power_class(x)),union(intersection(complement(u),union(v,w)),complement(power_class(x)))),symmetric_difference(union(u,complement(union(v,w))),power_class(x)))**.
% 299.74/300.49 103005[0:Rew:102293.0,52905.0] || member(regular(union(u,intersection(union(v,w),complement(x)))),intersection(complement(u),union(complement(union(v,w)),x)))* -> equal(union(u,intersection(union(v,w),complement(x))),null_class).
% 299.74/300.49 103023[0:Rew:102293.0,75615.0] || -> equal(intersection(union(power_class(u),union(complement(union(v,w)),x)),union(complement(power_class(u)),intersection(union(v,w),complement(x)))),symmetric_difference(power_class(u),union(complement(union(v,w)),x)))**.
% 299.74/300.49 103174[0:Rew:102293.0,52920.0] || member(regular(union(intersection(union(u,v),complement(w)),x)),intersection(union(complement(union(u,v)),w),complement(x)))* -> equal(union(intersection(union(u,v),complement(w)),x),null_class).
% 299.74/300.49 104674[0:Rew:75578.0,103222.0] || -> equal(intersection(union(union(complement(union(u,v)),w),power_class(x)),union(intersection(union(u,v),complement(w)),complement(power_class(x)))),symmetric_difference(union(complement(union(u,v)),w),power_class(x)))**.
% 299.74/300.49 103886[0:Rew:103871.0,63096.0] || -> equal(power_class(intersection(union(image(element_relation,power_class(u)),complement(power_class(v))),complement(singleton(intersection(power_class(complement(power_class(u))),power_class(v)))))),power_class(complement(successor(intersection(power_class(complement(power_class(u))),power_class(v))))))**.
% 299.74/300.49 103887[0:Rew:103871.0,62638.0] || -> equal(power_class(intersection(union(complement(power_class(u)),image(element_relation,power_class(v))),complement(singleton(intersection(power_class(u),power_class(complement(power_class(v)))))))),power_class(complement(successor(intersection(power_class(u),power_class(complement(power_class(v))))))))**.
% 299.74/300.49 104685[0:Rew:102293.0,102542.1] || -> equal(symmetric_difference(complement(u),union(v,complement(union(w,x)))),null_class) member(regular(symmetric_difference(complement(u),union(v,complement(union(w,x))))),union(u,intersection(complement(v),union(w,x))))*.
% 299.74/300.49 104686[4:Rew:102293.0,102598.1] || member(not_subclass_element(intersection(u,regular(union(v,complement(union(w,x))))),y),symmetric_difference(complement(v),union(w,x)))* -> subclass(intersection(u,regular(union(v,complement(union(w,x))))),y).
% 299.74/300.49 104687[0:Rew:102293.0,102797.1] || -> equal(symmetric_difference(union(u,complement(union(v,w))),complement(x)),null_class) member(regular(symmetric_difference(union(u,complement(union(v,w))),complement(x))),union(intersection(complement(u),union(v,w)),x))*.
% 299.74/300.49 104688[4:Rew:102293.0,102820.1] || member(not_subclass_element(intersection(regular(union(u,complement(union(v,w)))),x),y),symmetric_difference(complement(u),union(v,w)))* -> subclass(intersection(regular(union(u,complement(union(v,w)))),x),y).
% 299.74/300.49 104689[0:Rew:102293.0,102901.1] || member(not_subclass_element(restrict(union(u,complement(union(v,w))),x,y),z),intersection(complement(u),union(v,w)))* -> subclass(restrict(union(u,complement(union(v,w))),x,y),z).
% 299.74/300.49 104690[0:Rew:102293.0,102953.1] || member(regular(intersection(u,restrict(power_class(complement(union(v,w))),x,y))),image(element_relation,union(v,w)))* -> equal(intersection(u,restrict(power_class(complement(union(v,w))),x,y)),null_class).
% 299.74/300.49 104691[4:Rew:102293.0,102959.3] || member(u,universal_class) subclass(domain_relation,regular(power_class(complement(union(v,w))))) -> member(ordered_pair(u,cantor(u)),image(element_relation,union(v,w)))* equal(power_class(complement(union(v,w))),null_class).
% 299.74/300.49 104692[0:Rew:102293.0,102978.1] || -> equal(symmetric_difference(complement(u),union(complement(union(v,w)),x)),null_class) member(regular(symmetric_difference(complement(u),union(complement(union(v,w)),x))),union(u,intersection(union(v,w),complement(x))))*.
% 299.74/300.49 104693[4:Rew:102293.0,103034.1] || member(not_subclass_element(intersection(u,regular(union(complement(union(v,w)),x))),y),symmetric_difference(union(v,w),complement(x)))* -> subclass(intersection(u,regular(union(complement(union(v,w)),x))),y).
% 299.74/300.49 104694[0:Rew:102293.0,103136.1] || -> equal(symmetric_difference(union(complement(union(u,v)),w),complement(x)),null_class) member(regular(symmetric_difference(union(complement(union(u,v)),w),complement(x))),union(intersection(union(u,v),complement(w)),x))*.
% 299.74/300.49 104695[4:Rew:102293.0,103159.1] || member(not_subclass_element(intersection(regular(union(complement(union(u,v)),w)),x),y),symmetric_difference(union(u,v),complement(w)))* -> subclass(intersection(regular(union(complement(union(u,v)),w)),x),y).
% 299.74/300.49 104696[0:Rew:102293.0,103238.1] || member(not_subclass_element(restrict(union(complement(union(u,v)),w),x,y),z),intersection(union(u,v),complement(w)))* -> subclass(restrict(union(complement(union(u,v)),w),x,y),z).
% 299.74/300.49 104699[0:Rew:102293.0,103340.1] || member(regular(intersection(restrict(power_class(complement(union(u,v))),w,x),y)),image(element_relation,union(u,v)))* -> equal(intersection(restrict(power_class(complement(union(u,v))),w,x),y),null_class).
% 299.74/300.49 104741[0:Rew:102293.0,103283.2,102293.0,103283.1] || member(power_class(complement(union(u,v))),universal_class) -> member(singleton(power_class(complement(union(u,v)))),image(element_relation,union(u,v)))* member(singleton(singleton(singleton(power_class(complement(union(u,v)))))),element_relation).
% 299.74/300.49 107328[4:Res:106506.0,9804.1] || member(regular(union(null_class,complement(intersection(u,v)))),universal_class) -> equal(regular(union(null_class,complement(intersection(u,v)))),null_class) member(apply(choice,regular(union(null_class,complement(intersection(u,v))))),u)*.
% 299.74/300.49 107327[4:Res:106506.0,9805.1] || member(regular(union(null_class,complement(intersection(u,v)))),universal_class) -> equal(regular(union(null_class,complement(intersection(u,v)))),null_class) member(apply(choice,regular(union(null_class,complement(intersection(u,v))))),v)*.
% 299.74/300.49 108472[0:Rew:80005.0,108283.0,80566.0,108283.0] || -> equal(intersection(complement(symmetric_difference(complement(u),successor(v))),union(union(u,complement(successor(v))),union(complement(u),successor(v)))),symmetric_difference(union(u,complement(successor(v))),union(complement(u),successor(v))))**.
% 299.74/300.49 109437[9:SpR:48874.0,107477.1] function(intersection(power_class(u),union(complement(power_class(v)),w))) || -> subclass(regular(successor(intersection(power_class(u),union(complement(power_class(v)),w)))),union(complement(power_class(u)),intersection(power_class(v),complement(w))))*.
% 299.74/300.49 109436[9:SpR:48870.0,107477.1] function(intersection(power_class(u),union(v,complement(power_class(w))))) || -> subclass(regular(successor(intersection(power_class(u),union(v,complement(power_class(w)))))),union(complement(power_class(u)),intersection(complement(v),power_class(w))))*.
% 299.74/300.49 109435[9:SpR:48872.0,107477.1] function(intersection(union(complement(power_class(u)),v),power_class(w))) || -> subclass(regular(successor(intersection(union(complement(power_class(u)),v),power_class(w)))),union(intersection(power_class(u),complement(v)),complement(power_class(w))))*.
% 299.74/300.49 109434[9:SpR:48871.0,107477.1] function(intersection(union(u,complement(power_class(v))),power_class(w))) || -> subclass(regular(successor(intersection(union(u,complement(power_class(v))),power_class(w)))),union(intersection(complement(u),power_class(v)),complement(power_class(w))))*.
% 299.74/300.49 110740[0:Res:3147.1,102304.0] || member(regular(intersection(u,restrict(image(element_relation,union(v,w)),x,y))),power_class(complement(union(v,w))))* -> equal(intersection(u,restrict(image(element_relation,union(v,w)),x,y)),null_class).
% 299.74/300.49 110737[0:Res:3319.1,102304.0] || member(regular(intersection(restrict(image(element_relation,union(u,v)),w,x),y)),power_class(complement(union(u,v))))* -> equal(intersection(restrict(image(element_relation,union(u,v)),w,x),y),null_class).
% 299.74/300.49 110723[0:Res:1040.2,102304.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,image(element_relation,union(w,x))) member(ordered_pair(u,ordered_pair(v,compose(u,v))),power_class(complement(union(w,x))))* -> .
% 299.74/300.49 112909[0:Res:3146.1,102295.0] || -> equal(intersection(u,intersection(v,symmetric_difference(complement(w),union(x,y)))),null_class) member(regular(intersection(u,intersection(v,symmetric_difference(complement(w),union(x,y))))),union(w,complement(union(x,y))))*.
% 299.74/300.49 112906[0:Res:3318.1,102295.0] || -> equal(intersection(intersection(u,symmetric_difference(complement(v),union(w,x))),y),null_class) member(regular(intersection(intersection(u,symmetric_difference(complement(v),union(w,x))),y)),union(v,complement(union(w,x))))*.
% 299.74/300.49 112902[0:Res:3145.1,102295.0] || -> equal(intersection(u,intersection(symmetric_difference(complement(v),union(w,x)),y)),null_class) member(regular(intersection(u,intersection(symmetric_difference(complement(v),union(w,x)),y))),union(v,complement(union(w,x))))*.
% 299.74/300.49 112900[0:Res:3317.1,102295.0] || -> equal(intersection(intersection(symmetric_difference(complement(u),union(v,w)),x),y),null_class) member(regular(intersection(intersection(symmetric_difference(complement(u),union(v,w)),x),y)),union(u,complement(union(v,w))))*.
% 299.74/300.49 113200[6:Rew:112707.0,113182.2,112707.0,113182.1] || member(ordered_pair(u,regular(image(v,range_of(null_class)))),cross_product(universal_class,universal_class)) -> equal(image(v,range_of(null_class)),null_class) member(ordered_pair(u,regular(image(v,range_of(null_class)))),compose(v,successor(null_class)))*.
% 299.74/300.49 113340[0:Res:3146.1,102309.0] || -> equal(intersection(u,intersection(v,symmetric_difference(union(w,x),complement(y)))),null_class) member(regular(intersection(u,intersection(v,symmetric_difference(union(w,x),complement(y))))),union(complement(union(w,x)),y))*.
% 299.74/300.49 113337[0:Res:3318.1,102309.0] || -> equal(intersection(intersection(u,symmetric_difference(union(v,w),complement(x))),y),null_class) member(regular(intersection(intersection(u,symmetric_difference(union(v,w),complement(x))),y)),union(complement(union(v,w)),x))*.
% 299.74/300.49 113333[0:Res:3145.1,102309.0] || -> equal(intersection(u,intersection(symmetric_difference(union(v,w),complement(x)),y)),null_class) member(regular(intersection(u,intersection(symmetric_difference(union(v,w),complement(x)),y))),union(complement(union(v,w)),x))*.
% 299.74/300.49 113331[0:Res:3317.1,102309.0] || -> equal(intersection(intersection(symmetric_difference(union(u,v),complement(w)),x),y),null_class) member(regular(intersection(intersection(symmetric_difference(union(u,v),complement(w)),x),y)),union(complement(union(u,v)),w))*.
% 299.74/300.49 113601[4:MRR:113501.0,308.0] || member(u,universal_class) subclass(domain_relation,regular(image(element_relation,union(v,w)))) -> member(ordered_pair(u,cantor(u)),power_class(complement(union(v,w))))* equal(image(element_relation,union(v,w)),null_class).
% 299.74/300.49 113605[0:MRR:113505.0,138.0] || member(image(element_relation,union(u,v)),universal_class) -> member(singleton(image(element_relation,union(u,v))),power_class(complement(union(u,v))))* member(singleton(singleton(singleton(image(element_relation,union(u,v))))),element_relation).
% 299.74/300.49 114208[0:Res:285.1,102294.0] || member(not_subclass_element(restrict(intersection(complement(u),union(v,w)),x,y),z),union(u,complement(union(v,w))))* -> subclass(restrict(intersection(complement(u),union(v,w)),x,y),z).
% 299.74/300.49 114111[0:SpL:48838.0,102294.0] || member(u,intersection(union(image(element_relation,power_class(v)),complement(power_class(w))),union(x,y)))* member(u,union(intersection(power_class(complement(power_class(v))),power_class(w)),complement(union(x,y)))) -> .
% 299.74/300.49 114110[0:SpL:48835.0,102294.0] || member(u,intersection(union(complement(power_class(v)),image(element_relation,power_class(w))),union(x,y)))* member(u,union(intersection(power_class(v),power_class(complement(power_class(w)))),complement(union(x,y)))) -> .
% 299.74/300.49 115180[0:Res:285.1,102308.0] || member(not_subclass_element(restrict(intersection(union(u,v),complement(w)),x,y),z),union(complement(union(u,v)),w))* -> subclass(restrict(intersection(union(u,v),complement(w)),x,y),z).
% 299.74/300.49 115043[0:SpL:48838.0,102308.0] || member(u,intersection(union(v,w),union(image(element_relation,power_class(x)),complement(power_class(y)))))* member(u,union(complement(union(v,w)),intersection(power_class(complement(power_class(x))),power_class(y)))) -> .
% 299.74/300.49 115042[0:SpL:48835.0,102308.0] || member(u,intersection(union(v,w),union(complement(power_class(x)),image(element_relation,power_class(y)))))* member(u,union(complement(union(v,w)),intersection(power_class(x),power_class(complement(power_class(y)))))) -> .
% 299.74/300.49 116807[4:Rew:109090.0,116806.0] || -> equal(union(symmetric_difference(cross_product(u,v),w),intersection(restrict(w,u,v),complement(union(cross_product(u,v),w)))),complement(symmetric_difference(restrict(w,u,v),complement(union(cross_product(u,v),w)))))**.
% 299.74/300.49 117655[4:Rew:109090.0,117654.0] || -> equal(union(symmetric_difference(u,cross_product(v,w)),intersection(restrict(u,v,w),complement(union(u,cross_product(v,w))))),complement(symmetric_difference(restrict(u,v,w),complement(union(u,cross_product(v,w))))))**.
% 299.74/300.49 118899[0:SpL:102945.0,48187.0] || member(u,intersection(power_class(v),union(complement(power_class(w)),image(element_relation,union(x,y)))))* member(u,union(complement(power_class(v)),intersection(power_class(w),power_class(complement(union(x,y)))))) -> .
% 299.74/300.49 118889[0:SpL:102945.0,47998.0] || member(u,intersection(union(complement(power_class(v)),image(element_relation,union(w,x))),power_class(y)))* member(u,union(intersection(power_class(v),power_class(complement(union(w,x)))),complement(power_class(y)))) -> .
% 299.74/300.49 118878[9:SpL:102945.0,78076.1] function(intersection(power_class(u),power_class(complement(union(v,w))))) || equal(union(complement(power_class(u)),image(element_relation,union(v,w))),successor(intersection(power_class(u),power_class(complement(union(v,w))))))** -> .
% 299.74/300.49 119008[0:Rew:102945.0,118856.1] || subclass(union(complement(power_class(u)),image(element_relation,union(v,w))),intersection(power_class(u),power_class(complement(union(v,w)))))* -> equal(union(complement(power_class(u)),image(element_relation,union(v,w))),null_class).
% 299.74/300.49 118766[0:SpR:102945.0,7786.1] || -> subclass(symmetric_difference(power_class(u),power_class(complement(union(v,w)))),x) member(not_subclass_element(symmetric_difference(power_class(u),power_class(complement(union(v,w)))),x),union(complement(power_class(u)),image(element_relation,union(v,w))))*.
% 299.74/300.49 118752[9:SpR:102945.0,107477.1] function(intersection(power_class(u),power_class(complement(union(v,w))))) || -> subclass(regular(successor(intersection(power_class(u),power_class(complement(union(v,w)))))),union(complement(power_class(u)),image(element_relation,union(v,w))))*.
% 299.74/300.49 119009[2:Rew:102945.0,118743.1] || -> member(union(complement(power_class(u)),image(element_relation,union(v,w))),intersection(power_class(u),power_class(complement(union(v,w)))))* equal(singleton(union(complement(power_class(u)),image(element_relation,union(v,w)))),null_class).
% 299.74/300.49 118701[0:SpR:102945.0,8283.0] || -> subclass(symmetric_difference(union(complement(power_class(u)),image(element_relation,union(v,w))),complement(singleton(intersection(power_class(u),power_class(complement(union(v,w))))))),successor(intersection(power_class(u),power_class(complement(union(v,w))))))*.
% 299.74/300.49 123226[0:SpL:103074.0,48187.0] || member(u,intersection(power_class(v),union(image(element_relation,power_class(w)),complement(union(x,y)))))* member(u,union(complement(power_class(v)),intersection(power_class(complement(power_class(w))),union(x,y)))) -> .
% 299.74/300.49 123216[0:SpL:103074.0,47998.0] || member(u,intersection(union(image(element_relation,power_class(v)),complement(union(w,x))),power_class(y)))* member(u,union(intersection(power_class(complement(power_class(v))),union(w,x)),complement(power_class(y)))) -> .
% 299.74/300.49 123205[9:SpL:103074.0,78076.1] function(intersection(power_class(complement(power_class(u))),union(v,w))) || equal(union(image(element_relation,power_class(u)),complement(union(v,w))),successor(intersection(power_class(complement(power_class(u))),union(v,w))))** -> .
% 299.74/300.49 123332[0:Rew:103074.0,123182.1] || subclass(union(image(element_relation,power_class(u)),complement(union(v,w))),intersection(power_class(complement(power_class(u))),union(v,w)))* -> equal(union(image(element_relation,power_class(u)),complement(union(v,w))),null_class).
% 299.74/300.49 123091[0:SpR:103074.0,7786.1] || -> subclass(symmetric_difference(power_class(complement(power_class(u))),union(v,w)),x) member(not_subclass_element(symmetric_difference(power_class(complement(power_class(u))),union(v,w)),x),union(image(element_relation,power_class(u)),complement(union(v,w))))*.
% 299.74/300.49 123077[9:SpR:103074.0,107477.1] function(intersection(power_class(complement(power_class(u))),union(v,w))) || -> subclass(regular(successor(intersection(power_class(complement(power_class(u))),union(v,w)))),union(image(element_relation,power_class(u)),complement(union(v,w))))*.
% 299.74/300.49 123333[2:Rew:103074.0,123068.1] || -> member(union(image(element_relation,power_class(u)),complement(union(v,w))),intersection(power_class(complement(power_class(u))),union(v,w)))* equal(singleton(union(image(element_relation,power_class(u)),complement(union(v,w)))),null_class).
% 299.74/300.49 123026[0:SpR:103074.0,8283.0] || -> subclass(symmetric_difference(union(image(element_relation,power_class(u)),complement(union(v,w))),complement(singleton(intersection(power_class(complement(power_class(u))),union(v,w))))),successor(intersection(power_class(complement(power_class(u))),union(v,w))))*.
% 299.74/300.49 123772[0:SpL:103320.0,48187.0] || member(u,intersection(power_class(v),union(image(element_relation,union(w,x)),complement(power_class(y)))))* member(u,union(complement(power_class(v)),intersection(power_class(complement(union(w,x))),power_class(y)))) -> .
% 299.74/300.49 123762[0:SpL:103320.0,47998.0] || member(u,intersection(union(image(element_relation,union(v,w)),complement(power_class(x))),power_class(y)))* member(u,union(intersection(power_class(complement(union(v,w))),power_class(x)),complement(power_class(y)))) -> .
% 299.74/300.49 123751[9:SpL:103320.0,78076.1] function(intersection(power_class(complement(union(u,v))),power_class(w))) || equal(union(image(element_relation,union(u,v)),complement(power_class(w))),successor(intersection(power_class(complement(union(u,v))),power_class(w))))** -> .
% 299.74/300.49 123886[0:Rew:103320.0,123728.1] || subclass(union(image(element_relation,union(u,v)),complement(power_class(w))),intersection(power_class(complement(union(u,v))),power_class(w)))* -> equal(union(image(element_relation,union(u,v)),complement(power_class(w))),null_class).
% 299.74/300.49 123635[0:SpR:103320.0,7786.1] || -> subclass(symmetric_difference(power_class(complement(union(u,v))),power_class(w)),x) member(not_subclass_element(symmetric_difference(power_class(complement(union(u,v))),power_class(w)),x),union(image(element_relation,union(u,v)),complement(power_class(w))))*.
% 299.74/300.49 123621[9:SpR:103320.0,107477.1] function(intersection(power_class(complement(union(u,v))),power_class(w))) || -> subclass(regular(successor(intersection(power_class(complement(union(u,v))),power_class(w)))),union(image(element_relation,union(u,v)),complement(power_class(w))))*.
% 299.74/300.49 123887[2:Rew:103320.0,123612.1] || -> member(union(image(element_relation,union(u,v)),complement(power_class(w))),intersection(power_class(complement(union(u,v))),power_class(w)))* equal(singleton(union(image(element_relation,union(u,v)),complement(power_class(w)))),null_class).
% 299.74/300.49 123570[0:SpR:103320.0,8283.0] || -> subclass(symmetric_difference(union(image(element_relation,union(u,v)),complement(power_class(w))),complement(singleton(intersection(power_class(complement(union(u,v))),power_class(w))))),successor(intersection(power_class(complement(union(u,v))),power_class(w))))*.
% 299.74/300.49 124001[4:Res:123487.0,9800.1] || member(complement(successor(complement(intersection(singleton(u),v)))),universal_class) -> equal(complement(successor(complement(intersection(singleton(u),v)))),null_class) equal(apply(choice,complement(successor(complement(intersection(singleton(u),v))))),u)**.
% 299.74/300.49 124161[4:Res:123906.0,9800.1] || member(complement(successor(complement(intersection(u,singleton(v))))),universal_class) -> equal(complement(successor(complement(intersection(u,singleton(v))))),null_class) equal(apply(choice,complement(successor(complement(intersection(u,singleton(v)))))),v)**.
% 299.74/300.49 124787[0:SpL:103450.0,48187.0] || member(u,intersection(power_class(v),union(complement(union(w,x)),image(element_relation,power_class(y)))))* member(u,union(complement(power_class(v)),intersection(union(w,x),power_class(complement(power_class(y)))))) -> .
% 299.74/300.49 124777[0:SpL:103450.0,47998.0] || member(u,intersection(union(complement(union(v,w)),image(element_relation,power_class(x))),power_class(y)))* member(u,union(intersection(union(v,w),power_class(complement(power_class(x)))),complement(power_class(y)))) -> .
% 299.74/300.49 124766[9:SpL:103450.0,78076.1] function(intersection(union(u,v),power_class(complement(power_class(w))))) || equal(union(complement(union(u,v)),image(element_relation,power_class(w))),successor(intersection(union(u,v),power_class(complement(power_class(w))))))** -> .
% 299.74/300.49 124897[0:Rew:103450.0,124743.1] || subclass(union(complement(union(u,v)),image(element_relation,power_class(w))),intersection(union(u,v),power_class(complement(power_class(w)))))* -> equal(union(complement(union(u,v)),image(element_relation,power_class(w))),null_class).
% 299.74/300.49 124652[0:SpR:103450.0,7786.1] || -> subclass(symmetric_difference(union(u,v),power_class(complement(power_class(w)))),x) member(not_subclass_element(symmetric_difference(union(u,v),power_class(complement(power_class(w)))),x),union(complement(union(u,v)),image(element_relation,power_class(w))))*.
% 299.74/300.49 124638[9:SpR:103450.0,107477.1] function(intersection(union(u,v),power_class(complement(power_class(w))))) || -> subclass(regular(successor(intersection(union(u,v),power_class(complement(power_class(w)))))),union(complement(union(u,v)),image(element_relation,power_class(w))))*.
% 299.74/300.49 124898[2:Rew:103450.0,124629.1] || -> member(union(complement(union(u,v)),image(element_relation,power_class(w))),intersection(union(u,v),power_class(complement(power_class(w)))))* equal(singleton(union(complement(union(u,v)),image(element_relation,power_class(w)))),null_class).
% 299.74/300.49 124587[0:SpR:103450.0,8283.0] || -> subclass(symmetric_difference(union(complement(union(u,v)),image(element_relation,power_class(w))),complement(singleton(intersection(union(u,v),power_class(complement(power_class(w))))))),successor(intersection(union(u,v),power_class(complement(power_class(w))))))*.
% 299.74/300.49 125423[4:Res:95322.0,9808.1] || member(complement(successor(complement(restrict(u,v,w)))),universal_class) -> equal(complement(successor(complement(restrict(u,v,w)))),null_class) member(apply(choice,complement(successor(complement(restrict(u,v,w))))),u)*.
% 299.74/300.49 125419[9:Res:77998.1,9808.1] function(restrict(u,v,w)) || member(successor(restrict(u,v,w)),universal_class) -> equal(successor(restrict(u,v,w)),null_class) member(apply(choice,successor(restrict(u,v,w))),u)*.
% 299.74/300.49 125405[0:Res:6600.0,9808.1] || member(restrict(restrict(u,v,w),x,y),universal_class) -> equal(restrict(restrict(u,v,w),x,y),null_class) member(apply(choice,restrict(restrict(u,v,w),x,y)),u)*.
% 299.74/300.49 130917[0:Res:51.1,7879.0] inductive(unordered_pair(u,v)) || -> subclass(image(successor_relation,unordered_pair(u,v)),w) equal(not_subclass_element(image(successor_relation,unordered_pair(u,v)),w),v)** equal(not_subclass_element(image(successor_relation,unordered_pair(u,v)),w),u)**.
% 299.74/300.49 133209[9:Res:107477.1,10200.1] function(compose(element_relation,universal_class)) || member(regular(successor(compose(element_relation,universal_class))),universal_class) member(apply(choice,regular(successor(compose(element_relation,universal_class)))),element_relation)* -> equal(regular(successor(compose(element_relation,universal_class))),null_class).
% 299.74/300.49 134993[0:Res:8432.2,102309.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,symmetric_difference(union(v,w),complement(x))) -> member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),union(complement(union(v,w)),x))*.
% 299.74/300.49 134992[0:Res:8432.2,77406.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,symmetric_difference(union(v,w),complement(intersection(v,w))))* -> member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),complement(symmetric_difference(v,w)))*.
% 299.74/300.49 134989[0:Res:8432.2,102295.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,symmetric_difference(complement(v),union(w,x))) -> member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),union(v,complement(union(w,x))))*.
% 299.74/300.49 135571[0:Res:8431.2,102309.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,symmetric_difference(union(v,w),complement(x))) -> member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),union(complement(union(v,w)),x))*.
% 299.74/300.49 135570[0:Res:8431.2,77406.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,symmetric_difference(union(v,w),complement(intersection(v,w))))* -> member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),complement(symmetric_difference(v,w)))*.
% 299.74/300.49 135567[0:Res:8431.2,102295.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,symmetric_difference(complement(v),union(w,x))) -> member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),union(v,complement(union(w,x))))*.
% 299.74/300.49 137247[4:Rew:103074.0,137214.1] || member(union(image(element_relation,power_class(u)),complement(union(v,w))),universal_class) -> member(union(image(element_relation,power_class(u)),complement(union(v,w))),intersection(power_class(complement(power_class(u))),union(v,w)))*.
% 299.74/300.49 137248[4:Rew:48874.0,137212.1] || member(union(complement(power_class(u)),intersection(power_class(v),complement(w))),universal_class) -> member(union(complement(power_class(u)),intersection(power_class(v),complement(w))),intersection(power_class(u),union(complement(power_class(v)),w)))*.
% 299.74/300.49 137249[4:Rew:48870.0,137211.1] || member(union(complement(power_class(u)),intersection(complement(v),power_class(w))),universal_class) -> member(union(complement(power_class(u)),intersection(complement(v),power_class(w))),intersection(power_class(u),union(v,complement(power_class(w)))))*.
% 299.74/300.49 137250[4:Rew:103450.0,137210.1] || member(union(complement(union(u,v)),image(element_relation,power_class(w))),universal_class) -> member(union(complement(union(u,v)),image(element_relation,power_class(w))),intersection(union(u,v),power_class(complement(power_class(w)))))*.
% 299.74/300.49 137251[4:Rew:48872.0,137209.1] || member(union(intersection(power_class(u),complement(v)),complement(power_class(w))),universal_class) -> member(union(intersection(power_class(u),complement(v)),complement(power_class(w))),intersection(union(complement(power_class(u)),v),power_class(w)))*.
% 299.74/300.49 137252[4:Rew:48871.0,137208.1] || member(union(intersection(complement(u),power_class(v)),complement(power_class(w))),universal_class) -> member(union(intersection(complement(u),power_class(v)),complement(power_class(w))),intersection(union(u,complement(power_class(v))),power_class(w)))*.
% 299.74/300.49 137253[4:Rew:103320.0,137207.1] || member(union(image(element_relation,union(u,v)),complement(power_class(w))),universal_class) -> member(union(image(element_relation,union(u,v)),complement(power_class(w))),intersection(power_class(complement(union(u,v))),power_class(w)))*.
% 299.74/300.49 137254[4:Rew:102945.0,137205.1] || member(union(complement(power_class(u)),image(element_relation,union(v,w))),universal_class) -> member(union(complement(power_class(u)),image(element_relation,union(v,w))),intersection(power_class(u),power_class(complement(union(v,w)))))*.
% 299.74/300.49 142533[0:Res:12468.3,9362.0] || member(u,universal_class) member(v,u) subclass(element_relation,symmetric_difference(union(w,x),union(complement(w),complement(x))))* -> member(ordered_pair(v,u),complement(symmetric_difference(complement(w),complement(x))))*.
% 299.74/300.49 142498[2:Res:72136.0,9362.0] || -> equal(singleton(complement(symmetric_difference(union(u,v),union(complement(u),complement(v))))),null_class) member(complement(symmetric_difference(union(u,v),union(complement(u),complement(v)))),complement(symmetric_difference(complement(u),complement(v))))*.
% 299.74/300.49 142625[0:Rew:47973.0,142381.1] || member(u,symmetric_difference(union(intersection(power_class(v),complement(w)),x),union(union(complement(power_class(v)),w),complement(x))))* -> member(u,complement(symmetric_difference(union(complement(power_class(v)),w),complement(x)))).
% 299.74/300.49 142626[0:Rew:103948.0,142380.1] || member(u,symmetric_difference(union(intersection(complement(v),successor(w)),x),union(union(v,complement(successor(w))),complement(x))))* -> member(u,complement(symmetric_difference(union(v,complement(successor(w))),complement(x)))).
% 299.74/300.49 142627[0:Rew:47967.0,142379.1] || member(u,symmetric_difference(union(intersection(complement(v),power_class(w)),x),union(union(v,complement(power_class(w))),complement(x))))* -> member(u,complement(symmetric_difference(union(v,complement(power_class(w))),complement(x)))).
% 299.74/300.49 142628[0:Rew:102311.0,142377.1] || member(u,symmetric_difference(union(image(element_relation,union(v,w)),x),union(power_class(complement(union(v,w))),complement(x))))* -> member(u,complement(symmetric_difference(power_class(complement(union(v,w))),complement(x)))).
% 299.74/300.49 142629[0:Rew:47973.0,142346.1] || member(u,symmetric_difference(union(v,intersection(power_class(w),complement(x))),union(complement(v),union(complement(power_class(w)),x))))* -> member(u,complement(symmetric_difference(complement(v),union(complement(power_class(w)),x)))).
% 299.74/300.49 142630[0:Rew:103948.0,142345.1] || member(u,symmetric_difference(union(v,intersection(complement(w),successor(x))),union(complement(v),union(w,complement(successor(x))))))* -> member(u,complement(symmetric_difference(complement(v),union(w,complement(successor(x)))))).
% 299.74/300.49 142631[0:Rew:47967.0,142344.1] || member(u,symmetric_difference(union(v,intersection(complement(w),power_class(x))),union(complement(v),union(w,complement(power_class(x))))))* -> member(u,complement(symmetric_difference(complement(v),union(w,complement(power_class(x)))))).
% 299.74/300.49 142632[0:Rew:102311.0,142342.1] || member(u,symmetric_difference(union(v,image(element_relation,union(w,x))),union(complement(v),power_class(complement(union(w,x))))))* -> member(u,complement(symmetric_difference(complement(v),power_class(complement(union(w,x)))))).
% 299.74/300.49 145374[2:Rew:100001.0,145351.2] || member(ordered_pair(ordered_pair(second(regular(domain_relation)),first(regular(domain_relation))),u),v)* member(ordered_pair(regular(domain_relation),u),cross_product(cross_product(universal_class,universal_class),universal_class)) -> member(ordered_pair(regular(domain_relation),u),flip(v)).
% 299.74/300.49 145375[2:Rew:100001.0,145350.2] || member(ordered_pair(ordered_pair(second(regular(domain_relation)),u),first(regular(domain_relation))),v)* member(ordered_pair(regular(domain_relation),u),cross_product(cross_product(universal_class,universal_class),universal_class)) -> member(ordered_pair(regular(domain_relation),u),rotate(v)).
% 299.74/300.49 145376[2:Rew:100001.0,145288.1] || member(u,universal_class) member(regular(domain_relation),cross_product(universal_class,universal_class)) member(ordered_pair(ordered_pair(second(regular(domain_relation)),u),first(regular(domain_relation))),v)* -> member(ordered_pair(regular(domain_relation),u),rotate(v)).
% 299.74/300.49 145377[2:Rew:100001.0,145287.1] || member(u,universal_class) member(regular(domain_relation),cross_product(universal_class,universal_class)) member(ordered_pair(ordered_pair(second(regular(domain_relation)),first(regular(domain_relation))),u),v)* -> member(ordered_pair(regular(domain_relation),u),flip(v)).
% 299.74/300.49 146042[0:SpL:104218.0,891.2] || member(u,union(complement(v),union(w,x)))* member(u,union(v,complement(union(w,x)))) subclass(symmetric_difference(complement(v),union(w,x)),y)* -> member(u,y)*.
% 299.74/300.49 146041[0:SpL:104218.0,12444.0] || equal(u,symmetric_difference(complement(v),union(w,x)))* member(y,union(complement(v),union(w,x)))* member(y,union(v,complement(union(w,x)))) -> member(y,u)*.
% 299.74/300.49 146241[0:Rew:75578.0,145870.0] || -> equal(intersection(union(union(complement(power_class(u)),v),union(w,x)),union(intersection(power_class(u),complement(v)),complement(union(w,x)))),symmetric_difference(union(complement(power_class(u)),v),union(w,x)))**.
% 299.74/300.49 146242[0:Rew:75578.0,145869.0] || -> equal(intersection(union(union(u,complement(successor(v))),union(w,x)),union(intersection(complement(u),successor(v)),complement(union(w,x)))),symmetric_difference(union(u,complement(successor(v))),union(w,x)))**.
% 299.74/300.49 146243[0:Rew:75578.0,145868.0] || -> equal(intersection(union(union(u,complement(power_class(v))),union(w,x)),union(intersection(complement(u),power_class(v)),complement(union(w,x)))),symmetric_difference(union(u,complement(power_class(v))),union(w,x)))**.
% 299.74/300.49 146244[0:Rew:75578.0,145866.0] || -> equal(intersection(union(power_class(complement(union(u,v))),union(w,x)),union(image(element_relation,union(u,v)),complement(union(w,x)))),symmetric_difference(power_class(complement(union(u,v))),union(w,x)))**.
% 299.74/300.49 146961[0:SpL:103225.0,891.2] || member(u,union(complement(union(v,w)),x))* member(u,union(union(v,w),complement(x))) subclass(symmetric_difference(union(v,w),complement(x)),y)* -> member(u,y)*.
% 299.74/300.49 146960[0:SpL:103225.0,12444.0] || equal(u,symmetric_difference(union(v,w),complement(x)))* member(y,union(complement(union(v,w)),x))* member(y,union(union(v,w),complement(x))) -> member(y,u)*.
% 299.74/300.49 146823[0:SpR:47973.0,103225.0] || -> equal(intersection(union(union(u,v),union(complement(power_class(w)),x)),union(complement(union(u,v)),intersection(power_class(w),complement(x)))),symmetric_difference(union(u,v),union(complement(power_class(w)),x)))**.
% 299.74/300.49 146822[0:SpR:103948.0,103225.0] || -> equal(intersection(union(union(u,v),union(w,complement(successor(x)))),union(complement(union(u,v)),intersection(complement(w),successor(x)))),symmetric_difference(union(u,v),union(w,complement(successor(x)))))**.
% 299.74/300.49 146821[0:SpR:47967.0,103225.0] || -> equal(intersection(union(union(u,v),union(w,complement(power_class(x)))),union(complement(union(u,v)),intersection(complement(w),power_class(x)))),symmetric_difference(union(u,v),union(w,complement(power_class(x)))))**.
% 299.74/300.49 146819[0:SpR:102311.0,103225.0] || -> equal(intersection(union(union(u,v),power_class(complement(union(w,x)))),union(complement(union(u,v)),image(element_relation,union(w,x)))),symmetric_difference(union(u,v),power_class(complement(union(w,x)))))**.
% 299.74/300.49 147381[0:SpL:8781.1,13769.0] || equal(u,range_of(null_class)) member(ordered_pair(v,w),compose(regular(cross_product(image(x,singleton(v)),universal_class)),x))* -> equal(cross_product(image(x,singleton(v)),universal_class),null_class) member(w,u)*.
% 299.74/300.49 148419[4:Rew:100002.0,148396.2] || member(ordered_pair(ordered_pair(second(regular(composition_function)),first(regular(composition_function))),u),v)* member(ordered_pair(regular(composition_function),u),cross_product(cross_product(universal_class,universal_class),universal_class)) -> member(ordered_pair(regular(composition_function),u),flip(v)).
% 299.74/300.49 148420[4:Rew:100002.0,148395.2] || member(ordered_pair(ordered_pair(second(regular(composition_function)),u),first(regular(composition_function))),v)* member(ordered_pair(regular(composition_function),u),cross_product(cross_product(universal_class,universal_class),universal_class)) -> member(ordered_pair(regular(composition_function),u),rotate(v)).
% 299.74/300.49 148421[4:Rew:100002.0,148333.1] || member(u,universal_class) member(regular(composition_function),cross_product(universal_class,universal_class)) member(ordered_pair(ordered_pair(second(regular(composition_function)),u),first(regular(composition_function))),v)* -> member(ordered_pair(regular(composition_function),u),rotate(v)).
% 299.74/300.49 148422[4:Rew:100002.0,148332.1] || member(u,universal_class) member(regular(composition_function),cross_product(universal_class,universal_class)) member(ordered_pair(ordered_pair(second(regular(composition_function)),first(regular(composition_function))),u),v)* -> member(ordered_pair(regular(composition_function),u),flip(v)).
% 299.74/300.49 148956[0:SpR:102302.0,48029.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(union(w,x))),power_class(complement(power_class(y)))))* member(u,union(intersection(complement(v),union(w,x)),image(element_relation,power_class(y)))).
% 299.74/300.49 148946[0:SpR:102312.0,48029.1] || member(u,universal_class) -> member(u,intersection(union(complement(union(v,w)),x),power_class(complement(power_class(y)))))* member(u,union(intersection(union(v,w),complement(x)),image(element_relation,power_class(y)))).
% 299.74/300.49 149153[0:SpR:102302.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),union(w,complement(union(x,y)))))* member(u,union(image(element_relation,power_class(v)),intersection(complement(w),union(x,y)))).
% 299.74/300.49 149143[0:SpR:102312.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),union(complement(union(w,x)),y)))* member(u,union(image(element_relation,power_class(v)),intersection(union(w,x),complement(y)))).
% 299.74/300.49 149822[0:Res:7755.2,47989.0] || subclass(u,intersection(complement(v),union(w,complement(power_class(x))))) member(not_subclass_element(intersection(u,y),z),union(v,intersection(complement(w),power_class(x))))* -> subclass(intersection(u,y),z).
% 299.74/300.49 149820[0:Res:6563.2,47989.0] || subclass(u,intersection(complement(v),union(w,complement(power_class(x))))) member(not_subclass_element(intersection(y,u),z),union(v,intersection(complement(w),power_class(x))))* -> subclass(intersection(y,u),z).
% 299.74/300.49 149815[0:Res:530.3,47989.0] function(u) || member(v,universal_class) subclass(universal_class,intersection(complement(w),union(x,complement(power_class(y))))) member(image(u,v),union(w,intersection(complement(x),power_class(y))))* -> .
% 299.74/300.49 149799[0:Res:5957.2,47989.0] || member(inverse(u),universal_class) subclass(domain_relation,intersection(complement(v),union(w,complement(power_class(x))))) member(ordered_pair(inverse(u),range_of(u)),union(v,intersection(complement(w),power_class(x))))* -> .
% 299.74/300.49 149789[0:Res:494.3,47989.0] || member(u,universal_class) subclass(u,intersection(complement(v),union(w,complement(power_class(x))))) member(apply(choice,u),union(v,intersection(complement(w),power_class(x))))* -> equal(u,null_class).
% 299.74/300.49 149719[0:SpL:102302.0,47989.0] || member(u,intersection(union(v,complement(union(w,x))),union(y,complement(power_class(z)))))* member(u,union(intersection(complement(v),union(w,x)),intersection(complement(y),power_class(z)))) -> .
% 299.74/300.49 149709[0:SpL:102312.0,47989.0] || member(u,intersection(union(complement(union(v,w)),x),union(y,complement(power_class(z)))))* member(u,union(intersection(union(v,w),complement(x)),intersection(complement(y),power_class(z)))) -> .
% 299.74/300.49 149874[4:Rew:102847.0,149805.1,102847.0,149805.0] || member(regular(complement(union(u,complement(union(v,complement(power_class(w))))))),union(u,intersection(complement(v),power_class(w))))* -> equal(complement(union(u,complement(union(v,complement(power_class(w)))))),null_class).
% 299.74/300.49 150160[0:Res:7755.2,48009.0] || subclass(u,intersection(union(v,complement(power_class(w))),complement(x))) member(not_subclass_element(intersection(u,y),z),union(intersection(complement(v),power_class(w)),x))* -> subclass(intersection(u,y),z).
% 299.74/300.49 150158[0:Res:6563.2,48009.0] || subclass(u,intersection(union(v,complement(power_class(w))),complement(x))) member(not_subclass_element(intersection(y,u),z),union(intersection(complement(v),power_class(w)),x))* -> subclass(intersection(y,u),z).
% 299.74/300.49 150153[0:Res:530.3,48009.0] function(u) || member(v,universal_class) subclass(universal_class,intersection(union(w,complement(power_class(x))),complement(y))) member(image(u,v),union(intersection(complement(w),power_class(x)),y))* -> .
% 299.74/300.49 150136[0:Res:5957.2,48009.0] || member(inverse(u),universal_class) subclass(domain_relation,intersection(union(v,complement(power_class(w))),complement(x))) member(ordered_pair(inverse(u),range_of(u)),union(intersection(complement(v),power_class(w)),x))* -> .
% 299.74/300.49 150126[0:Res:494.3,48009.0] || member(u,universal_class) subclass(u,intersection(union(v,complement(power_class(w))),complement(x))) member(apply(choice,u),union(intersection(complement(v),power_class(w)),x))* -> equal(u,null_class).
% 299.74/300.49 150024[0:SpL:102302.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),union(x,complement(union(y,z)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(complement(x),union(y,z)))) -> .
% 299.74/300.49 150014[0:SpL:102312.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),union(complement(union(x,y)),z)))* member(u,union(intersection(complement(v),power_class(w)),intersection(union(x,y),complement(z)))) -> .
% 299.74/300.49 150220[4:Rew:103186.0,150142.1,103186.0,150142.0] || member(regular(complement(union(complement(union(u,complement(power_class(v)))),w))),union(intersection(complement(u),power_class(v)),w))* -> equal(complement(union(complement(union(u,complement(power_class(v)))),w)),null_class).
% 299.74/300.49 150497[0:Res:7755.2,48038.0] || subclass(u,intersection(complement(v),union(complement(power_class(w)),x))) member(not_subclass_element(intersection(u,y),z),union(v,intersection(power_class(w),complement(x))))* -> subclass(intersection(u,y),z).
% 299.74/300.49 150495[0:Res:6563.2,48038.0] || subclass(u,intersection(complement(v),union(complement(power_class(w)),x))) member(not_subclass_element(intersection(y,u),z),union(v,intersection(power_class(w),complement(x))))* -> subclass(intersection(y,u),z).
% 299.74/300.49 150490[0:Res:530.3,48038.0] function(u) || member(v,universal_class) subclass(universal_class,intersection(complement(w),union(complement(power_class(x)),y))) member(image(u,v),union(w,intersection(power_class(x),complement(y))))* -> .
% 299.74/300.49 150472[0:Res:5957.2,48038.0] || member(inverse(u),universal_class) subclass(domain_relation,intersection(complement(v),union(complement(power_class(w)),x))) member(ordered_pair(inverse(u),range_of(u)),union(v,intersection(power_class(w),complement(x))))* -> .
% 299.74/300.49 150462[0:Res:494.3,48038.0] || member(u,universal_class) subclass(u,intersection(complement(v),union(complement(power_class(w)),x))) member(apply(choice,u),union(v,intersection(power_class(w),complement(x))))* -> equal(u,null_class).
% 299.74/300.49 150392[0:SpL:102302.0,48038.0] || member(u,intersection(union(v,complement(union(w,x))),union(complement(power_class(y)),z)))* member(u,union(intersection(complement(v),union(w,x)),intersection(power_class(y),complement(z)))) -> .
% 299.74/300.49 150382[0:SpL:102312.0,48038.0] || member(u,intersection(union(complement(union(v,w)),x),union(complement(power_class(y)),z)))* member(u,union(intersection(union(v,w),complement(x)),intersection(power_class(y),complement(z)))) -> .
% 299.74/300.49 150557[4:Rew:102847.0,150478.1,102847.0,150478.0] || member(regular(complement(union(u,complement(union(complement(power_class(v)),w))))),union(u,intersection(power_class(v),complement(w))))* -> equal(complement(union(u,complement(union(complement(power_class(v)),w)))),null_class).
% 299.74/300.49 150738[0:Res:7755.2,48198.0] || subclass(u,intersection(union(complement(power_class(v)),w),complement(x))) member(not_subclass_element(intersection(u,y),z),union(intersection(power_class(v),complement(w)),x))* -> subclass(intersection(u,y),z).
% 299.74/300.49 150736[0:Res:6563.2,48198.0] || subclass(u,intersection(union(complement(power_class(v)),w),complement(x))) member(not_subclass_element(intersection(y,u),z),union(intersection(power_class(v),complement(w)),x))* -> subclass(intersection(y,u),z).
% 299.74/300.49 150731[0:Res:530.3,48198.0] function(u) || member(v,universal_class) subclass(universal_class,intersection(union(complement(power_class(w)),x),complement(y))) member(image(u,v),union(intersection(power_class(w),complement(x)),y))* -> .
% 299.74/300.49 150713[0:Res:5957.2,48198.0] || member(inverse(u),universal_class) subclass(domain_relation,intersection(union(complement(power_class(v)),w),complement(x))) member(ordered_pair(inverse(u),range_of(u)),union(intersection(power_class(v),complement(w)),x))* -> .
% 299.74/300.49 150703[0:Res:494.3,48198.0] || member(u,universal_class) subclass(u,intersection(union(complement(power_class(v)),w),complement(x))) member(apply(choice,u),union(intersection(power_class(v),complement(w)),x))* -> equal(u,null_class).
% 299.74/300.49 150594[0:SpL:102302.0,48198.0] || member(u,intersection(union(complement(power_class(v)),w),union(x,complement(union(y,z)))))* member(u,union(intersection(power_class(v),complement(w)),intersection(complement(x),union(y,z)))) -> .
% 299.74/300.49 150584[0:SpL:102312.0,48198.0] || member(u,intersection(union(complement(power_class(v)),w),union(complement(union(x,y)),z)))* member(u,union(intersection(power_class(v),complement(w)),intersection(union(x,y),complement(z)))) -> .
% 299.74/300.49 150805[4:Rew:103186.0,150719.1,103186.0,150719.0] || member(regular(complement(union(complement(union(complement(power_class(u)),v)),w))),union(intersection(power_class(u),complement(v)),w))* -> equal(complement(union(complement(union(complement(power_class(u)),v)),w)),null_class).
% 299.74/300.49 151608[0:SpL:102583.0,6315.1] || member(u,universal_class) subclass(universal_class,union(complement(power_class(v)),intersection(complement(w),union(x,y))))* member(sum_class(u),intersection(power_class(v),union(w,complement(union(x,y)))))* -> .
% 299.74/300.49 151607[0:SpL:102583.0,6374.1] || member(u,universal_class) subclass(universal_class,union(complement(power_class(v)),intersection(complement(w),union(x,y))))* member(power_class(u),intersection(power_class(v),union(w,complement(union(x,y)))))* -> .
% 299.74/300.49 151999[0:Res:7755.2,102607.0] || subclass(u,intersection(complement(v),power_class(complement(union(w,x))))) member(not_subclass_element(intersection(u,y),z),union(v,image(element_relation,union(w,x))))* -> subclass(intersection(u,y),z).
% 299.74/300.49 151997[0:Res:6563.2,102607.0] || subclass(u,intersection(complement(v),power_class(complement(union(w,x))))) member(not_subclass_element(intersection(y,u),z),union(v,image(element_relation,union(w,x))))* -> subclass(intersection(y,u),z).
% 299.74/300.49 151992[0:Res:530.3,102607.0] function(u) || member(v,universal_class) subclass(universal_class,intersection(complement(w),power_class(complement(union(x,y))))) member(image(u,v),union(w,image(element_relation,union(x,y))))* -> .
% 299.74/300.49 151974[0:Res:5957.2,102607.0] || member(inverse(u),universal_class) subclass(domain_relation,intersection(complement(v),power_class(complement(union(w,x))))) member(ordered_pair(inverse(u),range_of(u)),union(v,image(element_relation,union(w,x))))* -> .
% 299.74/300.49 151964[0:Res:494.3,102607.0] || member(u,universal_class) subclass(u,intersection(complement(v),power_class(complement(union(w,x))))) member(apply(choice,u),union(v,image(element_relation,union(w,x))))* -> equal(u,null_class).
% 299.74/300.49 151898[0:SpL:102302.0,102607.0] || member(u,intersection(union(v,complement(union(w,x))),power_class(complement(union(y,z)))))* member(u,union(intersection(complement(v),union(w,x)),image(element_relation,union(y,z)))) -> .
% 299.74/300.49 151887[0:SpL:102312.0,102607.0] || member(u,intersection(union(complement(union(v,w)),x),power_class(complement(union(y,z)))))* member(u,union(intersection(union(v,w),complement(x)),image(element_relation,union(y,z)))) -> .
% 299.74/300.49 152657[0:SpL:102667.0,6315.1] || member(u,universal_class) subclass(universal_class,union(intersection(complement(v),power_class(w)),complement(union(x,y))))* member(sum_class(u),intersection(union(v,complement(power_class(w))),union(x,y)))* -> .
% 299.74/300.49 152656[0:SpL:102667.0,6374.1] || member(u,universal_class) subclass(universal_class,union(intersection(complement(v),power_class(w)),complement(union(x,y))))* member(power_class(u),intersection(union(v,complement(power_class(w))),union(x,y)))* -> .
% 299.74/300.49 153125[0:SpL:102668.0,6315.1] || member(u,universal_class) subclass(universal_class,union(intersection(power_class(v),complement(w)),complement(union(x,y))))* member(sum_class(u),intersection(union(complement(power_class(v)),w),union(x,y)))* -> .
% 299.74/300.49 153124[0:SpL:102668.0,6374.1] || member(u,universal_class) subclass(universal_class,union(intersection(power_class(v),complement(w)),complement(union(x,y))))* member(power_class(u),intersection(union(complement(power_class(v)),w),union(x,y)))* -> .
% 299.74/300.49 153591[0:SpL:102866.0,6315.1] || member(u,universal_class) subclass(universal_class,union(intersection(complement(v),union(w,x)),complement(power_class(y))))* member(sum_class(u),intersection(union(v,complement(union(w,x))),power_class(y)))* -> .
% 299.74/300.49 153590[0:SpL:102866.0,6374.1] || member(u,universal_class) subclass(universal_class,union(intersection(complement(v),union(w,x)),complement(power_class(y))))* member(power_class(u),intersection(union(v,complement(union(w,x))),power_class(y)))* -> .
% 299.74/300.49 154019[0:Res:7755.2,102909.0] || subclass(u,intersection(power_class(complement(union(v,w))),complement(x))) member(not_subclass_element(intersection(u,y),z),union(image(element_relation,union(v,w)),x))* -> subclass(intersection(u,y),z).
% 299.74/300.49 154017[0:Res:6563.2,102909.0] || subclass(u,intersection(power_class(complement(union(v,w))),complement(x))) member(not_subclass_element(intersection(y,u),z),union(image(element_relation,union(v,w)),x))* -> subclass(intersection(y,u),z).
% 299.74/300.49 154012[0:Res:530.3,102909.0] function(u) || member(v,universal_class) subclass(universal_class,intersection(power_class(complement(union(w,x))),complement(y))) member(image(u,v),union(image(element_relation,union(w,x)),y))* -> .
% 299.74/300.49 153994[0:Res:5957.2,102909.0] || member(inverse(u),universal_class) subclass(domain_relation,intersection(power_class(complement(union(v,w))),complement(x))) member(ordered_pair(inverse(u),range_of(u)),union(image(element_relation,union(v,w)),x))* -> .
% 299.74/300.49 153984[0:Res:494.3,102909.0] || member(u,universal_class) subclass(u,intersection(power_class(complement(union(v,w))),complement(x))) member(apply(choice,u),union(image(element_relation,union(v,w)),x))* -> equal(u,null_class).
% 299.74/300.49 153859[0:SpL:102302.0,102909.0] || member(u,intersection(power_class(complement(union(v,w))),union(x,complement(union(y,z)))))* member(u,union(image(element_relation,union(v,w)),intersection(complement(x),union(y,z)))) -> .
% 299.74/300.49 153847[0:SpL:102312.0,102909.0] || member(u,intersection(power_class(complement(union(v,w))),union(complement(union(x,y)),z)))* member(u,union(image(element_relation,union(v,w)),intersection(union(x,y),complement(z)))) -> .
% 299.74/300.49 154367[0:SpL:103019.0,6315.1] || member(u,universal_class) subclass(universal_class,union(complement(power_class(v)),intersection(union(w,x),complement(y))))* member(sum_class(u),intersection(power_class(v),union(complement(union(w,x)),y)))* -> .
% 299.74/300.49 154366[0:SpL:103019.0,6374.1] || member(u,universal_class) subclass(universal_class,union(complement(power_class(v)),intersection(union(w,x),complement(y))))* member(power_class(u),intersection(power_class(v),union(complement(union(w,x)),y)))* -> .
% 299.74/300.49 154850[0:SpL:103205.0,6315.1] || member(u,universal_class) subclass(universal_class,union(intersection(union(v,w),complement(x)),complement(power_class(y))))* member(sum_class(u),intersection(union(complement(union(v,w)),x),power_class(y)))* -> .
% 299.74/300.49 154849[0:SpL:103205.0,6374.1] || member(u,universal_class) subclass(universal_class,union(intersection(union(v,w),complement(x)),complement(power_class(y))))* member(power_class(u),intersection(union(complement(union(v,w)),x),power_class(y)))* -> .
% 299.74/300.49 155290[0:SpL:103451.0,6315.1] || member(u,universal_class) subclass(universal_class,union(complement(union(v,w)),intersection(complement(x),power_class(y))))* member(sum_class(u),intersection(union(v,w),union(x,complement(power_class(y)))))* -> .
% 299.74/300.49 155289[0:SpL:103451.0,6374.1] || member(u,universal_class) subclass(universal_class,union(complement(union(v,w)),intersection(complement(x),power_class(y))))* member(power_class(u),intersection(union(v,w),union(x,complement(power_class(y)))))* -> .
% 299.74/300.49 156059[0:SpL:103452.0,6315.1] || member(u,universal_class) subclass(universal_class,union(complement(union(v,w)),intersection(power_class(x),complement(y))))* member(sum_class(u),intersection(union(v,w),union(complement(power_class(x)),y)))* -> .
% 299.74/300.49 156058[0:SpL:103452.0,6374.1] || member(u,universal_class) subclass(universal_class,union(complement(union(v,w)),intersection(power_class(x),complement(y))))* member(power_class(u),intersection(union(v,w),union(complement(power_class(x)),y)))* -> .
% 299.74/300.49 156960[0:SpL:104283.0,6315.1] || member(u,universal_class) subclass(universal_class,union(complement(union(v,w)),image(element_relation,union(x,y))))* member(sum_class(u),intersection(union(v,w),power_class(complement(union(x,y)))))* -> .
% 299.74/300.49 156959[0:SpL:104283.0,6374.1] || member(u,universal_class) subclass(universal_class,union(complement(union(v,w)),image(element_relation,union(x,y))))* member(power_class(u),intersection(union(v,w),power_class(complement(union(x,y)))))* -> .
% 299.74/300.49 157794[0:SpL:104284.0,6315.1] || member(u,universal_class) subclass(universal_class,union(image(element_relation,union(v,w)),complement(union(x,y))))* member(sum_class(u),intersection(power_class(complement(union(v,w))),union(x,y)))* -> .
% 299.74/300.49 157793[0:SpL:104284.0,6374.1] || member(u,universal_class) subclass(universal_class,union(image(element_relation,union(v,w)),complement(union(x,y))))* member(power_class(u),intersection(power_class(complement(union(v,w))),union(x,y)))* -> .
% 299.74/300.49 158449[0:Res:9363.2,7882.1] || member(not_subclass_element(u,v),union(complement(w),complement(x)))* member(not_subclass_element(u,v),union(w,x)) subclass(u,complement(symmetric_difference(complement(w),complement(x)))) -> subclass(u,v).
% 299.74/300.49 158531[4:MRR:158448.4,158458.2] || member(not_subclass_element(u,v),union(complement(w),complement(x)))* member(not_subclass_element(u,v),union(w,x)) subclass(u,regular(symmetric_difference(complement(w),complement(x)))) -> subclass(u,v).
% 299.74/300.49 159185[4:Res:95322.0,9992.0] || -> equal(complement(successor(complement(ordered_pair(u,v)))),null_class) equal(regular(complement(successor(complement(ordered_pair(u,v))))),unordered_pair(u,singleton(v)))** equal(regular(complement(successor(complement(ordered_pair(u,v))))),singleton(u)).
% 299.74/300.49 161594[0:Res:500.2,6547.1] || member(restrict(intersection(u,v),w,x),universal_class) member(apply(choice,restrict(intersection(u,v),w,x)),symmetric_difference(u,v))* -> equal(restrict(intersection(u,v),w,x),null_class).
% 299.74/300.49 161876[2:Res:7755.2,11968.1] || subclass(u,unordered_pair(v,w))* member(not_subclass_element(intersection(u,x),y),v)* -> subclass(intersection(u,x),y) equal(regular(unordered_pair(v,w)),w) equal(unordered_pair(v,w),null_class).
% 299.74/300.49 161874[2:Res:6563.2,11968.1] || subclass(u,unordered_pair(v,w))* member(not_subclass_element(intersection(x,u),y),v)* -> subclass(intersection(x,u),y) equal(regular(unordered_pair(v,w)),w) equal(unordered_pair(v,w),null_class).
% 299.74/300.49 161873[2:Res:285.1,11968.1] || member(not_subclass_element(restrict(unordered_pair(u,v),w,x),y),u)* -> subclass(restrict(unordered_pair(u,v),w,x),y) equal(regular(unordered_pair(u,v)),v) equal(unordered_pair(u,v),null_class).
% 299.74/300.49 161848[2:Res:5957.2,11968.1] || member(inverse(u),universal_class) subclass(domain_relation,unordered_pair(v,w))* member(ordered_pair(inverse(u),range_of(u)),v)* -> equal(regular(unordered_pair(v,w)),w) equal(unordered_pair(v,w),null_class).
% 299.74/300.49 161838[2:Res:494.3,11968.1] || member(u,universal_class) subclass(u,unordered_pair(v,w))* member(apply(choice,u),v) -> equal(u,null_class) equal(regular(unordered_pair(v,w)),w) equal(unordered_pair(v,w),null_class).
% 299.74/300.49 162007[2:Res:7755.2,11969.1] || subclass(u,unordered_pair(v,w))* member(not_subclass_element(intersection(u,x),y),w)* -> subclass(intersection(u,x),y) equal(regular(unordered_pair(v,w)),v) equal(unordered_pair(v,w),null_class).
% 299.74/300.49 162005[2:Res:6563.2,11969.1] || subclass(u,unordered_pair(v,w))* member(not_subclass_element(intersection(x,u),y),w)* -> subclass(intersection(x,u),y) equal(regular(unordered_pair(v,w)),v) equal(unordered_pair(v,w),null_class).
% 299.74/300.49 162004[2:Res:285.1,11969.1] || member(not_subclass_element(restrict(unordered_pair(u,v),w,x),y),v)* -> subclass(restrict(unordered_pair(u,v),w,x),y) equal(regular(unordered_pair(u,v)),u) equal(unordered_pair(u,v),null_class).
% 299.74/300.49 161979[2:Res:5957.2,11969.1] || member(inverse(u),universal_class) subclass(domain_relation,unordered_pair(v,w))* member(ordered_pair(inverse(u),range_of(u)),w)* -> equal(regular(unordered_pair(v,w)),v) equal(unordered_pair(v,w),null_class).
% 299.74/300.49 161969[2:Res:494.3,11969.1] || member(u,universal_class) subclass(u,unordered_pair(v,w))* member(apply(choice,u),w) -> equal(u,null_class) equal(regular(unordered_pair(v,w)),v) equal(unordered_pair(v,w),null_class).
% 299.74/300.49 162249[6:Rew:161913.0,162225.2] || member(ordered_pair(ordered_pair(second(regular(element_relation)),first(regular(element_relation))),u),v)* member(ordered_pair(regular(element_relation),u),cross_product(cross_product(universal_class,universal_class),universal_class)) -> member(ordered_pair(regular(element_relation),u),flip(v)).
% 299.74/300.49 162250[6:Rew:161913.0,162224.2] || member(ordered_pair(ordered_pair(second(regular(element_relation)),u),first(regular(element_relation))),v)* member(ordered_pair(regular(element_relation),u),cross_product(cross_product(universal_class,universal_class),universal_class)) -> member(ordered_pair(regular(element_relation),u),rotate(v)).
% 299.74/300.49 162251[6:Rew:161913.0,162161.1] || member(u,universal_class) member(regular(element_relation),cross_product(universal_class,universal_class)) member(ordered_pair(ordered_pair(second(regular(element_relation)),u),first(regular(element_relation))),v)* -> member(ordered_pair(regular(element_relation),u),rotate(v)).
% 299.74/300.49 162252[6:Rew:161913.0,162160.1] || member(u,universal_class) member(regular(element_relation),cross_product(universal_class,universal_class)) member(ordered_pair(ordered_pair(second(regular(element_relation)),first(regular(element_relation))),u),v)* -> member(ordered_pair(regular(element_relation),u),flip(v)).
% 299.74/300.49 162833[0:Rew:81240.0,162637.0] || -> equal(intersection(union(power_class(complement(power_class(u))),image(element_relation,power_class(v))),union(image(element_relation,power_class(u)),power_class(complement(power_class(v))))),symmetric_difference(power_class(complement(power_class(u))),complement(power_class(complement(power_class(v))))))**.
% 299.74/300.49 162559[0:SpR:48063.0,71286.1] || subclass(union(complement(u),power_class(complement(power_class(v)))),union(u,image(element_relation,power_class(v))))* -> equal(symmetric_difference(complement(u),power_class(complement(power_class(v)))),union(complement(u),power_class(complement(power_class(v))))).
% 299.74/300.49 163027[0:SpR:48279.0,71286.1] || subclass(union(power_class(complement(power_class(u))),complement(v)),union(image(element_relation,power_class(u)),v))* -> equal(symmetric_difference(power_class(complement(power_class(u))),complement(v)),union(power_class(complement(power_class(u))),complement(v))).
% 299.74/300.49 163427[4:SpL:75150.0,13090.1] || member(intersection(u,complement(apply(null_class,v))),universal_class) member(apply(choice,intersection(u,complement(apply(null_class,w)))),apply(null_class,v))* -> equal(intersection(u,complement(apply(null_class,v))),null_class).
% 299.74/300.49 163426[4:SpL:75151.0,13090.1] || member(intersection(u,complement(apply(null_class,v))),universal_class) member(apply(choice,intersection(u,complement(sum_class(range_of(null_class))))),apply(null_class,v))* -> equal(intersection(u,complement(apply(null_class,v))),null_class).
% 299.74/300.49 163424[0:SpL:106411.0,13090.1] || member(intersection(u,complement(union(v,w))),universal_class) member(apply(choice,intersection(u,complement(union(w,v)))),union(v,w))* -> equal(intersection(u,complement(union(v,w))),null_class).
% 299.74/300.49 163496[4:Rew:29733.0,163423.2,29733.0,163423.0] || member(intersection(u,union(null_class,complement(v))),universal_class) member(apply(choice,intersection(u,union(null_class,complement(v)))),union(null_class,v))* -> equal(intersection(u,union(null_class,complement(v))),null_class).
% 299.74/300.49 163497[4:Rew:74143.0,163422.2,74143.0,163422.0] || member(intersection(u,union(null_class,complement(v))),universal_class) member(apply(choice,intersection(u,union(null_class,complement(v)))),union(v,null_class))* -> equal(intersection(u,union(null_class,complement(v))),null_class).
% 299.74/300.49 163498[4:Rew:36664.0,163421.2,36664.0,163421.0] || member(intersection(u,union(null_class,complement(v))),universal_class) member(apply(choice,intersection(u,union(null_class,complement(v)))),union(v,v))* -> equal(intersection(u,union(null_class,complement(v))),null_class).
% 299.74/300.49 163419[4:SpL:75151.0,13090.1] || member(intersection(u,complement(sum_class(range_of(null_class)))),universal_class) member(apply(choice,intersection(u,complement(apply(null_class,v)))),sum_class(range_of(null_class)))* -> equal(intersection(u,complement(sum_class(range_of(null_class)))),null_class).
% 299.74/300.49 163415[0:SpL:80128.0,13090.1] || member(intersection(u,complement(symmetric_difference(v,w))),universal_class) member(apply(choice,intersection(u,complement(symmetric_difference(w,v)))),symmetric_difference(v,w))* -> equal(intersection(u,complement(symmetric_difference(v,w))),null_class).
% 299.74/300.49 163618[4:SpL:75150.0,13288.1] || member(intersection(complement(apply(null_class,u)),v),universal_class) member(apply(choice,intersection(complement(apply(null_class,w)),v)),apply(null_class,u))* -> equal(intersection(complement(apply(null_class,u)),v),null_class).
% 299.74/300.49 163617[4:SpL:75151.0,13288.1] || member(intersection(complement(apply(null_class,u)),v),universal_class) member(apply(choice,intersection(complement(sum_class(range_of(null_class))),v)),apply(null_class,u))* -> equal(intersection(complement(apply(null_class,u)),v),null_class).
% 299.74/300.49 163615[0:SpL:106411.0,13288.1] || member(intersection(complement(union(u,v)),w),universal_class) member(apply(choice,intersection(complement(union(v,u)),w)),union(u,v))* -> equal(intersection(complement(union(u,v)),w),null_class).
% 299.74/300.49 163706[4:Rew:29733.0,163614.2,29733.0,163614.0] || member(intersection(union(null_class,complement(u)),v),universal_class) member(apply(choice,intersection(union(null_class,complement(u)),v)),union(null_class,u))* -> equal(intersection(union(null_class,complement(u)),v),null_class).
% 299.74/300.49 163707[4:Rew:74143.0,163613.2,74143.0,163613.0] || member(intersection(union(null_class,complement(u)),v),universal_class) member(apply(choice,intersection(union(null_class,complement(u)),v)),union(u,null_class))* -> equal(intersection(union(null_class,complement(u)),v),null_class).
% 299.74/300.49 163708[4:Rew:36664.0,163612.2,36664.0,163612.0] || member(intersection(union(null_class,complement(u)),v),universal_class) member(apply(choice,intersection(union(null_class,complement(u)),v)),union(u,u))* -> equal(intersection(union(null_class,complement(u)),v),null_class).
% 299.74/300.49 163610[4:SpL:75151.0,13288.1] || member(intersection(complement(sum_class(range_of(null_class))),u),universal_class) member(apply(choice,intersection(complement(apply(null_class,v)),u)),sum_class(range_of(null_class)))* -> equal(intersection(complement(sum_class(range_of(null_class))),u),null_class).
% 299.74/300.49 163606[0:SpL:80128.0,13288.1] || member(intersection(complement(symmetric_difference(u,v)),w),universal_class) member(apply(choice,intersection(complement(symmetric_difference(v,u)),w)),symmetric_difference(u,v))* -> equal(intersection(complement(symmetric_difference(u,v)),w),null_class).
% 299.74/300.49 164143[0:Res:12960.4,48188.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,symmetric_difference(power_class(w),complement(x))) -> member(ordered_pair(v,u),union(complement(power_class(w)),x))*.
% 299.74/300.49 164142[0:Res:12960.4,6526.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,symmetric_difference(cross_product(w,x),y)) -> member(ordered_pair(v,u),complement(restrict(y,w,x)))*.
% 299.74/300.49 164140[0:Res:12960.4,47999.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,symmetric_difference(complement(w),power_class(x))) -> member(ordered_pair(v,u),union(w,complement(power_class(x))))*.
% 299.74/300.49 164138[0:Res:12960.4,6525.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,symmetric_difference(w,cross_product(x,y))) -> member(ordered_pair(v,u),complement(restrict(w,x,y)))*.
% 299.74/300.49 164233[0:MRR:164178.0,12502.1] || member(u,universal_class) equal(not_subclass_element(v,image(w,image(x,singleton(u)))),successor(u))** subclass(successor_relation,compose(w,x)) -> subclass(v,image(w,image(x,singleton(u)))).
% 299.74/300.49 165174[0:Res:13089.3,48188.0] || member(intersection(u,v),universal_class) subclass(v,symmetric_difference(power_class(w),complement(x))) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),union(complement(power_class(w)),x))*.
% 299.74/300.49 165173[0:Res:13089.3,6526.0] || member(intersection(u,v),universal_class) subclass(v,symmetric_difference(cross_product(w,x),y)) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),complement(restrict(y,w,x)))*.
% 299.74/300.49 165171[0:Res:13089.3,47999.0] || member(intersection(u,v),universal_class) subclass(v,symmetric_difference(complement(w),power_class(x))) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),union(w,complement(power_class(x))))*.
% 299.74/300.49 165169[0:Res:13089.3,6525.0] || member(intersection(u,v),universal_class) subclass(v,symmetric_difference(w,cross_product(x,y))) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),complement(restrict(w,x,y)))*.
% 299.74/300.49 165489[0:Res:13287.3,48188.0] || member(intersection(u,v),universal_class) subclass(u,symmetric_difference(power_class(w),complement(x))) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),union(complement(power_class(w)),x))*.
% 299.74/300.49 165488[0:Res:13287.3,6526.0] || member(intersection(u,v),universal_class) subclass(u,symmetric_difference(cross_product(w,x),y)) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),complement(restrict(y,w,x)))*.
% 299.74/300.49 165486[0:Res:13287.3,47999.0] || member(intersection(u,v),universal_class) subclass(u,symmetric_difference(complement(w),power_class(x))) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),union(w,complement(power_class(x))))*.
% 299.74/300.49 165484[0:Res:13287.3,6525.0] || member(intersection(u,v),universal_class) subclass(u,symmetric_difference(w,cross_product(x,y))) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),complement(restrict(w,x,y)))*.
% 299.74/300.49 165555[0:Rew:569.0,165410.2,569.0,165410.0] || member(symmetric_difference(complement(u),complement(v)),universal_class) subclass(union(u,v),w) -> equal(symmetric_difference(complement(u),complement(v)),null_class) member(apply(choice,symmetric_difference(complement(u),complement(v))),w)*.
% 299.74/300.49 167289[4:Res:92199.1,7890.0] || subclass(u,cross_product(v,w))* -> subclass(union(u,u),x) equal(ordered_pair(first(not_subclass_element(union(u,u),x)),second(not_subclass_element(union(u,u),x))),not_subclass_element(union(u,u),x))**.
% 299.74/300.49 167288[4:Res:92198.1,7890.0] || subclass(u,cross_product(v,w))* -> subclass(union(u,null_class),x) equal(ordered_pair(first(not_subclass_element(union(u,null_class),x)),second(not_subclass_element(union(u,null_class),x))),not_subclass_element(union(u,null_class),x))**.
% 299.74/300.49 167277[4:Res:92197.1,7890.0] || subclass(u,cross_product(v,w))* -> subclass(union(null_class,u),x) equal(ordered_pair(first(not_subclass_element(union(null_class,u),x)),second(not_subclass_element(union(null_class,u),x))),not_subclass_element(union(null_class,u),x))**.
% 299.74/300.49 167855[0:Res:431.1,12416.1] || subclass(ordered_pair(u,v),complement(intersection(w,x)))* member(unordered_pair(u,singleton(v)),union(w,x)) subclass(symmetric_difference(w,x),y)* -> member(unordered_pair(u,singleton(v)),y)*.
% 299.74/300.49 168275[0:Res:3143.2,78949.0] || subclass(u,symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))))* -> equal(intersection(y,u),null_class) member(regular(intersection(y,u)),complement(symmetric_difference(cross_product(v,w),x)))*.
% 299.74/300.49 168273[0:Res:3315.2,78949.0] || subclass(u,symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))))* -> equal(intersection(u,y),null_class) member(regular(intersection(u,y)),complement(symmetric_difference(cross_product(v,w),x)))*.
% 299.74/300.49 168252[4:Res:17399.1,78949.0] || subclass(domain_relation,flip(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v)))))* -> member(ordered_pair(ordered_pair(x,y),cantor(ordered_pair(y,x))),complement(symmetric_difference(cross_product(u,v),w)))*.
% 299.74/300.49 168251[4:Res:17398.1,78949.0] || subclass(domain_relation,rotate(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v)))))* -> member(ordered_pair(ordered_pair(x,cantor(ordered_pair(y,x))),y),complement(symmetric_difference(cross_product(u,v),w)))*.
% 299.74/300.49 168575[0:Res:3143.2,79442.0] || subclass(u,symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))))* -> equal(intersection(y,u),null_class) member(regular(intersection(y,u)),complement(symmetric_difference(v,cross_product(w,x))))*.
% 299.74/300.49 168573[0:Res:3315.2,79442.0] || subclass(u,symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))))* -> equal(intersection(u,y),null_class) member(regular(intersection(u,y)),complement(symmetric_difference(v,cross_product(w,x))))*.
% 299.74/300.49 168552[4:Res:17399.1,79442.0] || subclass(domain_relation,flip(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w)))))* -> member(ordered_pair(ordered_pair(x,y),cantor(ordered_pair(y,x))),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.74/300.49 168551[4:Res:17398.1,79442.0] || subclass(domain_relation,rotate(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w)))))* -> member(ordered_pair(ordered_pair(x,cantor(ordered_pair(y,x))),y),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.74/300.49 169919[4:Res:124011.0,9800.1] || member(complement(successor(complement(intersection(successor(null_class),u)))),universal_class) -> equal(complement(successor(complement(intersection(successor(null_class),u)))),null_class) equal(apply(choice,complement(successor(complement(intersection(successor(null_class),u))))),null_class)**.
% 299.74/300.49 170030[4:Res:124171.0,9800.1] || member(complement(successor(complement(intersection(u,successor(null_class))))),universal_class) -> equal(complement(successor(complement(intersection(u,successor(null_class))))),null_class) equal(apply(choice,complement(successor(complement(intersection(u,successor(null_class)))))),null_class)**.
% 299.74/300.49 171129[6:SpL:161913.0,13995.0] || member(regular(element_relation),cross_product(universal_class,universal_class)) subclass(composition_function,intersection(u,v))* -> member(ordered_pair(first(regular(element_relation)),ordered_pair(second(regular(element_relation)),compose(first(regular(element_relation)),second(regular(element_relation))))),v)*.
% 299.74/300.49 171128[4:SpL:100002.0,13995.0] || member(regular(composition_function),cross_product(universal_class,universal_class)) subclass(composition_function,intersection(u,v))* -> member(ordered_pair(first(regular(composition_function)),ordered_pair(second(regular(composition_function)),compose(first(regular(composition_function)),second(regular(composition_function))))),v)*.
% 299.74/300.49 171127[2:SpL:100001.0,13995.0] || member(regular(domain_relation),cross_product(universal_class,universal_class)) subclass(composition_function,intersection(u,v))* -> member(ordered_pair(first(regular(domain_relation)),ordered_pair(second(regular(domain_relation)),compose(first(regular(domain_relation)),second(regular(domain_relation))))),v)*.
% 299.74/300.49 171151[0:MRR:171144.1,101.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(composition_function,intersection(v,w))* -> member(ordered_pair(restrict(element_relation,universal_class,u),ordered_pair(sum_class(u),compose(restrict(element_relation,universal_class,u),sum_class(u)))),w)*.
% 299.74/300.49 171152[0:MRR:171143.1,101.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(composition_function,intersection(v,w))* -> member(ordered_pair(flip(cross_product(u,universal_class)),ordered_pair(inverse(u),compose(flip(cross_product(u,universal_class)),inverse(u)))),w)*.
% 299.74/300.49 171345[6:SpL:161913.0,13994.0] || member(regular(element_relation),cross_product(universal_class,universal_class)) subclass(composition_function,intersection(u,v))* -> member(ordered_pair(first(regular(element_relation)),ordered_pair(second(regular(element_relation)),compose(first(regular(element_relation)),second(regular(element_relation))))),u)*.
% 299.74/300.49 171344[4:SpL:100002.0,13994.0] || member(regular(composition_function),cross_product(universal_class,universal_class)) subclass(composition_function,intersection(u,v))* -> member(ordered_pair(first(regular(composition_function)),ordered_pair(second(regular(composition_function)),compose(first(regular(composition_function)),second(regular(composition_function))))),u)*.
% 299.74/300.49 171343[2:SpL:100001.0,13994.0] || member(regular(domain_relation),cross_product(universal_class,universal_class)) subclass(composition_function,intersection(u,v))* -> member(ordered_pair(first(regular(domain_relation)),ordered_pair(second(regular(domain_relation)),compose(first(regular(domain_relation)),second(regular(domain_relation))))),u)*.
% 299.74/300.49 171367[0:MRR:171360.1,101.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(composition_function,intersection(v,w))* -> member(ordered_pair(restrict(element_relation,universal_class,u),ordered_pair(sum_class(u),compose(restrict(element_relation,universal_class,u),sum_class(u)))),v)*.
% 299.74/300.49 171368[0:MRR:171359.1,101.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(composition_function,intersection(v,w))* -> member(ordered_pair(flip(cross_product(u,universal_class)),ordered_pair(inverse(u),compose(flip(cross_product(u,universal_class)),inverse(u)))),v)*.
% 299.74/300.49 171564[0:SpR:47973.0,47988.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),w),union(x,complement(power_class(y)))))* member(u,union(intersection(power_class(v),complement(w)),intersection(complement(x),power_class(y)))).
% 299.74/300.49 171563[0:SpR:103948.0,47988.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(successor(w))),union(x,complement(power_class(y)))))* member(u,union(intersection(complement(v),successor(w)),intersection(complement(x),power_class(y)))).
% 299.74/300.49 171562[0:SpR:47967.0,47988.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),union(x,complement(power_class(y)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(complement(x),power_class(y)))).
% 299.74/300.49 171560[0:SpR:102311.0,47988.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(union(v,w))),union(x,complement(power_class(y)))))* member(u,union(image(element_relation,union(v,w)),intersection(complement(x),power_class(y)))).
% 299.74/300.49 172206[4:Rew:49204.0,172111.0] || member(u,union(image(element_relation,power_class(null_class)),power_class(v))) member(u,union(power_class(complement(power_class(null_class))),complement(power_class(v))))* -> member(u,symmetric_difference(image(element_relation,power_class(null_class)),power_class(v))).
% 299.74/300.49 172207[0:Rew:49204.0,172110.0] || member(u,union(image(element_relation,power_class(universal_class)),power_class(v))) member(u,union(power_class(complement(power_class(universal_class))),complement(power_class(v))))* -> member(u,symmetric_difference(image(element_relation,power_class(universal_class)),power_class(v))).
% 299.74/300.49 172208[0:Rew:103871.0,172080.0] || member(u,union(power_class(complement(successor(v))),power_class(w))) member(u,union(image(element_relation,successor(v)),complement(power_class(w))))* -> member(u,symmetric_difference(power_class(complement(successor(v))),power_class(w))).
% 299.74/300.49 172319[0:SpR:47973.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),union(complement(power_class(x)),y)))* member(u,union(intersection(complement(v),power_class(w)),intersection(power_class(x),complement(y)))).
% 299.74/300.49 172318[0:SpR:103948.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),union(x,complement(successor(y)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(complement(x),successor(y)))).
% 299.74/300.49 172315[0:SpR:102311.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),power_class(complement(union(x,y)))))* member(u,union(intersection(complement(v),power_class(w)),image(element_relation,union(x,y)))).
% 299.74/300.49 172906[0:SpR:47973.0,48037.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),w),union(complement(power_class(x)),y)))* member(u,union(intersection(power_class(v),complement(w)),intersection(power_class(x),complement(y)))).
% 299.74/300.49 172905[0:SpR:103948.0,48037.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(successor(w))),union(complement(power_class(x)),y)))* member(u,union(intersection(complement(v),successor(w)),intersection(power_class(x),complement(y)))).
% 299.74/300.49 172902[0:SpR:102311.0,48037.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(union(v,w))),union(complement(power_class(x)),y)))* member(u,union(image(element_relation,union(v,w)),intersection(power_class(x),complement(y)))).
% 299.74/300.49 1194[0:Rew:314.0,1191.2] || member(ordered_pair(ordered_pair(u,singleton(u)),v),w)* member(ordered_pair(singleton(singleton(singleton(u))),v),cross_product(cross_product(universal_class,universal_class),universal_class))* -> member(ordered_pair(singleton(singleton(singleton(u))),v),flip(w))*.
% 299.74/300.49 1215[0:Rew:314.0,1212.2] || member(ordered_pair(ordered_pair(u,v),singleton(u)),w)* member(ordered_pair(singleton(singleton(singleton(u))),v),cross_product(cross_product(universal_class,universal_class),universal_class))* -> member(ordered_pair(singleton(singleton(singleton(u))),v),rotate(w))*.
% 299.74/300.49 7891[0:Res:417.2,62.0] || subclass(u,image(v,image(w,singleton(x)))) member(ordered_pair(x,not_subclass_element(u,y)),cross_product(universal_class,universal_class))* -> subclass(u,y) member(ordered_pair(x,not_subclass_element(u,y)),compose(v,w))*.
% 299.74/300.49 9589[0:Res:26.2,495.1] || member(apply(choice,complement(intersection(u,v))),v)* member(apply(choice,complement(intersection(u,v))),u)* member(complement(intersection(u,v)),universal_class) -> equal(complement(intersection(u,v)),null_class).
% 299.74/300.49 13401[0:Res:184.1,885.1] || member(regular(intersection(u,complement(intersection(v,w)))),union(v,w)) -> equal(intersection(u,complement(intersection(v,w))),null_class) member(regular(intersection(u,complement(intersection(v,w)))),symmetric_difference(v,w))*.
% 299.74/300.49 13383[0:Res:192.1,885.1] || member(regular(intersection(complement(intersection(u,v)),w)),union(u,v)) -> equal(intersection(complement(intersection(u,v)),w),null_class) member(regular(intersection(complement(intersection(u,v)),w)),symmetric_difference(u,v))*.
% 299.74/300.49 13905[0:SpR:823.1,12453.2] || member(second(regular(cross_product(u,v))),universal_class) member(first(regular(cross_product(u,v))),second(regular(cross_product(u,v))))* -> equal(cross_product(u,v),null_class) member(regular(cross_product(u,v)),element_relation).
% 299.74/300.49 14016[0:Res:1040.2,23.1] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,cross_product(universal_class,universal_class)) member(u,ordered_pair(v,compose(u,v))) -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),element_relation)*.
% 299.74/300.49 15593[0:Rew:314.0,15586.1] || member(u,universal_class) member(singleton(singleton(singleton(v))),cross_product(universal_class,universal_class)) member(ordered_pair(ordered_pair(v,singleton(v)),u),w)* -> member(ordered_pair(singleton(singleton(singleton(v))),u),flip(w))*.
% 299.74/300.49 15621[0:Rew:314.0,15614.1] || member(u,universal_class) member(singleton(singleton(singleton(v))),cross_product(universal_class,universal_class)) member(ordered_pair(ordered_pair(v,u),singleton(v)),w)* -> member(ordered_pair(singleton(singleton(singleton(v))),u),rotate(w))*.
% 299.74/300.49 15695[0:SpR:829.2,315.0] || member(cross_product(u,v),universal_class) -> equal(cross_product(u,v),null_class) member(unordered_pair(first(apply(choice,cross_product(u,v))),singleton(second(apply(choice,cross_product(u,v))))),apply(choice,cross_product(u,v)))*.
% 299.74/300.49 16271[0:SoR:744.0,2767.2] single_valued_class(flip(cross_product(u,universal_class))) || subclass(range_of(flip(cross_product(u,universal_class))),v) equal(flip(cross_product(u,universal_class)),cross_product(universal_class,universal_class)) -> maps(flip(cross_product(u,universal_class)),inverse(u),v)*.
% 299.74/300.49 16268[0:SoR:743.0,2767.2] single_valued_class(restrict(element_relation,universal_class,u)) || subclass(range_of(restrict(element_relation,universal_class,u)),v) equal(restrict(element_relation,universal_class,u),cross_product(universal_class,universal_class)) -> maps(restrict(element_relation,universal_class,u),sum_class(u),v)*.
% 299.74/300.49 16404[2:Rew:7118.0,16398.2,7118.0,16398.1] || member(ordered_pair(u,not_subclass_element(image(v,range_of(null_class)),w)),cross_product(universal_class,universal_class))* -> subclass(image(v,range_of(null_class)),w) member(ordered_pair(u,not_subclass_element(image(v,range_of(null_class)),w)),compose(v,null_class))*.
% 299.74/300.49 31178[4:Rew:28759.0,29518.2,28759.0,29518.1,29733.0,29518.0] || member(regular(union(null_class,complement(intersection(u,v)))),union(u,v)) -> equal(union(null_class,complement(intersection(u,v))),null_class) member(regular(union(null_class,complement(intersection(u,v)))),symmetric_difference(u,v))*.
% 299.74/300.49 39687[9:MRR:15661.4,39676.0] single_valued_class(flip(cross_product(u,universal_class))) || subclass(range_of(flip(cross_product(u,universal_class))),range_of(u))* equal(cross_product(range_of(u),range_of(u)),inverse(u)) equal(flip(cross_product(u,universal_class)),null_class) -> .
% 299.74/300.49 41792[4:Res:17398.1,37.1] || subclass(domain_relation,rotate(cross_product(cross_product(universal_class,universal_class),universal_class))) member(ordered_pair(ordered_pair(cantor(ordered_pair(u,v)),u),v),w) -> member(ordered_pair(ordered_pair(v,cantor(ordered_pair(u,v))),u),rotate(w))*.
% 299.74/300.49 41791[4:Res:17398.1,40.1] || subclass(domain_relation,rotate(cross_product(cross_product(universal_class,universal_class),universal_class))) member(ordered_pair(ordered_pair(cantor(ordered_pair(u,v)),v),u),w) -> member(ordered_pair(ordered_pair(v,cantor(ordered_pair(u,v))),u),flip(w))*.
% 299.74/300.49 41765[4:Res:17398.1,617.0] || subclass(domain_relation,rotate(ordered_pair(u,v)))* -> equal(ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),x),unordered_pair(u,singleton(v)))* equal(ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),x),singleton(u)).
% 299.74/300.49 41904[4:Res:17399.1,37.1] || subclass(domain_relation,flip(cross_product(cross_product(universal_class,universal_class),universal_class))) member(ordered_pair(ordered_pair(u,cantor(ordered_pair(u,v))),v),w) -> member(ordered_pair(ordered_pair(v,u),cantor(ordered_pair(u,v))),rotate(w))*.
% 299.74/300.49 41903[4:Res:17399.1,40.1] || subclass(domain_relation,flip(cross_product(cross_product(universal_class,universal_class),universal_class))) member(ordered_pair(ordered_pair(u,v),cantor(ordered_pair(u,v))),w) -> member(ordered_pair(ordered_pair(v,u),cantor(ordered_pair(u,v))),flip(w))*.
% 299.74/300.49 41883[4:Res:17399.1,617.0] || subclass(domain_relation,flip(ordered_pair(u,v)))* -> equal(ordered_pair(ordered_pair(w,x),cantor(ordered_pair(x,w))),unordered_pair(u,singleton(v)))* equal(ordered_pair(ordered_pair(w,x),cantor(ordered_pair(x,w))),singleton(u)).
% 299.74/300.49 47844[0:Res:5957.2,885.1] || member(inverse(u),universal_class) subclass(domain_relation,complement(intersection(v,w))) member(ordered_pair(inverse(u),range_of(u)),union(v,w)) -> member(ordered_pair(inverse(u),range_of(u)),symmetric_difference(v,w))*.
% 299.74/300.49 48987[0:Rew:47963.0,48078.1,47963.0,48078.0] || member(intersection(u,power_class(complement(power_class(v)))),universal_class) member(apply(choice,intersection(u,power_class(complement(power_class(v))))),image(element_relation,power_class(v)))* -> equal(intersection(u,power_class(complement(power_class(v)))),null_class).
% 299.74/300.49 48988[0:Rew:47963.0,48326.1,47963.0,48326.0] || member(intersection(power_class(complement(power_class(u))),v),universal_class) member(apply(choice,intersection(power_class(complement(power_class(u))),v)),image(element_relation,power_class(u)))* -> equal(intersection(power_class(complement(power_class(u))),v),null_class).
% 299.74/300.49 50239[0:Res:497.2,47968.0] || member(intersection(u,image(element_relation,power_class(v))),universal_class) member(apply(choice,intersection(u,image(element_relation,power_class(v)))),power_class(complement(power_class(v))))* -> equal(intersection(u,image(element_relation,power_class(v))),null_class).
% 299.74/300.49 50218[0:Res:496.2,47968.0] || member(intersection(image(element_relation,power_class(u)),v),universal_class) member(apply(choice,intersection(image(element_relation,power_class(u)),v)),power_class(complement(power_class(u))))* -> equal(intersection(image(element_relation,power_class(u)),v),null_class).
% 299.74/300.49 55918[4:Res:17399.1,8686.2] || subclass(domain_relation,flip(union(u,v)))* member(ordered_pair(ordered_pair(w,x),cantor(ordered_pair(x,w))),complement(v))* member(ordered_pair(ordered_pair(w,x),cantor(ordered_pair(x,w))),complement(u))* -> .
% 299.74/300.49 55917[4:Res:17398.1,8686.2] || subclass(domain_relation,rotate(union(u,v)))* member(ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),x),complement(v))* member(ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),x),complement(u))* -> .
% 299.74/300.49 57114[0:Res:6563.2,885.1] || subclass(u,complement(intersection(v,w))) member(not_subclass_element(intersection(x,u),y),union(v,w)) -> subclass(intersection(x,u),y) member(not_subclass_element(intersection(x,u),y),symmetric_difference(v,w))*.
% 299.74/300.49 57655[0:Res:6565.1,11.0] || -> subclass(intersection(u,intersection(unordered_pair(v,w),x)),y) equal(not_subclass_element(intersection(u,intersection(unordered_pair(v,w),x)),y),w)** equal(not_subclass_element(intersection(u,intersection(unordered_pair(v,w),x)),y),v)**.
% 299.74/300.49 58190[0:Res:6566.1,11.0] || -> subclass(intersection(u,intersection(v,unordered_pair(w,x))),y) equal(not_subclass_element(intersection(u,intersection(v,unordered_pair(w,x))),y),x)** equal(not_subclass_element(intersection(u,intersection(v,unordered_pair(w,x))),y),w)**.
% 299.74/300.49 58539[0:Res:7755.2,885.1] || subclass(u,complement(intersection(v,w))) member(not_subclass_element(intersection(u,x),y),union(v,w)) -> subclass(intersection(u,x),y) member(not_subclass_element(intersection(u,x),y),symmetric_difference(v,w))*.
% 299.74/300.49 59023[0:Res:7758.1,11.0] || -> subclass(intersection(intersection(unordered_pair(u,v),w),x),y) equal(not_subclass_element(intersection(intersection(unordered_pair(u,v),w),x),y),v)** equal(not_subclass_element(intersection(intersection(unordered_pair(u,v),w),x),y),u)**.
% 299.74/300.49 59392[0:Res:7759.1,11.0] || -> subclass(intersection(intersection(u,unordered_pair(v,w)),x),y) equal(not_subclass_element(intersection(intersection(u,unordered_pair(v,w)),x),y),w)** equal(not_subclass_element(intersection(intersection(u,unordered_pair(v,w)),x),y),v)**.
% 299.74/300.49 60605[0:Res:13412.1,11873.1] || member(singleton(intersection(u,v)),union(u,v)) member(intersection(u,v),universal_class) -> member(singleton(intersection(u,v)),symmetric_difference(u,v))* member(singleton(singleton(singleton(intersection(u,v)))),element_relation)*.
% 299.74/300.49 60543[0:SpR:9395.0,13412.1] || member(u,union(successor(v),union(complement(v),complement(singleton(v))))) -> member(u,symmetric_difference(complement(v),complement(singleton(v)))) member(u,symmetric_difference(successor(v),union(complement(v),complement(singleton(v)))))*.
% 299.74/300.49 68417[0:MRR:68385.0,68385.2,12497.1,21.0] || member(u,regular(image(v,image(w,singleton(u))))) -> equal(image(v,image(w,singleton(u))),null_class) member(ordered_pair(u,regular(image(v,image(w,singleton(u))))),compose(v,w))*.
% 299.74/300.49 69385[0:Rew:69304.0,69375.2,69304.0,69375.1] || member(ordered_pair(u,not_subclass_element(range_of(null_class),v)),cross_product(universal_class,universal_class)) -> subclass(range_of(null_class),v) member(ordered_pair(u,not_subclass_element(range_of(null_class),v)),compose(complement(cross_product(image(w,singleton(u)),universal_class)),w))*.
% 299.74/300.49 70199[0:SpL:569.0,6527.0] || member(u,symmetric_difference(complement(symmetric_difference(complement(v),complement(w))),union(union(v,w),union(complement(v),complement(w)))))* -> member(u,complement(symmetric_difference(union(v,w),union(complement(v),complement(w))))).
% 299.74/300.49 72904[0:Res:61.1,14563.1] || member(ordered_pair(u,not_subclass_element(v,intersection(image(w,image(x,singleton(u))),y))),compose(w,x))* subclass(v,y) -> subclass(v,intersection(image(w,image(x,singleton(u))),y)).
% 299.74/300.49 72894[0:Res:26.2,14563.1] || member(not_subclass_element(u,intersection(intersection(v,w),x)),w)* member(not_subclass_element(u,intersection(intersection(v,w),x)),v)* subclass(u,x) -> subclass(u,intersection(intersection(v,w),x)).
% 299.74/300.49 73161[0:Res:61.1,14565.0] || member(ordered_pair(u,not_subclass_element(intersection(v,w),intersection(image(x,image(y,singleton(u))),w))),compose(x,y))* -> subclass(intersection(v,w),intersection(image(x,image(y,singleton(u))),w)).
% 299.74/300.49 73311[0:Rew:569.0,73050.1] || member(not_subclass_element(intersection(u,union(complement(v),complement(w))),symmetric_difference(complement(v),complement(w))),union(v,w))* -> subclass(intersection(u,union(complement(v),complement(w))),symmetric_difference(complement(v),complement(w))).
% 299.74/300.49 73479[0:Res:61.1,14566.0] || member(ordered_pair(u,not_subclass_element(intersection(v,w),intersection(image(x,image(y,singleton(u))),v))),compose(x,y))* -> subclass(intersection(v,w),intersection(image(x,image(y,singleton(u))),v)).
% 299.74/300.49 73631[0:Rew:569.0,73368.1] || member(not_subclass_element(intersection(union(complement(u),complement(v)),w),symmetric_difference(complement(u),complement(v))),union(u,v))* -> subclass(intersection(union(complement(u),complement(v)),w),symmetric_difference(complement(u),complement(v))).
% 299.74/300.49 80083[4:Rew:80005.0,77649.0] || member(u,symmetric_difference(complement(symmetric_difference(v,w)),union(union(v,w),complement(intersection(v,w)))))* subclass(complement(symmetric_difference(union(v,w),complement(intersection(v,w)))),x)* -> member(u,x)*.
% 299.74/300.49 80151[0:Rew:80146.0,70278.1] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,symmetric_difference(union(w,x),complement(intersection(w,x))))* -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),complement(symmetric_difference(w,x)))*.
% 299.74/300.49 80274[0:Rew:80146.0,80215.1] || -> subclass(restrict(symmetric_difference(union(u,v),complement(intersection(u,v))),w,x),y) member(not_subclass_element(restrict(symmetric_difference(union(u,v),complement(intersection(u,v))),w,x),y),complement(symmetric_difference(u,v)))*.
% 299.74/300.49 85381[0:Res:1040.2,962.0] || member(ordered_pair(singleton(singleton(singleton(u))),v),cross_product(universal_class,universal_class)) subclass(composition_function,flip(w)) -> member(ordered_pair(ordered_pair(u,singleton(u)),ordered_pair(v,compose(singleton(singleton(singleton(u))),v))),w)*.
% 299.74/300.49 85460[0:Res:1040.2,984.0] || member(ordered_pair(singleton(singleton(singleton(u))),v),cross_product(universal_class,universal_class)) subclass(composition_function,rotate(w)) -> member(ordered_pair(ordered_pair(u,ordered_pair(v,compose(singleton(singleton(singleton(u))),v))),singleton(u)),w)*.
% 299.74/300.49 87436[4:Res:17597.3,17826.0] || member(u,universal_class) member(range_of(null_class),universal_class) subclass(domain_relation,v)* subclass(v,w)* -> member(u,cantor(x)) member(ordered_pair(apply(x,u),cantor(apply(x,u))),w)*.
% 299.74/300.49 88414[4:SpR:23552.0,17768.2] || member(choice,universal_class) member(ordered_pair(u,v),cantor(choice)) -> equal(apply(choice,ordered_pair(u,v)),singleton(u)) member(ordered_pair(choice,ordered_pair(ordered_pair(u,v),unordered_pair(u,singleton(v)))),application_function)*.
% 299.74/300.49 92935[0:SpR:71286.1,77631.0] || subclass(union(union(u,v),complement(intersection(u,v))),complement(symmetric_difference(u,v)))* -> equal(symmetric_difference(union(u,v),complement(intersection(u,v))),union(union(u,v),complement(intersection(u,v)))).
% 299.74/300.49 94205[0:Res:6567.1,48187.0] || member(not_subclass_element(intersection(u,restrict(intersection(power_class(v),complement(w)),x,y)),z),union(complement(power_class(v)),w))* -> subclass(intersection(u,restrict(intersection(power_class(v),complement(w)),x,y)),z).
% 299.74/300.49 94204[0:Res:6567.1,47998.0] || member(not_subclass_element(intersection(u,restrict(intersection(complement(v),power_class(w)),x,y)),z),union(v,complement(power_class(w))))* -> subclass(intersection(u,restrict(intersection(complement(v),power_class(w)),x,y)),z).
% 299.74/300.49 94584[0:Res:7760.1,48187.0] || member(not_subclass_element(intersection(restrict(intersection(power_class(u),complement(v)),w,x),y),z),union(complement(power_class(u)),v))* -> subclass(intersection(restrict(intersection(power_class(u),complement(v)),w,x),y),z).
% 299.74/300.49 94583[0:Res:7760.1,47998.0] || member(not_subclass_element(intersection(restrict(intersection(complement(u),power_class(v)),w,x),y),z),union(u,complement(power_class(v))))* -> subclass(intersection(restrict(intersection(complement(u),power_class(v)),w,x),y),z).
% 299.74/300.49 96247[0:Res:283.1,48030.0] || member(regular(restrict(intersection(complement(u),power_class(complement(power_class(v)))),w,x)),union(u,image(element_relation,power_class(v))))* -> equal(restrict(intersection(complement(u),power_class(complement(power_class(v)))),w,x),null_class).
% 299.74/300.49 96176[0:SpL:48838.0,48030.0] || member(u,intersection(union(image(element_relation,power_class(v)),complement(power_class(w))),power_class(complement(power_class(x)))))* member(u,union(intersection(power_class(complement(power_class(v))),power_class(w)),image(element_relation,power_class(x)))) -> .
% 299.74/300.49 96175[0:SpL:48835.0,48030.0] || member(u,intersection(union(complement(power_class(v)),image(element_relation,power_class(w))),power_class(complement(power_class(x)))))* member(u,union(intersection(power_class(v),power_class(complement(power_class(w)))),image(element_relation,power_class(x)))) -> .
% 299.74/300.49 96566[0:Res:283.1,48062.0] || member(regular(restrict(intersection(power_class(complement(power_class(u))),complement(v)),w,x)),union(image(element_relation,power_class(u)),v))* -> equal(restrict(intersection(power_class(complement(power_class(u))),complement(v)),w,x),null_class).
% 299.74/300.49 96481[0:SpL:48838.0,48062.0] || member(u,intersection(power_class(complement(power_class(v))),union(image(element_relation,power_class(w)),complement(power_class(x)))))* member(u,union(image(element_relation,power_class(v)),intersection(power_class(complement(power_class(w))),power_class(x)))) -> .
% 299.74/300.49 96480[0:SpL:48835.0,48062.0] || member(u,intersection(power_class(complement(power_class(v))),union(complement(power_class(w)),image(element_relation,power_class(x)))))* member(u,union(image(element_relation,power_class(v)),intersection(power_class(w),power_class(complement(power_class(x)))))) -> .
% 299.74/300.49 97254[0:SpL:48870.0,6171.1] || member(u,image(element_relation,union(v,intersection(power_class(w),union(x,complement(power_class(y))))))) member(u,power_class(intersection(complement(v),union(complement(power_class(w)),intersection(complement(x),power_class(y))))))* -> .
% 299.74/300.49 97236[0:SpL:48870.0,6171.1] || member(u,image(element_relation,union(intersection(power_class(v),union(w,complement(power_class(x)))),y))) member(u,power_class(intersection(union(complement(power_class(v)),intersection(complement(w),power_class(x))),complement(y))))* -> .
% 299.74/300.49 97323[0:Rew:48870.0,97198.1] || member(regular(union(complement(power_class(u)),intersection(complement(v),power_class(w)))),intersection(power_class(u),union(v,complement(power_class(w)))))* -> equal(union(complement(power_class(u)),intersection(complement(v),power_class(w))),null_class).
% 299.74/300.49 97326[0:Rew:48870.0,97128.1] || -> member(not_subclass_element(u,union(complement(power_class(v)),intersection(complement(w),power_class(x)))),intersection(power_class(v),union(w,complement(power_class(x)))))* subclass(u,union(complement(power_class(v)),intersection(complement(w),power_class(x)))).
% 299.74/300.49 97078[0:SpR:48870.0,24029.0] || -> subclass(complement(successor(intersection(power_class(u),union(v,complement(power_class(w)))))),intersection(union(complement(power_class(u)),intersection(complement(v),power_class(w))),complement(singleton(intersection(power_class(u),union(v,complement(power_class(w))))))))*.
% 299.74/300.49 97956[0:SpL:48871.0,6171.1] || member(u,image(element_relation,union(v,intersection(union(w,complement(power_class(x))),power_class(y))))) member(u,power_class(intersection(complement(v),union(intersection(complement(w),power_class(x)),complement(power_class(y))))))* -> .
% 299.74/300.49 97938[0:SpL:48871.0,6171.1] || member(u,image(element_relation,union(intersection(union(v,complement(power_class(w))),power_class(x)),y))) member(u,power_class(intersection(union(intersection(complement(v),power_class(w)),complement(power_class(x))),complement(y))))* -> .
% 299.74/300.49 98022[0:Rew:48871.0,97900.1] || member(regular(union(intersection(complement(u),power_class(v)),complement(power_class(w)))),intersection(union(u,complement(power_class(v))),power_class(w)))* -> equal(union(intersection(complement(u),power_class(v)),complement(power_class(w))),null_class).
% 299.74/300.49 98025[0:Rew:48871.0,97830.1] || -> member(not_subclass_element(u,union(intersection(complement(v),power_class(w)),complement(power_class(x)))),intersection(union(v,complement(power_class(w))),power_class(x)))* subclass(u,union(intersection(complement(v),power_class(w)),complement(power_class(x)))).
% 299.74/300.49 97780[0:SpR:48871.0,24029.0] || -> subclass(complement(successor(intersection(union(u,complement(power_class(v))),power_class(w)))),intersection(union(intersection(complement(u),power_class(v)),complement(power_class(w))),complement(singleton(intersection(union(u,complement(power_class(v))),power_class(w))))))*.
% 299.74/300.49 98647[0:SpL:48872.0,6171.1] || member(u,image(element_relation,union(v,intersection(union(complement(power_class(w)),x),power_class(y))))) member(u,power_class(intersection(complement(v),union(intersection(power_class(w),complement(x)),complement(power_class(y))))))* -> .
% 299.74/300.49 98629[0:SpL:48872.0,6171.1] || member(u,image(element_relation,union(intersection(union(complement(power_class(v)),w),power_class(x)),y))) member(u,power_class(intersection(union(intersection(power_class(v),complement(w)),complement(power_class(x))),complement(y))))* -> .
% 299.74/300.49 98718[0:Rew:48872.0,98591.1] || member(regular(union(intersection(power_class(u),complement(v)),complement(power_class(w)))),intersection(union(complement(power_class(u)),v),power_class(w)))* -> equal(union(intersection(power_class(u),complement(v)),complement(power_class(w))),null_class).
% 299.74/300.49 98721[0:Rew:48872.0,98517.1] || -> member(not_subclass_element(u,union(intersection(power_class(v),complement(w)),complement(power_class(x)))),intersection(union(complement(power_class(v)),w),power_class(x)))* subclass(u,union(intersection(power_class(v),complement(w)),complement(power_class(x)))).
% 299.74/300.49 98467[0:SpR:48872.0,24029.0] || -> subclass(complement(successor(intersection(union(complement(power_class(u)),v),power_class(w)))),intersection(union(intersection(power_class(u),complement(v)),complement(power_class(w))),complement(singleton(intersection(union(complement(power_class(u)),v),power_class(w))))))*.
% 299.74/300.49 99366[0:SpL:48874.0,6171.1] || member(u,image(element_relation,union(v,intersection(power_class(w),union(complement(power_class(x)),y))))) member(u,power_class(intersection(complement(v),union(complement(power_class(w)),intersection(power_class(x),complement(y))))))* -> .
% 299.74/300.49 99348[0:SpL:48874.0,6171.1] || member(u,image(element_relation,union(intersection(power_class(v),union(complement(power_class(w)),x)),y))) member(u,power_class(intersection(union(complement(power_class(v)),intersection(power_class(w),complement(x))),complement(y))))* -> .
% 299.74/300.49 99438[0:Rew:48874.0,99310.1] || member(regular(union(complement(power_class(u)),intersection(power_class(v),complement(w)))),intersection(power_class(u),union(complement(power_class(v)),w)))* -> equal(union(complement(power_class(u)),intersection(power_class(v),complement(w))),null_class).
% 299.74/300.49 99441[0:Rew:48874.0,99236.1] || -> member(not_subclass_element(u,union(complement(power_class(v)),intersection(power_class(w),complement(x)))),intersection(power_class(v),union(complement(power_class(w)),x)))* subclass(u,union(complement(power_class(v)),intersection(power_class(w),complement(x)))).
% 299.74/300.49 99186[0:SpR:48874.0,24029.0] || -> subclass(complement(successor(intersection(power_class(u),union(complement(power_class(v)),w)))),intersection(union(complement(power_class(u)),intersection(power_class(v),complement(w))),complement(singleton(intersection(power_class(u),union(complement(power_class(v)),w))))))*.
% 299.74/300.49 100160[0:SpR:48838.0,7971.2] || member(u,universal_class) -> member(u,image(element_relation,union(intersection(power_class(complement(power_class(v))),power_class(w)),x))) member(u,power_class(intersection(union(image(element_relation,power_class(v)),complement(power_class(w))),complement(x))))*.
% 299.74/300.49 100159[0:SpR:48835.0,7971.2] || member(u,universal_class) -> member(u,image(element_relation,union(intersection(power_class(v),power_class(complement(power_class(w)))),x))) member(u,power_class(intersection(union(complement(power_class(v)),image(element_relation,power_class(w))),complement(x))))*.
% 299.74/300.49 100132[0:SpR:48838.0,7971.2] || member(u,universal_class) -> member(u,image(element_relation,union(v,intersection(power_class(complement(power_class(w))),power_class(x))))) member(u,power_class(intersection(complement(v),union(image(element_relation,power_class(w)),complement(power_class(x))))))*.
% 299.74/300.49 100131[0:SpR:48835.0,7971.2] || member(u,universal_class) -> member(u,image(element_relation,union(v,intersection(power_class(w),power_class(complement(power_class(x))))))) member(u,power_class(intersection(complement(v),union(complement(power_class(w)),image(element_relation,power_class(x))))))*.
% 299.74/300.49 100915[0:SpL:48838.0,8658.1] || member(u,intersection(complement(v),union(intersection(power_class(complement(power_class(w))),power_class(x)),y))) member(u,union(v,intersection(union(image(element_relation,power_class(w)),complement(power_class(x))),complement(y))))* -> .
% 299.74/300.49 100914[0:SpL:48835.0,8658.1] || member(u,intersection(complement(v),union(intersection(power_class(w),power_class(complement(power_class(x)))),y))) member(u,union(v,intersection(union(complement(power_class(w)),image(element_relation,power_class(x))),complement(y))))* -> .
% 299.74/300.49 100887[0:SpL:48838.0,8658.1] || member(u,intersection(complement(v),union(w,intersection(power_class(complement(power_class(x))),power_class(y))))) member(u,union(v,intersection(complement(w),union(image(element_relation,power_class(x)),complement(power_class(y))))))* -> .
% 299.74/300.49 100886[0:SpL:48835.0,8658.1] || member(u,intersection(complement(v),union(w,intersection(power_class(x),power_class(complement(power_class(y))))))) member(u,union(v,intersection(complement(w),union(complement(power_class(x)),image(element_relation,power_class(y))))))* -> .
% 299.74/300.49 101624[0:SpL:48838.0,8668.1] || member(u,intersection(union(intersection(power_class(complement(power_class(v))),power_class(w)),x),complement(y))) member(u,union(intersection(union(image(element_relation,power_class(v)),complement(power_class(w))),complement(x)),y))* -> .
% 299.74/300.49 101623[0:SpL:48835.0,8668.1] || member(u,intersection(union(intersection(power_class(v),power_class(complement(power_class(w)))),x),complement(y))) member(u,union(intersection(union(complement(power_class(v)),image(element_relation,power_class(w))),complement(x)),y))* -> .
% 299.74/300.49 101596[0:SpL:48838.0,8668.1] || member(u,intersection(union(v,intersection(power_class(complement(power_class(w))),power_class(x))),complement(y))) member(u,union(intersection(complement(v),union(image(element_relation,power_class(w)),complement(power_class(x)))),y))* -> .
% 299.74/300.49 101595[0:SpL:48835.0,8668.1] || member(u,intersection(union(v,intersection(power_class(w),power_class(complement(power_class(x))))),complement(y))) member(u,union(intersection(complement(v),union(complement(power_class(w)),image(element_relation,power_class(x)))),y))* -> .
% 299.74/300.49 102450[0:Rew:102293.0,80129.0] || -> equal(union(symmetric_difference(power_class(u),complement(v)),complement(union(union(power_class(u),complement(v)),union(complement(power_class(u)),v)))),complement(symmetric_difference(union(power_class(u),complement(v)),union(complement(power_class(u)),v))))**.
% 299.74/300.49 102451[0:Rew:102293.0,67021.0] || -> equal(union(symmetric_difference(complement(u),power_class(v)),complement(union(union(u,complement(power_class(v))),union(complement(u),power_class(v))))),complement(symmetric_difference(union(u,complement(power_class(v))),union(complement(u),power_class(v)))))**.
% 299.74/300.49 102571[0:Rew:102293.0,69162.0] || member(not_subclass_element(union(u,intersection(complement(v),union(w,x))),y),intersection(complement(u),union(v,complement(union(w,x)))))* -> subclass(union(u,intersection(complement(v),union(w,x))),y).
% 299.74/300.49 102837[0:Rew:102293.0,69180.0] || member(not_subclass_element(union(intersection(complement(u),union(v,w)),x),y),intersection(union(u,complement(union(v,w))),complement(x)))* -> subclass(union(intersection(complement(u),union(v,w)),x),y).
% 299.74/300.49 103007[0:Rew:102293.0,69165.0] || member(not_subclass_element(union(u,intersection(union(v,w),complement(x))),y),intersection(complement(u),union(complement(union(v,w)),x)))* -> subclass(union(u,intersection(union(v,w),complement(x))),y).
% 299.74/300.49 103176[0:Rew:102293.0,69183.0] || member(not_subclass_element(union(intersection(union(u,v),complement(w)),x),y),intersection(union(complement(union(u,v)),w),complement(x)))* -> subclass(union(intersection(union(u,v),complement(w)),x),y).
% 299.74/300.49 104708[0:Rew:102293.0,102497.0] || -> member(not_subclass_element(u,intersection(complement(v),union(w,complement(union(x,y))))),union(v,intersection(complement(w),union(x,y))))* subclass(u,intersection(complement(v),union(w,complement(union(x,y))))).
% 299.74/300.49 104709[0:Rew:102293.0,102512.1] || member(regular(intersection(u,intersection(v,union(w,complement(union(x,y)))))),intersection(complement(w),union(x,y)))* -> equal(intersection(u,intersection(v,union(w,complement(union(x,y))))),null_class).
% 299.74/300.49 104710[0:Rew:102293.0,102544.1] || -> subclass(symmetric_difference(complement(u),union(v,complement(union(w,x)))),y) member(not_subclass_element(symmetric_difference(complement(u),union(v,complement(union(w,x)))),y),union(u,intersection(complement(v),union(w,x))))*.
% 299.74/300.49 104711[0:Rew:102293.0,102550.0] || -> member(not_subclass_element(u,intersection(union(v,complement(union(w,x))),complement(y))),union(intersection(complement(v),union(w,x)),y))* subclass(u,intersection(union(v,complement(union(w,x))),complement(y))).
% 299.74/300.49 104712[0:Rew:102293.0,102572.1] || member(regular(intersection(complement(u),union(v,complement(union(w,x))))),union(u,intersection(complement(v),union(w,x))))* -> equal(intersection(complement(u),union(v,complement(union(w,x)))),null_class).
% 299.74/300.49 104713[0:Rew:102293.0,102579.1] || member(regular(intersection(intersection(u,union(v,complement(union(w,x)))),y)),intersection(complement(v),union(w,x)))* -> equal(intersection(intersection(u,union(v,complement(union(w,x)))),y),null_class).
% 299.74/300.49 104714[0:Rew:102293.0,102595.1] || member(regular(intersection(u,intersection(union(v,complement(union(w,x))),y))),intersection(complement(v),union(w,x)))* -> equal(intersection(u,intersection(union(v,complement(union(w,x))),y)),null_class).
% 299.74/300.49 104715[0:Rew:102293.0,102639.0] || -> member(not_subclass_element(u,intersection(complement(v),union(complement(union(w,x)),y))),union(v,intersection(union(w,x),complement(y))))* subclass(u,intersection(complement(v),union(complement(union(w,x)),y))).
% 299.74/300.49 104716[0:Rew:102293.0,102652.1] || member(regular(intersection(u,intersection(v,union(complement(union(w,x)),y)))),intersection(union(w,x),complement(y)))* -> equal(intersection(u,intersection(v,union(complement(union(w,x)),y))),null_class).
% 299.74/300.49 104722[0:Rew:102293.0,102799.1] || -> subclass(symmetric_difference(union(u,complement(union(v,w))),complement(x)),y) member(not_subclass_element(symmetric_difference(union(u,complement(union(v,w))),complement(x)),y),union(intersection(complement(u),union(v,w)),x))*.
% 299.74/300.49 104723[0:Rew:102293.0,102838.1] || member(regular(intersection(union(u,complement(union(v,w))),complement(x))),union(intersection(complement(u),union(v,w)),x))* -> equal(intersection(union(u,complement(union(v,w))),complement(x)),null_class).
% 299.74/300.49 104724[0:Rew:102293.0,102854.1] || member(regular(intersection(intersection(union(u,complement(union(v,w))),x),y)),intersection(complement(u),union(v,w)))* -> equal(intersection(intersection(union(u,complement(union(v,w))),x),y),null_class).
% 299.74/300.49 104725[0:Rew:102293.0,102954.1] || member(not_subclass_element(intersection(u,restrict(power_class(complement(union(v,w))),x,y)),z),image(element_relation,union(v,w)))* -> subclass(intersection(u,restrict(power_class(complement(union(v,w))),x,y)),z).
% 299.74/300.49 104726[0:Rew:102293.0,102980.1] || -> subclass(symmetric_difference(complement(u),union(complement(union(v,w)),x)),y) member(not_subclass_element(symmetric_difference(complement(u),union(complement(union(v,w)),x)),y),union(u,intersection(union(v,w),complement(x))))*.
% 299.74/300.49 104727[0:Rew:102293.0,102986.0] || -> member(not_subclass_element(u,intersection(union(complement(union(v,w)),x),complement(y))),union(intersection(union(v,w),complement(x)),y))* subclass(u,intersection(union(complement(union(v,w)),x),complement(y))).
% 299.74/300.49 104728[0:Rew:102293.0,103008.1] || member(regular(intersection(complement(u),union(complement(union(v,w)),x))),union(u,intersection(union(v,w),complement(x))))* -> equal(intersection(complement(u),union(complement(union(v,w)),x)),null_class).
% 299.74/300.49 104729[0:Rew:102293.0,103015.1] || member(regular(intersection(intersection(u,union(complement(union(v,w)),x)),y)),intersection(union(v,w),complement(x)))* -> equal(intersection(intersection(u,union(complement(union(v,w)),x)),y),null_class).
% 299.74/300.49 104730[0:Rew:102293.0,103031.1] || member(regular(intersection(u,intersection(union(complement(union(v,w)),x),y))),intersection(union(v,w),complement(x)))* -> equal(intersection(u,intersection(union(complement(union(v,w)),x),y)),null_class).
% 299.74/300.49 104738[0:Rew:102293.0,103138.1] || -> subclass(symmetric_difference(union(complement(union(u,v)),w),complement(x)),y) member(not_subclass_element(symmetric_difference(union(complement(union(u,v)),w),complement(x)),y),union(intersection(union(u,v),complement(w)),x))*.
% 299.74/300.49 104739[0:Rew:102293.0,103177.1] || member(regular(intersection(union(complement(union(u,v)),w),complement(x))),union(intersection(union(u,v),complement(w)),x))* -> equal(intersection(union(complement(union(u,v)),w),complement(x)),null_class).
% 299.74/300.49 104740[0:Rew:102293.0,103193.1] || member(regular(intersection(intersection(union(complement(union(u,v)),w),x),y)),intersection(union(u,v),complement(w)))* -> equal(intersection(intersection(union(complement(union(u,v)),w),x),y),null_class).
% 299.74/300.49 104742[0:Rew:102293.0,103341.1] || member(not_subclass_element(intersection(restrict(power_class(complement(union(u,v))),w,x),y),z),image(element_relation,union(u,v)))* -> subclass(intersection(restrict(power_class(complement(union(u,v))),w,x),y),z).
% 299.74/300.49 109000[0:SpR:75587.0,102314.0] || -> equal(union(symmetric_difference(u,cross_product(v,w)),complement(union(union(u,cross_product(v,w)),complement(restrict(u,v,w))))),complement(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w)))))**.
% 299.74/300.49 108999[0:SpR:75586.0,102314.0] || -> equal(union(symmetric_difference(cross_product(u,v),w),complement(union(union(cross_product(u,v),w),complement(restrict(w,u,v))))),complement(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v)))))**.
% 299.74/300.49 110755[0:Res:7760.1,102304.0] || member(not_subclass_element(intersection(restrict(image(element_relation,union(u,v)),w,x),y),z),power_class(complement(union(u,v))))* -> subclass(intersection(restrict(image(element_relation,union(u,v)),w,x),y),z).
% 299.74/300.49 110754[0:Res:6567.1,102304.0] || member(not_subclass_element(intersection(u,restrict(image(element_relation,union(v,w)),x,y)),z),power_class(complement(union(v,w))))* -> subclass(intersection(u,restrict(image(element_relation,union(v,w)),x,y)),z).
% 299.74/300.49 112917[0:Res:7758.1,102295.0] || -> subclass(intersection(intersection(symmetric_difference(complement(u),union(v,w)),x),y),z) member(not_subclass_element(intersection(intersection(symmetric_difference(complement(u),union(v,w)),x),y),z),union(u,complement(union(v,w))))*.
% 299.74/300.49 112916[0:Res:6566.1,102295.0] || -> subclass(intersection(u,intersection(v,symmetric_difference(complement(w),union(x,y)))),z) member(not_subclass_element(intersection(u,intersection(v,symmetric_difference(complement(w),union(x,y)))),z),union(w,complement(union(x,y))))*.
% 299.74/300.49 112915[0:Res:7759.1,102295.0] || -> subclass(intersection(intersection(u,symmetric_difference(complement(v),union(w,x))),y),z) member(not_subclass_element(intersection(intersection(u,symmetric_difference(complement(v),union(w,x))),y),z),union(v,complement(union(w,x))))*.
% 299.74/300.49 112913[0:Res:6565.1,102295.0] || -> subclass(intersection(u,intersection(symmetric_difference(complement(v),union(w,x)),y)),z) member(not_subclass_element(intersection(u,intersection(symmetric_difference(complement(v),union(w,x)),y)),z),union(v,complement(union(w,x))))*.
% 299.74/300.49 112887[0:Res:1040.2,102295.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,symmetric_difference(complement(w),union(x,y))) -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),union(w,complement(union(x,y))))*.
% 299.74/300.49 112826[0:SpL:48874.0,102295.0] || member(u,symmetric_difference(union(complement(power_class(v)),intersection(power_class(w),complement(x))),union(y,z)))* -> member(u,union(intersection(power_class(v),union(complement(power_class(w)),x)),complement(union(y,z)))).
% 299.74/300.49 112825[0:SpL:48870.0,102295.0] || member(u,symmetric_difference(union(complement(power_class(v)),intersection(complement(w),power_class(x))),union(y,z)))* -> member(u,union(intersection(power_class(v),union(w,complement(power_class(x)))),complement(union(y,z)))).
% 299.74/300.49 112824[0:SpL:48872.0,102295.0] || member(u,symmetric_difference(union(intersection(power_class(v),complement(w)),complement(power_class(x))),union(y,z)))* -> member(u,union(intersection(union(complement(power_class(v)),w),power_class(x)),complement(union(y,z)))).
% 299.74/300.49 112823[0:SpL:48871.0,102295.0] || member(u,symmetric_difference(union(intersection(complement(v),power_class(w)),complement(power_class(x))),union(y,z)))* -> member(u,union(intersection(union(v,complement(power_class(w))),power_class(x)),complement(union(y,z)))).
% 299.74/300.49 113202[6:Rew:112707.0,113191.3,112707.0,113191.2,112707.0,113191.0] || member(range_of(null_class),universal_class) member(ordered_pair(u,apply(choice,range_of(null_class))),cross_product(universal_class,universal_class)) -> equal(range_of(null_class),null_class) member(ordered_pair(u,apply(choice,range_of(null_class))),compose(successor(null_class),v))*.
% 299.74/300.49 113348[0:Res:7758.1,102309.0] || -> subclass(intersection(intersection(symmetric_difference(union(u,v),complement(w)),x),y),z) member(not_subclass_element(intersection(intersection(symmetric_difference(union(u,v),complement(w)),x),y),z),union(complement(union(u,v)),w))*.
% 299.74/300.49 113347[0:Res:6566.1,102309.0] || -> subclass(intersection(u,intersection(v,symmetric_difference(union(w,x),complement(y)))),z) member(not_subclass_element(intersection(u,intersection(v,symmetric_difference(union(w,x),complement(y)))),z),union(complement(union(w,x)),y))*.
% 299.74/300.49 113346[0:Res:7759.1,102309.0] || -> subclass(intersection(intersection(u,symmetric_difference(union(v,w),complement(x))),y),z) member(not_subclass_element(intersection(intersection(u,symmetric_difference(union(v,w),complement(x))),y),z),union(complement(union(v,w)),x))*.
% 299.74/300.49 113344[0:Res:6565.1,102309.0] || -> subclass(intersection(u,intersection(symmetric_difference(union(v,w),complement(x)),y)),z) member(not_subclass_element(intersection(u,intersection(symmetric_difference(union(v,w),complement(x)),y)),z),union(complement(union(v,w)),x))*.
% 299.74/300.49 113318[0:Res:1040.2,102309.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,symmetric_difference(union(w,x),complement(y))) -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),union(complement(union(w,x)),y))*.
% 299.74/300.49 113219[0:SpL:48874.0,102309.0] || member(u,symmetric_difference(union(v,w),union(complement(power_class(x)),intersection(power_class(y),complement(z)))))* -> member(u,union(complement(union(v,w)),intersection(power_class(x),union(complement(power_class(y)),z)))).
% 299.74/300.49 113218[0:SpL:48870.0,102309.0] || member(u,symmetric_difference(union(v,w),union(complement(power_class(x)),intersection(complement(y),power_class(z)))))* -> member(u,union(complement(union(v,w)),intersection(power_class(x),union(y,complement(power_class(z)))))).
% 299.74/300.49 113217[0:SpL:48872.0,102309.0] || member(u,symmetric_difference(union(v,w),union(intersection(power_class(x),complement(y)),complement(power_class(z)))))* -> member(u,union(complement(union(v,w)),intersection(union(complement(power_class(x)),y),power_class(z)))).
% 299.74/300.49 113216[0:SpL:48871.0,102309.0] || member(u,symmetric_difference(union(v,w),union(intersection(complement(x),power_class(y)),complement(power_class(z)))))* -> member(u,union(complement(union(v,w)),intersection(union(x,complement(power_class(y))),power_class(z)))).
% 299.74/300.49 114206[0:Res:3146.1,102294.0] || member(regular(intersection(u,intersection(v,intersection(complement(w),union(x,y))))),union(w,complement(union(x,y))))* -> equal(intersection(u,intersection(v,intersection(complement(w),union(x,y)))),null_class).
% 299.74/300.49 114203[0:Res:3318.1,102294.0] || member(regular(intersection(intersection(u,intersection(complement(v),union(w,x))),y)),union(v,complement(union(w,x))))* -> equal(intersection(intersection(u,intersection(complement(v),union(w,x))),y),null_class).
% 299.74/300.49 114199[0:Res:3145.1,102294.0] || member(regular(intersection(u,intersection(intersection(complement(v),union(w,x)),y))),union(v,complement(union(w,x))))* -> equal(intersection(u,intersection(intersection(complement(v),union(w,x)),y)),null_class).
% 299.74/300.49 114197[0:Res:3317.1,102294.0] || member(regular(intersection(intersection(intersection(complement(u),union(v,w)),x),y)),union(u,complement(union(v,w))))* -> equal(intersection(intersection(intersection(complement(u),union(v,w)),x),y),null_class).
% 299.74/300.49 115178[0:Res:3146.1,102308.0] || member(regular(intersection(u,intersection(v,intersection(union(w,x),complement(y))))),union(complement(union(w,x)),y))* -> equal(intersection(u,intersection(v,intersection(union(w,x),complement(y)))),null_class).
% 299.74/300.49 115175[0:Res:3318.1,102308.0] || member(regular(intersection(intersection(u,intersection(union(v,w),complement(x))),y)),union(complement(union(v,w)),x))* -> equal(intersection(intersection(u,intersection(union(v,w),complement(x))),y),null_class).
% 299.74/300.49 115171[0:Res:3145.1,102308.0] || member(regular(intersection(u,intersection(intersection(union(v,w),complement(x)),y))),union(complement(union(v,w)),x))* -> equal(intersection(u,intersection(intersection(union(v,w),complement(x)),y)),null_class).
% 299.74/300.49 115169[0:Res:3317.1,102308.0] || member(regular(intersection(intersection(intersection(union(u,v),complement(w)),x),y)),union(complement(union(u,v)),w))* -> equal(intersection(intersection(intersection(union(u,v),complement(w)),x),y),null_class).
% 299.74/300.49 118901[0:SpL:102945.0,102309.0] || member(u,symmetric_difference(union(v,w),union(complement(power_class(x)),image(element_relation,union(y,z)))))* -> member(u,union(complement(union(v,w)),intersection(power_class(x),power_class(complement(union(y,z)))))).
% 299.74/300.49 118891[0:SpL:102945.0,102295.0] || member(u,symmetric_difference(union(complement(power_class(v)),image(element_relation,union(w,x))),union(y,z)))* -> member(u,union(intersection(power_class(v),power_class(complement(union(w,x)))),complement(union(y,z)))).
% 299.74/300.49 119012[0:Rew:102945.0,118848.1] || member(regular(union(complement(power_class(u)),image(element_relation,union(v,w)))),intersection(power_class(u),power_class(complement(union(v,w)))))* -> equal(union(complement(power_class(u)),image(element_relation,union(v,w))),null_class).
% 299.74/300.49 119013[0:Rew:102945.0,118759.1] || -> member(not_subclass_element(u,union(complement(power_class(v)),image(element_relation,union(w,x)))),intersection(power_class(v),power_class(complement(union(w,x)))))* subclass(u,union(complement(power_class(v)),image(element_relation,union(w,x)))).
% 299.74/300.49 123228[0:SpL:103074.0,102309.0] || member(u,symmetric_difference(union(v,w),union(image(element_relation,power_class(x)),complement(union(y,z)))))* -> member(u,union(complement(union(v,w)),intersection(power_class(complement(power_class(x))),union(y,z)))).
% 299.74/300.49 123218[0:SpL:103074.0,102295.0] || member(u,symmetric_difference(union(image(element_relation,power_class(v)),complement(union(w,x))),union(y,z)))* -> member(u,union(intersection(power_class(complement(power_class(v))),union(w,x)),complement(union(y,z)))).
% 299.74/300.49 123336[0:Rew:103074.0,123174.1] || member(regular(union(image(element_relation,power_class(u)),complement(union(v,w)))),intersection(power_class(complement(power_class(u))),union(v,w)))* -> equal(union(image(element_relation,power_class(u)),complement(union(v,w))),null_class).
% 299.74/300.49 123337[0:Rew:103074.0,123084.1] || -> member(not_subclass_element(u,union(image(element_relation,power_class(v)),complement(union(w,x)))),intersection(power_class(complement(power_class(v))),union(w,x)))* subclass(u,union(image(element_relation,power_class(v)),complement(union(w,x)))).
% 299.74/300.49 123774[0:SpL:103320.0,102309.0] || member(u,symmetric_difference(union(v,w),union(image(element_relation,union(x,y)),complement(power_class(z)))))* -> member(u,union(complement(union(v,w)),intersection(power_class(complement(union(x,y))),power_class(z)))).
% 299.74/300.49 123764[0:SpL:103320.0,102295.0] || member(u,symmetric_difference(union(image(element_relation,union(v,w)),complement(power_class(x))),union(y,z)))* -> member(u,union(intersection(power_class(complement(union(v,w))),power_class(x)),complement(union(y,z)))).
% 299.74/300.49 123890[0:Rew:103320.0,123720.1] || member(regular(union(image(element_relation,union(u,v)),complement(power_class(w)))),intersection(power_class(complement(union(u,v))),power_class(w)))* -> equal(union(image(element_relation,union(u,v)),complement(power_class(w))),null_class).
% 299.74/300.49 123891[0:Rew:103320.0,123628.1] || -> member(not_subclass_element(u,union(image(element_relation,union(v,w)),complement(power_class(x)))),intersection(power_class(complement(union(v,w))),power_class(x)))* subclass(u,union(image(element_relation,union(v,w)),complement(power_class(x)))).
% 299.74/300.49 124789[0:SpL:103450.0,102309.0] || member(u,symmetric_difference(union(v,w),union(complement(union(x,y)),image(element_relation,power_class(z)))))* -> member(u,union(complement(union(v,w)),intersection(union(x,y),power_class(complement(power_class(z)))))).
% 299.74/300.49 124779[0:SpL:103450.0,102295.0] || member(u,symmetric_difference(union(complement(union(v,w)),image(element_relation,power_class(x))),union(y,z)))* -> member(u,union(intersection(union(v,w),power_class(complement(power_class(x)))),complement(union(y,z)))).
% 299.74/300.49 124901[0:Rew:103450.0,124735.1] || member(regular(union(complement(union(u,v)),image(element_relation,power_class(w)))),intersection(union(u,v),power_class(complement(power_class(w)))))* -> equal(union(complement(union(u,v)),image(element_relation,power_class(w))),null_class).
% 299.74/300.49 124902[0:Rew:103450.0,124645.1] || -> member(not_subclass_element(u,union(complement(union(v,w)),image(element_relation,power_class(x)))),intersection(union(v,w),power_class(complement(power_class(x)))))* subclass(u,union(complement(union(v,w)),image(element_relation,power_class(x)))).
% 299.74/300.49 126037[4:Rew:9395.0,125942.1] || member(not_subclass_element(union(null_class,symmetric_difference(complement(u),complement(singleton(u)))),v),symmetric_difference(successor(u),union(complement(u),complement(singleton(u)))))* -> subclass(union(null_class,symmetric_difference(complement(u),complement(singleton(u)))),v).
% 299.74/300.49 126038[4:Rew:75585.0,125952.1] || member(not_subclass_element(union(null_class,symmetric_difference(power_class(u),complement(v))),w),symmetric_difference(union(power_class(u),complement(v)),union(complement(power_class(u)),v)))* -> subclass(union(null_class,symmetric_difference(power_class(u),complement(v))),w).
% 299.74/300.49 126039[4:Rew:48104.0,125943.1] || member(not_subclass_element(union(null_class,symmetric_difference(complement(u),power_class(v))),w),symmetric_difference(union(u,complement(power_class(v))),union(complement(u),power_class(v))))* -> subclass(union(null_class,symmetric_difference(complement(u),power_class(v))),w).
% 299.74/300.49 126040[4:Rew:75587.0,125940.1] || member(not_subclass_element(union(null_class,symmetric_difference(u,cross_product(v,w))),x),symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))))* -> subclass(union(null_class,symmetric_difference(u,cross_product(v,w))),x).
% 299.74/300.49 126041[4:Rew:75586.0,125939.1] || member(not_subclass_element(union(null_class,symmetric_difference(cross_product(u,v),w)),x),symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))))* -> subclass(union(null_class,symmetric_difference(cross_product(u,v),w)),x).
% 299.74/300.49 130973[4:Res:60803.0,7879.0] || -> subclass(union(null_class,intersection(u,unordered_pair(v,w))),x) equal(not_subclass_element(union(null_class,intersection(u,unordered_pair(v,w))),x),w)** equal(not_subclass_element(union(null_class,intersection(u,unordered_pair(v,w))),x),v)**.
% 299.74/300.49 131008[4:Rew:80005.0,130963.2,80005.0,130963.1,80005.0,130963.0] || -> subclass(intersection(u,union(null_class,unordered_pair(v,w))),x) equal(not_subclass_element(intersection(u,union(null_class,unordered_pair(v,w))),x),w)** equal(not_subclass_element(intersection(u,union(null_class,unordered_pair(v,w))),x),v)**.
% 299.74/300.49 131009[4:Rew:80005.0,130945.2,80005.0,130945.1,80005.0,130945.0] || -> subclass(intersection(union(null_class,unordered_pair(u,v)),w),x) equal(not_subclass_element(intersection(union(null_class,unordered_pair(u,v)),w),x),v)** equal(not_subclass_element(intersection(union(null_class,unordered_pair(u,v)),w),x),u)**.
% 299.74/300.49 130935[4:Res:106506.0,7879.0] || -> subclass(regular(union(null_class,complement(unordered_pair(u,v)))),w) equal(not_subclass_element(regular(union(null_class,complement(unordered_pair(u,v)))),w),v)** equal(not_subclass_element(regular(union(null_class,complement(unordered_pair(u,v)))),w),u)**.
% 299.74/300.49 130930[4:Res:59213.0,7879.0] || -> subclass(union(null_class,intersection(unordered_pair(u,v),w)),x) equal(not_subclass_element(union(null_class,intersection(unordered_pair(u,v),w)),x),v)** equal(not_subclass_element(union(null_class,intersection(unordered_pair(u,v),w)),x),u)**.
% 299.74/300.49 133222[4:Rew:80005.0,133202.2,80005.0,133202.1,80005.0,133202.0] || member(complement(successor(union(null_class,compose(element_relation,universal_class)))),universal_class) member(apply(choice,complement(successor(union(null_class,compose(element_relation,universal_class))))),element_relation)* -> equal(complement(successor(union(null_class,compose(element_relation,universal_class)))),null_class).
% 299.74/300.49 133142[9:Res:77998.1,10200.1] function(complement(compose(element_relation,universal_class))) || member(successor(complement(compose(element_relation,universal_class))),universal_class) member(apply(choice,successor(complement(compose(element_relation,universal_class)))),element_relation)* -> equal(successor(complement(compose(element_relation,universal_class))),null_class).
% 299.74/300.49 133128[4:Res:6600.0,10200.1] || member(restrict(complement(compose(element_relation,universal_class)),u,v),universal_class) member(apply(choice,restrict(complement(compose(element_relation,universal_class)),u,v)),element_relation)* -> equal(restrict(complement(compose(element_relation,universal_class)),u,v),null_class).
% 299.74/300.49 134978[0:Res:8432.2,102308.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,intersection(union(v,w),complement(x))) member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),union(complement(union(v,w)),x))* -> .
% 299.74/300.49 134975[0:Res:8432.2,102294.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,intersection(complement(v),union(w,x))) member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),union(v,complement(union(w,x))))* -> .
% 299.74/300.49 134960[0:Res:8432.2,11.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,unordered_pair(v,w))* -> equal(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),w)* equal(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),v)*.
% 299.74/300.49 135556[0:Res:8431.2,102308.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,intersection(union(v,w),complement(x))) member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),union(complement(union(v,w)),x))* -> .
% 299.74/300.49 135553[0:Res:8431.2,102294.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,intersection(complement(v),union(w,x))) member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),union(v,complement(union(w,x))))* -> .
% 299.74/300.49 135538[0:Res:8431.2,11.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,unordered_pair(v,w))* -> equal(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),w)* equal(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),v)*.
% 299.74/300.49 136948[4:Rew:136834.0,136937.2,136834.0,136937.1] || member(ordered_pair(u,not_subclass_element(range_of(null_class),v)),cross_product(universal_class,universal_class)) -> subclass(range_of(null_class),v) member(ordered_pair(u,not_subclass_element(range_of(null_class),v)),compose(singleton(cross_product(image(w,singleton(u)),universal_class)),w))*.
% 299.74/300.49 138577[0:SpL:103948.0,48887.0] || member(regular(union(intersection(complement(u),successor(v)),complement(power_class(w)))),intersection(union(u,complement(successor(v))),power_class(w)))* -> equal(union(intersection(complement(u),successor(v)),complement(power_class(w))),null_class).
% 299.74/300.49 138835[0:SpL:103948.0,48893.0] || member(regular(union(complement(power_class(u)),intersection(complement(v),successor(w)))),intersection(power_class(u),union(v,complement(successor(w)))))* -> equal(union(complement(power_class(u)),intersection(complement(v),successor(w))),null_class).
% 299.74/300.49 142499[0:Res:11931.0,9362.0] || -> subclass(u,complement(symmetric_difference(union(v,w),union(complement(v),complement(w))))) member(not_subclass_element(u,complement(symmetric_difference(union(v,w),union(complement(v),complement(w))))),complement(symmetric_difference(complement(v),complement(w))))*.
% 299.74/300.49 143691[0:SpR:102489.0,9754.3] function(u) || member(v,universal_class) subclass(universal_class,symmetric_difference(restrict(w,x,y),complement(union(w,cross_product(x,y)))))* -> member(image(u,v),complement(symmetric_difference(w,cross_product(x,y))))*.
% 299.74/300.49 143690[0:SpR:102469.0,9754.3] function(u) || member(v,universal_class) subclass(universal_class,symmetric_difference(restrict(w,x,y),complement(union(cross_product(x,y),w))))* -> member(image(u,v),complement(symmetric_difference(cross_product(x,y),w)))*.
% 299.74/300.49 143891[4:Res:17597.3,9739.1] function(u) || member(v,universal_class) member(range_of(null_class),universal_class) subclass(universal_class,w)* subclass(w,x)* -> member(v,cantor(y)) member(image(u,apply(y,v)),x)*.
% 299.74/300.49 144172[0:SpR:102489.0,9816.3] || member(u,universal_class) subclass(u,symmetric_difference(restrict(v,w,x),complement(union(v,cross_product(w,x)))))* -> equal(u,null_class) member(apply(choice,u),complement(symmetric_difference(v,cross_product(w,x)))).
% 299.74/300.49 144171[0:SpR:102469.0,9816.3] || member(u,universal_class) subclass(u,symmetric_difference(restrict(v,w,x),complement(union(cross_product(w,x),v))))* -> equal(u,null_class) member(apply(choice,u),complement(symmetric_difference(cross_product(w,x),v))).
% 299.74/300.49 145366[4:SpL:100001.0,17285.1] || member(first(regular(domain_relation)),cantor(u)) member(ordered_pair(u,regular(domain_relation)),cross_product(universal_class,cross_product(universal_class,universal_class))) -> member(ordered_pair(u,ordered_pair(first(regular(domain_relation)),apply(u,first(regular(domain_relation))))),application_function)*.
% 299.74/300.49 145654[2:MRR:145535.0,12502.1] || subclass(u,regular(intersection(complement(v),union(w,x)))) -> member(not_subclass_element(u,y),union(v,complement(union(w,x))))* subclass(u,y) equal(intersection(complement(v),union(w,x)),null_class).
% 299.74/300.49 145663[0:MRR:145556.0,12502.1] || subclass(u,v) -> member(not_subclass_element(u,intersection(intersection(complement(w),union(x,y)),v)),union(w,complement(union(x,y))))* subclass(u,intersection(intersection(complement(w),union(x,y)),v)).
% 299.74/300.49 145666[0:MRR:145558.0,12502.1] || -> member(not_subclass_element(intersection(u,v),intersection(intersection(complement(w),union(x,y)),u)),union(w,complement(union(x,y))))* subclass(intersection(u,v),intersection(intersection(complement(w),union(x,y)),u)).
% 299.74/300.49 145667[0:MRR:145557.0,12502.1] || -> member(not_subclass_element(intersection(u,v),intersection(intersection(complement(w),union(x,y)),v)),union(w,complement(union(x,y))))* subclass(intersection(u,v),intersection(intersection(complement(w),union(x,y)),v)).
% 299.74/300.49 146564[2:MRR:146442.0,12502.1] || subclass(u,regular(intersection(union(v,w),complement(x)))) -> member(not_subclass_element(u,y),union(complement(union(v,w)),x))* subclass(u,y) equal(intersection(union(v,w),complement(x)),null_class).
% 299.74/300.49 146573[0:MRR:146463.0,12502.1] || subclass(u,v) -> member(not_subclass_element(u,intersection(intersection(union(w,x),complement(y)),v)),union(complement(union(w,x)),y))* subclass(u,intersection(intersection(union(w,x),complement(y)),v)).
% 299.74/300.49 146576[0:MRR:146465.0,12502.1] || -> member(not_subclass_element(intersection(u,v),intersection(intersection(union(w,x),complement(y)),u)),union(complement(union(w,x)),y))* subclass(intersection(u,v),intersection(intersection(union(w,x),complement(y)),u)).
% 299.74/300.49 146577[0:MRR:146464.0,12502.1] || -> member(not_subclass_element(intersection(u,v),intersection(intersection(union(w,x),complement(y)),v)),union(complement(union(w,x)),y))* subclass(intersection(u,v),intersection(intersection(union(w,x),complement(y)),v)).
% 299.74/300.49 148411[4:SpL:100002.0,17285.1] || member(first(regular(composition_function)),cantor(u)) member(ordered_pair(u,regular(composition_function)),cross_product(universal_class,cross_product(universal_class,universal_class))) -> member(ordered_pair(u,ordered_pair(first(regular(composition_function)),apply(u,first(regular(composition_function))))),application_function)*.
% 299.74/300.49 149818[0:Res:12468.3,47989.0] || member(u,universal_class) member(v,u) subclass(element_relation,intersection(complement(w),union(x,complement(power_class(y))))) member(ordered_pair(v,u),union(w,intersection(complement(x),power_class(y))))* -> .
% 299.74/300.49 149779[0:Res:13412.1,47989.0] || member(u,union(complement(v),union(w,complement(power_class(x))))) member(u,union(v,intersection(complement(w),power_class(x)))) -> member(u,symmetric_difference(complement(v),union(w,complement(power_class(x)))))*.
% 299.74/300.49 149875[4:Rew:102847.0,149757.1,102847.0,149757.0] || member(not_subclass_element(complement(union(u,complement(union(v,complement(power_class(w)))))),x),union(u,intersection(complement(v),power_class(w))))* -> subclass(complement(union(u,complement(union(v,complement(power_class(w)))))),x).
% 299.74/300.49 150156[0:Res:12468.3,48009.0] || member(u,universal_class) member(v,u) subclass(element_relation,intersection(union(w,complement(power_class(x))),complement(y))) member(ordered_pair(v,u),union(intersection(complement(w),power_class(x)),y))* -> .
% 299.74/300.49 150116[0:Res:13412.1,48009.0] || member(u,union(union(v,complement(power_class(w))),complement(x))) member(u,union(intersection(complement(v),power_class(w)),x)) -> member(u,symmetric_difference(union(v,complement(power_class(w))),complement(x)))*.
% 299.74/300.49 150221[4:Rew:103186.0,150094.1,103186.0,150094.0] || member(not_subclass_element(complement(union(complement(union(u,complement(power_class(v)))),w)),x),union(intersection(complement(u),power_class(v)),w))* -> subclass(complement(union(complement(union(u,complement(power_class(v)))),w)),x).
% 299.74/300.49 150493[0:Res:12468.3,48038.0] || member(u,universal_class) member(v,u) subclass(element_relation,intersection(complement(w),union(complement(power_class(x)),y))) member(ordered_pair(v,u),union(w,intersection(power_class(x),complement(y))))* -> .
% 299.74/300.49 150452[0:Res:13412.1,48038.0] || member(u,union(complement(v),union(complement(power_class(w)),x))) member(u,union(v,intersection(power_class(w),complement(x)))) -> member(u,symmetric_difference(complement(v),union(complement(power_class(w)),x)))*.
% 299.74/300.49 150558[4:Rew:102847.0,150430.1,102847.0,150430.0] || member(not_subclass_element(complement(union(u,complement(union(complement(power_class(v)),w)))),x),union(u,intersection(power_class(v),complement(w))))* -> subclass(complement(union(u,complement(union(complement(power_class(v)),w)))),x).
% 299.74/300.49 150734[0:Res:12468.3,48198.0] || member(u,universal_class) member(v,u) subclass(element_relation,intersection(union(complement(power_class(w)),x),complement(y))) member(ordered_pair(v,u),union(intersection(power_class(w),complement(x)),y))* -> .
% 299.74/300.49 150693[0:Res:13412.1,48198.0] || member(u,union(union(complement(power_class(v)),w),complement(x))) member(u,union(intersection(power_class(v),complement(w)),x)) -> member(u,symmetric_difference(union(complement(power_class(v)),w),complement(x)))*.
% 299.74/300.49 150806[4:Rew:103186.0,150671.1,103186.0,150671.0] || member(not_subclass_element(complement(union(complement(union(complement(power_class(u)),v)),w)),x),union(intersection(power_class(u),complement(v)),w))* -> subclass(complement(union(complement(union(complement(power_class(u)),v)),w)),x).
% 299.74/300.49 151629[0:SpL:102583.0,48188.0] || member(u,symmetric_difference(power_class(v),union(complement(power_class(w)),intersection(complement(x),union(y,z)))))* -> member(u,union(complement(power_class(v)),intersection(power_class(w),union(x,complement(union(y,z)))))).
% 299.74/300.49 151614[0:SpL:102583.0,47999.0] || member(u,symmetric_difference(union(complement(power_class(v)),intersection(complement(w),union(x,y))),power_class(z)))* -> member(u,union(intersection(power_class(v),union(w,complement(union(x,y)))),complement(power_class(z)))).
% 299.74/300.49 151611[0:SpL:102583.0,9516.0] || equal(u,union(complement(power_class(v)),intersection(complement(w),union(x,y))))* member(z,universal_class) -> member(z,intersection(power_class(v),union(w,complement(union(x,y)))))* member(z,u)*.
% 299.74/300.49 151604[0:SpL:102583.0,421.1] || member(u,universal_class) subclass(union(complement(power_class(v)),intersection(complement(w),union(x,y))),z)* -> member(u,intersection(power_class(v),union(w,complement(union(x,y)))))* member(u,z)*.
% 299.74/300.49 151995[0:Res:12468.3,102607.0] || member(u,universal_class) member(v,u) subclass(element_relation,intersection(complement(w),power_class(complement(union(x,y))))) member(ordered_pair(v,u),union(w,image(element_relation,union(x,y))))* -> .
% 299.74/300.49 151954[0:Res:13412.1,102607.0] || member(u,union(complement(v),power_class(complement(union(w,x))))) member(u,union(v,image(element_relation,union(w,x)))) -> member(u,symmetric_difference(complement(v),power_class(complement(union(w,x)))))*.
% 299.74/300.49 152679[0:SpL:102667.0,48188.0] || member(u,symmetric_difference(power_class(v),union(intersection(complement(w),power_class(x)),complement(union(y,z)))))* -> member(u,union(complement(power_class(v)),intersection(union(w,complement(power_class(x))),union(y,z)))).
% 299.74/300.49 152663[0:SpL:102667.0,47999.0] || member(u,symmetric_difference(union(intersection(complement(v),power_class(w)),complement(union(x,y))),power_class(z)))* -> member(u,union(intersection(union(v,complement(power_class(w))),union(x,y)),complement(power_class(z)))).
% 299.74/300.49 152660[0:SpL:102667.0,9516.0] || equal(u,union(intersection(complement(v),power_class(w)),complement(union(x,y))))* member(z,universal_class) -> member(z,intersection(union(v,complement(power_class(w))),union(x,y)))* member(z,u)*.
% 299.74/300.49 152653[0:SpL:102667.0,421.1] || member(u,universal_class) subclass(union(intersection(complement(v),power_class(w)),complement(union(x,y))),z)* -> member(u,intersection(union(v,complement(power_class(w))),union(x,y)))* member(u,z)*.
% 299.74/300.49 153147[0:SpL:102668.0,48188.0] || member(u,symmetric_difference(power_class(v),union(intersection(power_class(w),complement(x)),complement(union(y,z)))))* -> member(u,union(complement(power_class(v)),intersection(union(complement(power_class(w)),x),union(y,z)))).
% 299.74/300.49 153131[0:SpL:102668.0,47999.0] || member(u,symmetric_difference(union(intersection(power_class(v),complement(w)),complement(union(x,y))),power_class(z)))* -> member(u,union(intersection(union(complement(power_class(v)),w),union(x,y)),complement(power_class(z)))).
% 299.74/300.49 153128[0:SpL:102668.0,9516.0] || equal(u,union(intersection(power_class(v),complement(w)),complement(union(x,y))))* member(z,universal_class) -> member(z,intersection(union(complement(power_class(v)),w),union(x,y)))* member(z,u)*.
% 299.74/300.49 153121[0:SpL:102668.0,421.1] || member(u,universal_class) subclass(union(intersection(power_class(v),complement(w)),complement(union(x,y))),z)* -> member(u,intersection(union(complement(power_class(v)),w),union(x,y)))* member(u,z)*.
% 299.74/300.49 153613[0:SpL:102866.0,48188.0] || member(u,symmetric_difference(power_class(v),union(intersection(complement(w),union(x,y)),complement(power_class(z)))))* -> member(u,union(complement(power_class(v)),intersection(union(w,complement(union(x,y))),power_class(z)))).
% 299.74/300.49 153597[0:SpL:102866.0,47999.0] || member(u,symmetric_difference(union(intersection(complement(v),union(w,x)),complement(power_class(y))),power_class(z)))* -> member(u,union(intersection(union(v,complement(union(w,x))),power_class(y)),complement(power_class(z)))).
% 299.74/300.49 153594[0:SpL:102866.0,9516.0] || equal(u,union(intersection(complement(v),union(w,x)),complement(power_class(y))))* member(z,universal_class) -> member(z,intersection(union(v,complement(union(w,x))),power_class(y)))* member(z,u)*.
% 299.74/300.49 153587[0:SpL:102866.0,421.1] || member(u,universal_class) subclass(union(intersection(complement(v),union(w,x)),complement(power_class(y))),z)* -> member(u,intersection(union(v,complement(union(w,x))),power_class(y)))* member(u,z)*.
% 299.74/300.49 154015[0:Res:12468.3,102909.0] || member(u,universal_class) member(v,u) subclass(element_relation,intersection(power_class(complement(union(w,x))),complement(y))) member(ordered_pair(v,u),union(image(element_relation,union(w,x)),y))* -> .
% 299.74/300.49 153974[0:Res:13412.1,102909.0] || member(u,union(power_class(complement(union(v,w))),complement(x))) member(u,union(image(element_relation,union(v,w)),x)) -> member(u,symmetric_difference(power_class(complement(union(v,w))),complement(x)))*.
% 299.74/300.49 154389[0:SpL:103019.0,48188.0] || member(u,symmetric_difference(power_class(v),union(complement(power_class(w)),intersection(union(x,y),complement(z)))))* -> member(u,union(complement(power_class(v)),intersection(power_class(w),union(complement(union(x,y)),z)))).
% 299.74/300.49 154373[0:SpL:103019.0,47999.0] || member(u,symmetric_difference(union(complement(power_class(v)),intersection(union(w,x),complement(y))),power_class(z)))* -> member(u,union(intersection(power_class(v),union(complement(union(w,x)),y)),complement(power_class(z)))).
% 299.74/300.49 154370[0:SpL:103019.0,9516.0] || equal(u,union(complement(power_class(v)),intersection(union(w,x),complement(y))))* member(z,universal_class) -> member(z,intersection(power_class(v),union(complement(union(w,x)),y)))* member(z,u)*.
% 299.74/300.49 154363[0:SpL:103019.0,421.1] || member(u,universal_class) subclass(union(complement(power_class(v)),intersection(union(w,x),complement(y))),z)* -> member(u,intersection(power_class(v),union(complement(union(w,x)),y)))* member(u,z)*.
% 299.74/300.49 154872[0:SpL:103205.0,48188.0] || member(u,symmetric_difference(power_class(v),union(intersection(union(w,x),complement(y)),complement(power_class(z)))))* -> member(u,union(complement(power_class(v)),intersection(union(complement(union(w,x)),y),power_class(z)))).
% 299.74/300.49 154856[0:SpL:103205.0,47999.0] || member(u,symmetric_difference(union(intersection(union(v,w),complement(x)),complement(power_class(y))),power_class(z)))* -> member(u,union(intersection(union(complement(union(v,w)),x),power_class(y)),complement(power_class(z)))).
% 299.74/300.49 154853[0:SpL:103205.0,9516.0] || equal(u,union(intersection(union(v,w),complement(x)),complement(power_class(y))))* member(z,universal_class) -> member(z,intersection(union(complement(union(v,w)),x),power_class(y)))* member(z,u)*.
% 299.74/300.49 154846[0:SpL:103205.0,421.1] || member(u,universal_class) subclass(union(intersection(union(v,w),complement(x)),complement(power_class(y))),z)* -> member(u,intersection(union(complement(union(v,w)),x),power_class(y)))* member(u,z)*.
% 299.74/300.49 155312[0:SpL:103451.0,48188.0] || member(u,symmetric_difference(power_class(v),union(complement(union(w,x)),intersection(complement(y),power_class(z)))))* -> member(u,union(complement(power_class(v)),intersection(union(w,x),union(y,complement(power_class(z)))))).
% 299.74/300.49 155296[0:SpL:103451.0,47999.0] || member(u,symmetric_difference(union(complement(union(v,w)),intersection(complement(x),power_class(y))),power_class(z)))* -> member(u,union(intersection(union(v,w),union(x,complement(power_class(y)))),complement(power_class(z)))).
% 299.74/300.49 155293[0:SpL:103451.0,9516.0] || equal(u,union(complement(union(v,w)),intersection(complement(x),power_class(y))))* member(z,universal_class) -> member(z,intersection(union(v,w),union(x,complement(power_class(y)))))* member(z,u)*.
% 299.74/300.49 155286[0:SpL:103451.0,421.1] || member(u,universal_class) subclass(union(complement(union(v,w)),intersection(complement(x),power_class(y))),z)* -> member(u,intersection(union(v,w),union(x,complement(power_class(y)))))* member(u,z)*.
% 299.74/300.49 156081[0:SpL:103452.0,48188.0] || member(u,symmetric_difference(power_class(v),union(complement(union(w,x)),intersection(power_class(y),complement(z)))))* -> member(u,union(complement(power_class(v)),intersection(union(w,x),union(complement(power_class(y)),z)))).
% 299.74/300.49 156065[0:SpL:103452.0,47999.0] || member(u,symmetric_difference(union(complement(union(v,w)),intersection(power_class(x),complement(y))),power_class(z)))* -> member(u,union(intersection(union(v,w),union(complement(power_class(x)),y)),complement(power_class(z)))).
% 299.74/300.49 156062[0:SpL:103452.0,9516.0] || equal(u,union(complement(union(v,w)),intersection(power_class(x),complement(y))))* member(z,universal_class) -> member(z,intersection(union(v,w),union(complement(power_class(x)),y)))* member(z,u)*.
% 299.74/300.49 156055[0:SpL:103452.0,421.1] || member(u,universal_class) subclass(union(complement(union(v,w)),intersection(power_class(x),complement(y))),z)* -> member(u,intersection(union(v,w),union(complement(power_class(x)),y)))* member(u,z)*.
% 299.74/300.49 156982[0:SpL:104283.0,48188.0] || member(u,symmetric_difference(power_class(v),union(complement(union(w,x)),image(element_relation,union(y,z)))))* -> member(u,union(complement(power_class(v)),intersection(union(w,x),power_class(complement(union(y,z)))))).
% 299.74/300.49 156966[0:SpL:104283.0,47999.0] || member(u,symmetric_difference(union(complement(union(v,w)),image(element_relation,union(x,y))),power_class(z)))* -> member(u,union(intersection(union(v,w),power_class(complement(union(x,y)))),complement(power_class(z)))).
% 299.74/300.49 156963[0:SpL:104283.0,9516.0] || equal(u,union(complement(union(v,w)),image(element_relation,union(x,y))))* member(z,universal_class) -> member(z,intersection(union(v,w),power_class(complement(union(x,y)))))* member(z,u)*.
% 299.74/300.49 156956[0:SpL:104283.0,421.1] || member(u,universal_class) subclass(union(complement(union(v,w)),image(element_relation,union(x,y))),z)* -> member(u,intersection(union(v,w),power_class(complement(union(x,y)))))* member(u,z)*.
% 299.74/300.49 157816[0:SpL:104284.0,48188.0] || member(u,symmetric_difference(power_class(v),union(image(element_relation,union(w,x)),complement(union(y,z)))))* -> member(u,union(complement(power_class(v)),intersection(power_class(complement(union(w,x))),union(y,z)))).
% 299.74/300.49 157800[0:SpL:104284.0,47999.0] || member(u,symmetric_difference(union(image(element_relation,union(v,w)),complement(union(x,y))),power_class(z)))* -> member(u,union(intersection(power_class(complement(union(v,w))),union(x,y)),complement(power_class(z)))).
% 299.74/300.49 157797[0:SpL:104284.0,9516.0] || equal(u,union(image(element_relation,union(v,w)),complement(union(x,y))))* member(z,universal_class) -> member(z,intersection(power_class(complement(union(v,w))),union(x,y)))* member(z,u)*.
% 299.74/300.49 157790[0:SpL:104284.0,421.1] || member(u,universal_class) subclass(union(image(element_relation,union(v,w)),complement(union(x,y))),z)* -> member(u,intersection(power_class(complement(union(v,w))),union(x,y)))* member(u,z)*.
% 299.74/300.49 158517[0:Rew:103948.0,158376.0] || member(u,union(union(v,complement(successor(w))),complement(x))) member(u,union(intersection(complement(v),successor(w)),x)) -> member(u,symmetric_difference(union(v,complement(successor(w))),complement(x)))*.
% 299.74/300.49 158521[0:Rew:103948.0,158329.0] || member(u,union(complement(v),union(w,complement(successor(x))))) member(u,union(v,intersection(complement(w),successor(x)))) -> member(u,symmetric_difference(complement(v),union(w,complement(successor(x)))))*.
% 299.74/300.49 159253[4:Rew:47515.1,159163.3] inductive(ordered_pair(u,v)) || -> equal(image(successor_relation,ordered_pair(u,v)),null_class) equal(regular(image(successor_relation,ordered_pair(u,v))),unordered_pair(u,singleton(v)))** equal(regular(image(successor_relation,ordered_pair(u,v))),null_class).
% 299.74/300.49 161872[2:Res:12468.3,11968.1] || member(u,universal_class) member(v,u) subclass(element_relation,unordered_pair(w,x))* member(ordered_pair(v,u),w)* -> equal(regular(unordered_pair(w,x)),x) equal(unordered_pair(w,x),null_class).
% 299.74/300.49 161871[2:Res:3146.1,11968.1] || member(regular(intersection(u,intersection(v,unordered_pair(w,x)))),w)* -> equal(intersection(u,intersection(v,unordered_pair(w,x))),null_class) equal(regular(unordered_pair(w,x)),x) equal(unordered_pair(w,x),null_class).
% 299.74/300.49 161868[2:Res:3318.1,11968.1] || member(regular(intersection(intersection(u,unordered_pair(v,w)),x)),v)* -> equal(intersection(intersection(u,unordered_pair(v,w)),x),null_class) equal(regular(unordered_pair(v,w)),w) equal(unordered_pair(v,w),null_class).
% 299.74/300.49 161864[2:Res:3145.1,11968.1] || member(regular(intersection(u,intersection(unordered_pair(v,w),x))),v)* -> equal(intersection(u,intersection(unordered_pair(v,w),x)),null_class) equal(regular(unordered_pair(v,w)),w) equal(unordered_pair(v,w),null_class).
% 299.74/300.49 161858[2:Res:3317.1,11968.1] || member(regular(intersection(intersection(unordered_pair(u,v),w),x)),u)* -> equal(intersection(intersection(unordered_pair(u,v),w),x),null_class) equal(regular(unordered_pair(u,v)),v) equal(unordered_pair(u,v),null_class).
% 299.74/300.49 162003[2:Res:12468.3,11969.1] || member(u,universal_class) member(v,u) subclass(element_relation,unordered_pair(w,x))* member(ordered_pair(v,u),x)* -> equal(regular(unordered_pair(w,x)),w) equal(unordered_pair(w,x),null_class).
% 299.74/300.49 162002[2:Res:3146.1,11969.1] || member(regular(intersection(u,intersection(v,unordered_pair(w,x)))),x)* -> equal(intersection(u,intersection(v,unordered_pair(w,x))),null_class) equal(regular(unordered_pair(w,x)),w) equal(unordered_pair(w,x),null_class).
% 299.74/300.49 161999[2:Res:3318.1,11969.1] || member(regular(intersection(intersection(u,unordered_pair(v,w)),x)),w)* -> equal(intersection(intersection(u,unordered_pair(v,w)),x),null_class) equal(regular(unordered_pair(v,w)),v) equal(unordered_pair(v,w),null_class).
% 299.74/300.49 161995[2:Res:3145.1,11969.1] || member(regular(intersection(u,intersection(unordered_pair(v,w),x))),w)* -> equal(intersection(u,intersection(unordered_pair(v,w),x)),null_class) equal(regular(unordered_pair(v,w)),v) equal(unordered_pair(v,w),null_class).
% 299.74/300.49 161989[2:Res:3317.1,11969.1] || member(regular(intersection(intersection(unordered_pair(u,v),w),x)),v)* -> equal(intersection(intersection(unordered_pair(u,v),w),x),null_class) equal(regular(unordered_pair(u,v)),u) equal(unordered_pair(u,v),null_class).
% 299.74/300.49 162241[6:SpL:161913.0,17285.1] || member(first(regular(element_relation)),cantor(u)) member(ordered_pair(u,regular(element_relation)),cross_product(universal_class,cross_product(universal_class,universal_class))) -> member(ordered_pair(u,ordered_pair(first(regular(element_relation)),apply(u,first(regular(element_relation))))),application_function)*.
% 299.74/300.49 162700[0:SpL:48063.0,6546.1] || member(u,symmetric_difference(union(v,image(element_relation,power_class(w))),union(complement(v),power_class(complement(power_class(w))))))* subclass(complement(symmetric_difference(complement(v),power_class(complement(power_class(w))))),x)* -> member(u,x)*.
% 299.74/300.49 163175[0:SpL:48279.0,6546.1] || member(u,symmetric_difference(union(image(element_relation,power_class(v)),w),union(power_class(complement(power_class(v))),complement(w))))* subclass(complement(symmetric_difference(power_class(complement(power_class(v))),complement(w))),x)* -> member(u,x)*.
% 299.74/300.49 163506[0:Rew:103871.0,163386.2,103871.0,163386.0] || member(intersection(u,power_class(complement(successor(v)))),universal_class) member(apply(choice,intersection(u,power_class(complement(successor(v))))),image(element_relation,successor(v)))* -> equal(intersection(u,power_class(complement(successor(v)))),null_class).
% 299.74/300.49 163716[0:Rew:103871.0,163577.2,103871.0,163577.0] || member(intersection(power_class(complement(successor(u))),v),universal_class) member(apply(choice,intersection(power_class(complement(successor(u))),v)),image(element_relation,successor(u)))* -> equal(intersection(power_class(complement(successor(u))),v),null_class).
% 299.74/300.49 163994[0:Rew:102302.0,163897.2,102302.0,163897.1] || member(regular(union(u,complement(union(v,w)))),union(v,w))* member(regular(union(u,complement(union(v,w)))),complement(u))* -> equal(union(u,complement(union(v,w))),null_class).
% 299.74/300.49 163995[0:Rew:102312.0,163881.2,102312.0,163881.1] || member(regular(union(complement(union(u,v)),w)),complement(w))* member(regular(union(complement(union(u,v)),w)),union(u,v))* -> equal(union(complement(union(u,v)),w),null_class).
% 299.74/300.49 164136[0:Res:12960.4,102304.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,image(element_relation,union(w,x))) member(ordered_pair(v,u),power_class(complement(union(w,x))))* -> .
% 299.74/300.49 164125[0:Res:12960.4,48187.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,intersection(power_class(w),complement(x))) member(ordered_pair(v,u),union(complement(power_class(w)),x))* -> .
% 299.74/300.49 164119[0:Res:12960.4,47998.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,intersection(complement(w),power_class(x))) member(ordered_pair(v,u),union(w,complement(power_class(x))))* -> .
% 299.74/300.49 164511[4:Res:17399.1,14017.0] || subclass(domain_relation,flip(cross_product(universal_class,universal_class))) subclass(composition_function,compose_class(u)) -> equal(compose(u,ordered_pair(v,w)),ordered_pair(cantor(ordered_pair(w,v)),compose(ordered_pair(v,w),cantor(ordered_pair(w,v)))))*.
% 299.74/300.49 164510[4:Res:17398.1,14017.0] || subclass(domain_relation,rotate(cross_product(universal_class,universal_class))) subclass(composition_function,compose_class(u)) -> equal(compose(u,ordered_pair(v,cantor(ordered_pair(w,v)))),ordered_pair(w,compose(ordered_pair(v,cantor(ordered_pair(w,v))),w)))*.
% 299.74/300.49 164575[4:Res:17399.1,13988.0] || subclass(domain_relation,flip(cross_product(universal_class,universal_class))) subclass(composition_function,singleton(u))* -> equal(ordered_pair(ordered_pair(v,w),ordered_pair(cantor(ordered_pair(w,v)),compose(ordered_pair(v,w),cantor(ordered_pair(w,v))))),u)*.
% 299.74/300.49 164574[4:Res:17398.1,13988.0] || subclass(domain_relation,rotate(cross_product(universal_class,universal_class))) subclass(composition_function,singleton(u))* -> equal(ordered_pair(ordered_pair(v,cantor(ordered_pair(w,v))),ordered_pair(w,compose(ordered_pair(v,cantor(ordered_pair(w,v))),w))),u)*.
% 299.74/300.49 165167[0:Res:13089.3,102304.0] || member(intersection(u,v),universal_class) subclass(v,image(element_relation,union(w,x))) member(apply(choice,intersection(u,v)),power_class(complement(union(w,x))))* -> equal(intersection(u,v),null_class).
% 299.74/300.49 165156[0:Res:13089.3,48187.0] || member(intersection(u,v),universal_class) subclass(v,intersection(power_class(w),complement(x))) member(apply(choice,intersection(u,v)),union(complement(power_class(w)),x))* -> equal(intersection(u,v),null_class).
% 299.74/300.49 165150[0:Res:13089.3,47998.0] || member(intersection(u,v),universal_class) subclass(v,intersection(complement(w),power_class(x))) member(apply(choice,intersection(u,v)),union(w,complement(power_class(x))))* -> equal(intersection(u,v),null_class).
% 299.74/300.49 165134[0:Res:13089.3,11.0] || member(intersection(u,v),universal_class) subclass(v,unordered_pair(w,x))* -> equal(intersection(u,v),null_class) equal(apply(choice,intersection(u,v)),x)* equal(apply(choice,intersection(u,v)),w)*.
% 299.74/300.49 165482[0:Res:13287.3,102304.0] || member(intersection(u,v),universal_class) subclass(u,image(element_relation,union(w,x))) member(apply(choice,intersection(u,v)),power_class(complement(union(w,x))))* -> equal(intersection(u,v),null_class).
% 299.74/300.49 165471[0:Res:13287.3,48187.0] || member(intersection(u,v),universal_class) subclass(u,intersection(power_class(w),complement(x))) member(apply(choice,intersection(u,v)),union(complement(power_class(w)),x))* -> equal(intersection(u,v),null_class).
% 299.74/300.49 165465[0:Res:13287.3,47998.0] || member(intersection(u,v),universal_class) subclass(u,intersection(complement(w),power_class(x))) member(apply(choice,intersection(u,v)),union(w,complement(power_class(x))))* -> equal(intersection(u,v),null_class).
% 299.74/300.49 165449[0:Res:13287.3,11.0] || member(intersection(u,v),universal_class) subclass(u,unordered_pair(w,x))* -> equal(intersection(u,v),null_class) equal(apply(choice,intersection(u,v)),x)* equal(apply(choice,intersection(u,v)),w)*.
% 299.74/300.49 165967[4:SpL:23551.0,18416.1] || member(u,universal_class) subclass(domain_relation,regular(ordered_pair(v,w)))* -> equal(regular(ordered_pair(v,w)),singleton(v)) equal(ordered_pair(u,cantor(u)),singleton(w))* equal(ordered_pair(u,cantor(u)),v)*.
% 299.74/300.49 166986[2:Rew:23551.0,166934.1] || subclass(universal_class,complement(intersection(u,v))) member(regular(ordered_pair(w,x)),union(u,v)) -> equal(regular(ordered_pair(w,x)),singleton(w)) member(regular(ordered_pair(w,x)),symmetric_difference(u,v))*.
% 299.74/300.49 167996[4:Rew:28759.0,167809.3,28759.0,167809.2,28759.0,167809.0] || member(union(null_class,intersection(u,v)),union(u,v))* subclass(symmetric_difference(u,v),w) -> equal(singleton(union(null_class,intersection(u,v))),null_class) member(union(null_class,intersection(u,v)),w)*.
% 299.74/300.49 167787[0:Res:5.1,12416.1] || member(not_subclass_element(complement(intersection(u,v)),w),union(u,v))* subclass(symmetric_difference(u,v),x) -> subclass(complement(intersection(u,v)),w) member(not_subclass_element(complement(intersection(u,v)),w),x)*.
% 299.74/300.49 168285[0:Res:7755.2,78949.0] || subclass(u,symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))))* -> subclass(intersection(u,y),z) member(not_subclass_element(intersection(u,y),z),complement(symmetric_difference(cross_product(v,w),x)))*.
% 299.74/300.49 168283[0:Res:6563.2,78949.0] || subclass(u,symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))))* -> subclass(intersection(y,u),z) member(not_subclass_element(intersection(y,u),z),complement(symmetric_difference(cross_product(v,w),x)))*.
% 299.74/300.49 168277[0:Res:530.3,78949.0] function(u) || member(v,universal_class) subclass(universal_class,symmetric_difference(union(cross_product(w,x),y),complement(restrict(y,w,x))))* -> member(image(u,v),complement(symmetric_difference(cross_product(w,x),y)))*.
% 299.74/300.49 168257[0:Res:5957.2,78949.0] || member(inverse(u),universal_class) subclass(domain_relation,symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))))* -> member(ordered_pair(inverse(u),range_of(u)),complement(symmetric_difference(cross_product(v,w),x)))*.
% 299.74/300.49 168247[0:Res:494.3,78949.0] || member(u,universal_class) subclass(u,symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))))* -> equal(u,null_class) member(apply(choice,u),complement(symmetric_difference(cross_product(v,w),x))).
% 299.74/300.49 168585[0:Res:7755.2,79442.0] || subclass(u,symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))))* -> subclass(intersection(u,y),z) member(not_subclass_element(intersection(u,y),z),complement(symmetric_difference(v,cross_product(w,x))))*.
% 299.74/300.49 168583[0:Res:6563.2,79442.0] || subclass(u,symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))))* -> subclass(intersection(y,u),z) member(not_subclass_element(intersection(y,u),z),complement(symmetric_difference(v,cross_product(w,x))))*.
% 299.74/300.49 168577[0:Res:530.3,79442.0] function(u) || member(v,universal_class) subclass(universal_class,symmetric_difference(union(w,cross_product(x,y)),complement(restrict(w,x,y))))* -> member(image(u,v),complement(symmetric_difference(w,cross_product(x,y))))*.
% 299.74/300.49 168557[0:Res:5957.2,79442.0] || member(inverse(u),universal_class) subclass(domain_relation,symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))))* -> member(ordered_pair(inverse(u),range_of(u)),complement(symmetric_difference(v,cross_product(w,x))))*.
% 299.74/300.49 168547[0:Res:494.3,79442.0] || member(u,universal_class) subclass(u,symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))))* -> equal(u,null_class) member(apply(choice,u),complement(symmetric_difference(v,cross_product(w,x)))).
% 299.74/300.49 170976[4:Res:92199.1,9799.1] || subclass(u,unordered_pair(v,w))* member(union(u,u),universal_class) -> equal(union(u,u),null_class) equal(apply(choice,union(u,u)),w)* equal(apply(choice,union(u,u)),v)*.
% 299.74/300.49 170975[4:Res:92198.1,9799.1] || subclass(u,unordered_pair(v,w))* member(union(u,null_class),universal_class) -> equal(union(u,null_class),null_class) equal(apply(choice,union(u,null_class)),w)* equal(apply(choice,union(u,null_class)),v)*.
% 299.74/300.49 170964[4:Res:92197.1,9799.1] || subclass(u,unordered_pair(v,w))* member(union(null_class,u),universal_class) -> equal(union(null_class,u),null_class) equal(apply(choice,union(null_class,u)),w)* equal(apply(choice,union(null_class,u)),v)*.
% 299.74/300.49 171769[0:MRR:171768.0,12497.1] || -> member(regular(intersection(u,union(v,complement(union(w,complement(power_class(x))))))),union(v,intersection(complement(w),power_class(x))))* equal(intersection(u,union(v,complement(union(w,complement(power_class(x)))))),null_class).
% 299.74/300.49 171771[0:MRR:171770.0,12497.1] || -> member(regular(intersection(union(u,complement(union(v,complement(power_class(w))))),x)),union(u,intersection(complement(v),power_class(w))))* equal(intersection(union(u,complement(union(v,complement(power_class(w))))),x),null_class).
% 299.74/300.49 172563[0:MRR:172562.0,12497.1] || -> member(regular(intersection(u,union(complement(union(v,complement(power_class(w)))),x))),union(intersection(complement(v),power_class(w)),x))* equal(intersection(u,union(complement(union(v,complement(power_class(w)))),x)),null_class).
% 299.74/300.49 172565[0:MRR:172564.0,12497.1] || -> member(regular(intersection(union(complement(union(u,complement(power_class(v)))),w),x)),union(intersection(complement(u),power_class(v)),w))* equal(intersection(union(complement(union(u,complement(power_class(v)))),w),x),null_class).
% 299.74/300.49 173119[0:MRR:173118.0,12497.1] || -> member(regular(intersection(u,union(v,complement(union(complement(power_class(w)),x))))),union(v,intersection(power_class(w),complement(x))))* equal(intersection(u,union(v,complement(union(complement(power_class(w)),x)))),null_class).
% 299.74/300.49 173121[0:MRR:173120.0,12497.1] || -> member(regular(intersection(union(u,complement(union(complement(power_class(v)),w))),x)),union(u,intersection(power_class(v),complement(w))))* equal(intersection(union(u,complement(union(complement(power_class(v)),w))),x),null_class).
% 299.74/300.49 13359[0:SpL:569.0,885.1] || member(u,union(union(v,w),union(complement(v),complement(w)))) member(u,complement(symmetric_difference(complement(v),complement(w)))) -> member(u,symmetric_difference(union(v,w),union(complement(v),complement(w))))*.
% 299.74/300.49 13942[0:Rew:823.1,13921.3] || member(first(regular(cross_product(u,v))),second(regular(cross_product(u,v))))* member(regular(cross_product(u,v)),cross_product(universal_class,universal_class)) -> equal(cross_product(u,v),null_class) member(regular(cross_product(u,v)),element_relation).
% 299.74/300.49 14015[0:Res:1040.2,49.1] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,cross_product(universal_class,universal_class)) equal(ordered_pair(v,compose(u,v)),successor(u)) -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),successor_relation)*.
% 299.74/300.49 13987[0:Res:1040.2,11.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,unordered_pair(w,x))* -> equal(ordered_pair(u,ordered_pair(v,compose(u,v))),x)* equal(ordered_pair(u,ordered_pair(v,compose(u,v))),w)*.
% 299.74/300.49 14546[0:Res:573.1,894.0] || member(not_subclass_element(u,intersection(v,complement(intersection(w,x)))),symmetric_difference(w,x))* member(not_subclass_element(u,intersection(v,complement(intersection(w,x)))),v)* -> subclass(u,intersection(v,complement(intersection(w,x)))).
% 299.74/300.49 15097[0:SpR:826.1,19.2] || member(second(not_subclass_element(cross_product(u,v),w)),x) member(first(not_subclass_element(cross_product(u,v),w)),y) -> subclass(cross_product(u,v),w) member(not_subclass_element(cross_product(u,v),w),cross_product(y,x))*.
% 299.74/300.49 15591[0:Res:1193.3,4.0] || member(u,universal_class) member(ordered_pair(v,w),cross_product(universal_class,universal_class)) member(ordered_pair(ordered_pair(w,v),u),x)* subclass(flip(x),y)* -> member(ordered_pair(ordered_pair(v,w),u),y)*.
% 299.74/300.49 15619[0:Res:1214.3,4.0] || member(u,universal_class) member(ordered_pair(v,w),cross_product(universal_class,universal_class)) member(ordered_pair(ordered_pair(w,u),v),x)* subclass(rotate(x),y)* -> member(ordered_pair(ordered_pair(v,w),u),y)*.
% 299.74/300.49 15708[0:SpL:829.2,22.0] || member(cross_product(u,v),universal_class) member(apply(choice,cross_product(u,v)),element_relation) -> equal(cross_product(u,v),null_class) member(first(apply(choice,cross_product(u,v))),second(apply(choice,cross_product(u,v))))*.
% 299.74/300.49 19246[4:Rew:19166.0,19221.2,19166.0,19221.1] || member(ordered_pair(universal_class,regular(image(u,image(v,null_class)))),cross_product(universal_class,universal_class))* -> equal(image(u,image(v,null_class)),null_class) member(ordered_pair(universal_class,regular(image(u,image(v,null_class)))),compose(u,v))*.
% 299.74/300.49 23520[0:Res:431.1,62.0] || subclass(ordered_pair(u,v),image(w,image(x,singleton(y))))* member(ordered_pair(y,unordered_pair(u,singleton(v))),cross_product(universal_class,universal_class)) -> member(ordered_pair(y,unordered_pair(u,singleton(v))),compose(w,x)).
% 299.74/300.49 24699[2:Res:61.1,7715.0] || member(ordered_pair(u,regular(regular(image(v,image(w,singleton(u)))))),compose(v,w))* -> equal(regular(image(v,image(w,singleton(u)))),null_class) equal(image(v,image(w,singleton(u))),null_class).
% 299.74/300.49 27469[0:Res:497.2,6535.0] || member(intersection(u,symmetric_difference(complement(v),complement(w))),universal_class) -> equal(intersection(u,symmetric_difference(complement(v),complement(w))),null_class) member(apply(choice,intersection(u,symmetric_difference(complement(v),complement(w)))),union(v,w))*.
% 299.74/300.49 27450[0:Res:496.2,6535.0] || member(intersection(symmetric_difference(complement(u),complement(v)),w),universal_class) -> equal(intersection(symmetric_difference(complement(u),complement(v)),w),null_class) member(apply(choice,intersection(symmetric_difference(complement(u),complement(v)),w)),union(u,v))*.
% 299.74/300.49 28622[0:Res:882.2,14561.0] || member(not_subclass_element(u,intersection(restrict(v,w,x),u)),cross_product(w,x))* member(not_subclass_element(u,intersection(restrict(v,w,x),u)),v)* -> subclass(u,intersection(restrict(v,w,x),u)).
% 299.74/300.49 31179[4:Rew:28759.0,29441.1] || -> subclass(union(null_class,cross_product(u,v)),w) equal(ordered_pair(first(not_subclass_element(union(null_class,cross_product(u,v)),w)),second(not_subclass_element(union(null_class,cross_product(u,v)),w))),not_subclass_element(union(null_class,cross_product(u,v)),w))**.
% 299.74/300.49 32862[0:SpL:8781.1,62.0] || member(u,image(v,range_of(null_class))) member(ordered_pair(w,u),cross_product(universal_class,universal_class)) -> equal(cross_product(singleton(w),universal_class),null_class) member(ordered_pair(w,u),compose(v,regular(cross_product(singleton(w),universal_class))))*.
% 299.74/300.49 37728[0:Res:285.1,617.0] || -> subclass(restrict(ordered_pair(u,v),w,x),y) equal(not_subclass_element(restrict(ordered_pair(u,v),w,x),y),unordered_pair(u,singleton(v)))** equal(not_subclass_element(restrict(ordered_pair(u,v),w,x),y),singleton(u)).
% 299.74/300.49 41728[4:SpR:826.1,17398.1] || subclass(domain_relation,rotate(u)) -> subclass(cross_product(v,w),x) member(ordered_pair(ordered_pair(second(not_subclass_element(cross_product(v,w),x)),cantor(not_subclass_element(cross_product(v,w),x))),first(not_subclass_element(cross_product(v,w),x))),u)*.
% 299.74/300.49 41847[4:SpR:826.1,17399.1] || subclass(domain_relation,flip(u)) -> subclass(cross_product(v,w),x) member(ordered_pair(not_subclass_element(cross_product(v,w),x),cantor(ordered_pair(second(not_subclass_element(cross_product(v,w),x)),first(not_subclass_element(cross_product(v,w),x))))),u)*.
% 299.74/300.49 41840[4:SpR:826.1,17399.1] || subclass(domain_relation,flip(u)) -> subclass(cross_product(v,w),x) member(ordered_pair(ordered_pair(second(not_subclass_element(cross_product(v,w),x)),first(not_subclass_element(cross_product(v,w),x))),cantor(not_subclass_element(cross_product(v,w),x))),u)*.
% 299.74/300.49 52861[0:MRR:52829.0,12502.1] || member(not_subclass_element(u,intersection(v,image(element_relation,power_class(w)))),v)* -> member(not_subclass_element(u,intersection(v,image(element_relation,power_class(w)))),power_class(complement(power_class(w))))* subclass(u,intersection(v,image(element_relation,power_class(w)))).
% 299.74/300.49 55943[0:Res:285.1,8686.2] || member(not_subclass_element(restrict(union(u,v),w,x),y),complement(v))* member(not_subclass_element(restrict(union(u,v),w,x),y),complement(u))* -> subclass(restrict(union(u,v),w,x),y).
% 299.74/300.49 60581[2:Res:13412.1,12576.0] || member(apply(choice,regular(intersection(u,v))),union(u,v)) -> member(apply(choice,regular(intersection(u,v))),symmetric_difference(u,v))* equal(regular(intersection(u,v)),null_class) equal(intersection(u,v),null_class).
% 299.74/300.49 60575[2:Res:13412.1,7719.0] || member(not_subclass_element(regular(intersection(u,v)),w),union(u,v)) -> member(not_subclass_element(regular(intersection(u,v)),w),symmetric_difference(u,v))* subclass(regular(intersection(u,v)),w) equal(intersection(u,v),null_class).
% 299.74/300.49 62795[0:Rew:48835.0,62748.1] || member(regular(intersection(u,union(complement(power_class(v)),image(element_relation,power_class(w))))),intersection(power_class(v),power_class(complement(power_class(w)))))* -> equal(intersection(u,union(complement(power_class(v)),image(element_relation,power_class(w)))),null_class).
% 299.74/300.49 62796[0:Rew:48835.0,62732.1] || member(regular(intersection(union(complement(power_class(u)),image(element_relation,power_class(v))),w)),intersection(power_class(u),power_class(complement(power_class(v)))))* -> equal(intersection(union(complement(power_class(u)),image(element_relation,power_class(v))),w),null_class).
% 299.74/300.49 62680[0:SpR:48835.0,9310.0] || -> equal(union(intersection(u,intersection(power_class(v),power_class(complement(power_class(w))))),intersection(complement(u),union(complement(power_class(v)),image(element_relation,power_class(w))))),complement(symmetric_difference(u,intersection(power_class(v),power_class(complement(power_class(w)))))))**.
% 299.74/300.49 62624[0:SpR:48835.0,9310.0] || -> equal(union(intersection(intersection(power_class(u),power_class(complement(power_class(v)))),w),intersection(union(complement(power_class(u)),image(element_relation,power_class(v))),complement(w))),complement(symmetric_difference(intersection(power_class(u),power_class(complement(power_class(v)))),w)))**.
% 299.74/300.49 63255[0:Rew:48838.0,63207.1] || member(regular(intersection(u,union(image(element_relation,power_class(v)),complement(power_class(w))))),intersection(power_class(complement(power_class(v))),power_class(w)))* -> equal(intersection(u,union(image(element_relation,power_class(v)),complement(power_class(w)))),null_class).
% 299.74/300.49 63256[0:Rew:48838.0,63191.1] || member(regular(intersection(union(image(element_relation,power_class(u)),complement(power_class(v))),w)),intersection(power_class(complement(power_class(u))),power_class(v)))* -> equal(intersection(union(image(element_relation,power_class(u)),complement(power_class(v))),w),null_class).
% 299.74/300.49 63138[0:SpR:48838.0,9310.0] || -> equal(union(intersection(u,intersection(power_class(complement(power_class(v))),power_class(w))),intersection(complement(u),union(image(element_relation,power_class(v)),complement(power_class(w))))),complement(symmetric_difference(u,intersection(power_class(complement(power_class(v))),power_class(w)))))**.
% 299.74/300.49 63082[0:SpR:48838.0,9310.0] || -> equal(union(intersection(intersection(power_class(complement(power_class(u))),power_class(v)),w),intersection(union(image(element_relation,power_class(u)),complement(power_class(v))),complement(w))),complement(symmetric_difference(intersection(power_class(complement(power_class(u))),power_class(v)),w)))**.
% 299.74/300.49 64173[0:Rew:823.1,64162.2] || member(singleton(singleton(singleton(regular(cross_product(u,v))))),application_function) -> equal(cross_product(u,v),null_class) equal(apply(singleton(regular(cross_product(u,v))),first(regular(cross_product(u,v)))),second(regular(cross_product(u,v))))**.
% 299.74/300.49 64217[0:Rew:823.1,64206.2] || member(singleton(singleton(singleton(regular(cross_product(u,v))))),composition_function) -> equal(cross_product(u,v),null_class) equal(compose(singleton(regular(cross_product(u,v))),first(regular(cross_product(u,v)))),second(regular(cross_product(u,v))))**.
% 299.74/300.49 67009[0:SpR:48104.0,3413.1] || -> equal(symmetric_difference(union(u,complement(power_class(v))),union(complement(u),power_class(v))),null_class) member(regular(symmetric_difference(union(u,complement(power_class(v))),union(complement(u),power_class(v)))),complement(symmetric_difference(complement(u),power_class(v))))*.
% 299.74/300.49 69487[0:Res:58368.0,3477.0] || -> equal(restrict(intersection(u,unordered_pair(v,w)),x,y),null_class) equal(regular(restrict(intersection(u,unordered_pair(v,w)),x,y)),w)** equal(regular(restrict(intersection(u,unordered_pair(v,w)),x,y)),v)**.
% 299.74/300.49 69484[0:Res:57780.0,3477.0] || -> equal(intersection(u,restrict(unordered_pair(v,w),x,y)),null_class) equal(regular(intersection(u,restrict(unordered_pair(v,w),x,y))),w)** equal(regular(intersection(u,restrict(unordered_pair(v,w),x,y))),v)**.
% 299.74/300.49 69473[4:Res:59822.0,3477.0] || -> equal(union(null_class,restrict(unordered_pair(u,v),w,x)),null_class) equal(regular(union(null_class,restrict(unordered_pair(u,v),w,x))),v)** equal(regular(union(null_class,restrict(unordered_pair(u,v),w,x))),u)**.
% 299.74/300.49 69467[0:Res:59150.0,3477.0] || -> equal(intersection(restrict(unordered_pair(u,v),w,x),y),null_class) equal(regular(intersection(restrict(unordered_pair(u,v),w,x),y)),v)** equal(regular(intersection(restrict(unordered_pair(u,v),w,x),y)),u)**.
% 299.74/300.49 69464[0:Res:57833.0,3477.0] || -> equal(restrict(intersection(unordered_pair(u,v),w),x,y),null_class) equal(regular(restrict(intersection(unordered_pair(u,v),w),x,y)),v)** equal(regular(restrict(intersection(unordered_pair(u,v),w),x,y)),u)**.
% 299.74/300.49 69462[4:Res:57960.0,3477.0] || -> equal(restrict(union(null_class,unordered_pair(u,v)),w,x),null_class) equal(regular(restrict(union(null_class,unordered_pair(u,v)),w,x)),v)** equal(regular(restrict(union(null_class,unordered_pair(u,v)),w,x)),u)**.
% 299.74/300.49 70200[0:SpL:9395.0,6527.0] || member(u,symmetric_difference(complement(symmetric_difference(complement(v),complement(singleton(v)))),union(successor(v),union(complement(v),complement(singleton(v))))))* -> member(u,complement(symmetric_difference(successor(v),union(complement(v),complement(singleton(v)))))).
% 299.74/300.49 78922[0:SpR:75586.0,3413.1] || -> equal(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),null_class) member(regular(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v)))),complement(symmetric_difference(cross_product(u,v),w)))*.
% 299.74/300.49 79096[4:Rew:79094.0,36063.0] || -> equal(union(symmetric_difference(cross_product(u,v),w),intersection(union(null_class,restrict(w,u,v)),complement(union(cross_product(u,v),w)))),complement(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v)))))**.
% 299.74/300.49 79415[0:SpR:75587.0,3413.1] || -> equal(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),null_class) member(regular(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w)))),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.74/300.49 79588[4:Rew:79585.0,36064.0] || -> equal(union(symmetric_difference(u,cross_product(v,w)),intersection(union(null_class,restrict(u,v,w)),complement(union(u,cross_product(v,w))))),complement(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w)))))**.
% 299.74/300.49 80275[0:Rew:80146.0,80080.2] || member(u,union(union(v,w),complement(intersection(v,w))))* member(u,complement(symmetric_difference(v,w))) subclass(symmetric_difference(union(v,w),complement(intersection(v,w))),x)* -> member(u,x)*.
% 299.74/300.49 80276[0:Rew:80146.0,80090.0] || equal(u,symmetric_difference(union(v,w),complement(intersection(v,w))))* member(x,union(union(v,w),complement(intersection(v,w))))* member(x,complement(symmetric_difference(v,w))) -> member(x,u)*.
% 299.74/300.49 80277[0:Rew:80146.0,80152.1] || -> equal(intersection(u,intersection(v,symmetric_difference(union(w,x),complement(intersection(w,x))))),null_class) member(regular(intersection(u,intersection(v,symmetric_difference(union(w,x),complement(intersection(w,x)))))),complement(symmetric_difference(w,x)))*.
% 299.74/300.49 80278[0:Rew:80146.0,80169.1] || -> equal(intersection(intersection(u,symmetric_difference(union(v,w),complement(intersection(v,w)))),x),null_class) member(regular(intersection(intersection(u,symmetric_difference(union(v,w),complement(intersection(v,w)))),x)),complement(symmetric_difference(v,w)))*.
% 299.74/300.49 80279[0:Rew:80146.0,80173.1] || -> equal(intersection(u,intersection(symmetric_difference(union(v,w),complement(intersection(v,w))),x)),null_class) member(regular(intersection(u,intersection(symmetric_difference(union(v,w),complement(intersection(v,w))),x))),complement(symmetric_difference(v,w)))*.
% 299.74/300.49 80280[0:Rew:80146.0,80210.1] || -> equal(intersection(intersection(symmetric_difference(union(u,v),complement(intersection(u,v))),w),x),null_class) member(regular(intersection(intersection(symmetric_difference(union(u,v),complement(intersection(u,v))),w),x)),complement(symmetric_difference(u,v)))*.
% 299.74/300.49 80688[0:Rew:80566.0,80599.1] || -> equal(symmetric_difference(union(power_class(u),complement(v)),union(complement(power_class(u)),v)),null_class) member(regular(symmetric_difference(union(power_class(u),complement(v)),union(complement(power_class(u)),v))),complement(symmetric_difference(power_class(u),complement(v))))*.
% 299.74/300.49 83421[4:Res:30965.1,6535.0] || member(union(null_class,symmetric_difference(complement(u),complement(v))),universal_class) -> equal(union(null_class,symmetric_difference(complement(u),complement(v))),null_class) member(apply(choice,union(null_class,symmetric_difference(complement(u),complement(v)))),union(u,v))*.
% 299.74/300.49 83618[4:Res:17597.3,14306.0] || member(u,universal_class) member(range_of(null_class),universal_class) -> member(u,cantor(v)) equal(ordered_pair(first(ordered_pair(apply(v,u),x__dfg)),second(ordered_pair(apply(v,u),x__dfg))),ordered_pair(apply(v,u),x__dfg))**.
% 299.74/300.49 83617[4:Res:17597.3,14382.0] || member(u,universal_class) member(range_of(null_class),universal_class) -> member(u,cantor(v)) equal(ordered_pair(first(ordered_pair(apply(v,u),omega)),second(ordered_pair(apply(v,u),omega))),ordered_pair(apply(v,u),omega))**.
% 299.74/300.49 87300[4:SpR:629.1,17768.2] || member(choice,universal_class) member(unordered_pair(u,v),cantor(choice)) -> equal(unordered_pair(u,v),null_class) equal(apply(choice,unordered_pair(u,v)),u) member(ordered_pair(choice,ordered_pair(unordered_pair(u,v),v)),application_function)*.
% 299.74/300.49 87298[4:SpR:629.2,17768.2] || member(choice,universal_class) member(unordered_pair(u,v),cantor(choice)) -> equal(unordered_pair(u,v),null_class) equal(apply(choice,unordered_pair(u,v)),v) member(ordered_pair(choice,ordered_pair(unordered_pair(u,v),u)),application_function)*.
% 299.74/300.49 87351[4:SpL:829.2,72139.0] || member(cross_product(u,v),universal_class) subclass(apply(choice,cross_product(u,v)),unordered_pair(first(apply(choice,cross_product(u,v))),singleton(second(apply(choice,cross_product(u,v))))))* -> equal(cross_product(u,v),null_class).
% 299.74/300.49 88024[9:Res:79114.1,9804.1] function(intersection(u,v)) || member(intersection(successor(intersection(u,v)),w),universal_class) -> equal(intersection(successor(intersection(u,v)),w),null_class) member(apply(choice,intersection(successor(intersection(u,v)),w)),u)*.
% 299.74/300.49 88023[9:Res:79114.1,9805.1] function(intersection(u,v)) || member(intersection(successor(intersection(u,v)),w),universal_class) -> equal(intersection(successor(intersection(u,v)),w),null_class) member(apply(choice,intersection(successor(intersection(u,v)),w)),v)*.
% 299.74/300.49 88079[9:Res:79218.1,9804.1] function(intersection(u,v)) || member(intersection(w,successor(intersection(u,v))),universal_class) -> equal(intersection(w,successor(intersection(u,v))),null_class) member(apply(choice,intersection(w,successor(intersection(u,v)))),u)*.
% 299.74/300.49 88078[9:Res:79218.1,9805.1] function(intersection(u,v)) || member(intersection(w,successor(intersection(u,v))),universal_class) -> equal(intersection(w,successor(intersection(u,v))),null_class) member(apply(choice,intersection(w,successor(intersection(u,v)))),v)*.
% 299.74/300.49 89019[2:MRR:88962.0,12497.1] || -> member(regular(intersection(u,regular(intersection(complement(v),power_class(w))))),union(v,complement(power_class(w))))* equal(intersection(u,regular(intersection(complement(v),power_class(w)))),null_class) equal(intersection(complement(v),power_class(w)),null_class).
% 299.74/300.49 89020[2:MRR:88960.0,12497.1] || -> member(regular(intersection(regular(intersection(complement(u),power_class(v))),w)),union(u,complement(power_class(v))))* equal(intersection(regular(intersection(complement(u),power_class(v))),w),null_class) equal(intersection(complement(u),power_class(v)),null_class).
% 299.74/300.49 89441[2:MRR:89380.0,12497.1] || -> member(regular(intersection(u,regular(intersection(power_class(v),complement(w))))),union(complement(power_class(v)),w))* equal(intersection(u,regular(intersection(power_class(v),complement(w)))),null_class) equal(intersection(power_class(v),complement(w)),null_class).
% 299.74/300.49 89442[2:MRR:89378.0,12497.1] || -> member(regular(intersection(regular(intersection(power_class(u),complement(v))),w)),union(complement(power_class(u)),v))* equal(intersection(regular(intersection(power_class(u),complement(v))),w),null_class) equal(intersection(power_class(u),complement(v)),null_class).
% 299.74/300.49 95829[4:Res:95477.0,3477.0] || -> equal(complement(successor(union(null_class,complement(unordered_pair(u,v))))),null_class) equal(regular(complement(successor(union(null_class,complement(unordered_pair(u,v)))))),v)** equal(regular(complement(successor(union(null_class,complement(unordered_pair(u,v)))))),u)**.
% 299.74/300.49 96260[0:Res:285.1,48030.0] || member(not_subclass_element(restrict(intersection(complement(u),power_class(complement(power_class(v)))),w,x),y),union(u,image(element_relation,power_class(v))))* -> subclass(restrict(intersection(complement(u),power_class(complement(power_class(v)))),w,x),y).
% 299.74/300.49 96579[0:Res:285.1,48062.0] || member(not_subclass_element(restrict(intersection(power_class(complement(power_class(u))),complement(v)),w,x),y),union(image(element_relation,power_class(u)),v))* -> subclass(restrict(intersection(power_class(complement(power_class(u))),complement(v)),w,x),y).
% 299.74/300.49 97255[0:SpL:48870.0,8690.0] || subclass(u,intersection(complement(v),union(complement(power_class(w)),intersection(complement(x),power_class(y)))))* member(regular(u),union(v,intersection(power_class(w),union(x,complement(power_class(y)))))) -> equal(u,null_class).
% 299.74/300.49 97252[0:SpL:48870.0,77406.0] || member(u,symmetric_difference(union(power_class(v),union(w,complement(power_class(x)))),union(complement(power_class(v)),intersection(complement(w),power_class(x)))))* -> member(u,complement(symmetric_difference(power_class(v),union(w,complement(power_class(x)))))).
% 299.74/300.49 97333[0:Rew:48870.0,97251.1] || member(not_subclass_element(u,union(complement(power_class(v)),intersection(complement(w),power_class(x)))),symmetric_difference(power_class(v),union(w,complement(power_class(x)))))* -> subclass(u,union(complement(power_class(v)),intersection(complement(w),power_class(x)))).
% 299.74/300.49 97237[0:SpL:48870.0,8690.0] || subclass(u,intersection(union(complement(power_class(v)),intersection(complement(w),power_class(x))),complement(y)))* member(regular(u),union(intersection(power_class(v),union(w,complement(power_class(x)))),y)) -> equal(u,null_class).
% 299.74/300.49 97334[0:Rew:48870.0,97208.1] || member(not_subclass_element(union(complement(power_class(u)),intersection(complement(v),power_class(w))),x),intersection(power_class(u),union(v,complement(power_class(w)))))* -> subclass(union(complement(power_class(u)),intersection(complement(v),power_class(w))),x).
% 299.74/300.49 97149[0:SpR:48870.0,9290.1] || member(u,symmetric_difference(complement(v),union(w,intersection(power_class(x),union(y,complement(power_class(z))))))) -> member(u,union(v,intersection(complement(w),union(complement(power_class(x)),intersection(complement(y),power_class(z))))))*.
% 299.74/300.49 97148[0:SpR:48870.0,9290.1] || member(u,symmetric_difference(complement(v),union(intersection(power_class(w),union(x,complement(power_class(y)))),z))) -> member(u,union(v,intersection(union(complement(power_class(w)),intersection(complement(x),power_class(y))),complement(z))))*.
% 299.74/300.49 97147[0:SpR:48870.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(v),union(complement(power_class(w)),intersection(complement(x),power_class(y)))))* member(u,union(complement(power_class(v)),intersection(power_class(w),union(x,complement(power_class(y)))))).
% 299.74/300.49 97144[0:SpR:48870.0,9215.1] || member(u,symmetric_difference(union(v,intersection(power_class(w),union(x,complement(power_class(y))))),complement(z))) -> member(u,union(intersection(complement(v),union(complement(power_class(w)),intersection(complement(x),power_class(y)))),z))*.
% 299.74/300.49 97132[0:SpR:48870.0,47997.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),intersection(complement(w),power_class(x))),power_class(y)))* member(u,union(intersection(power_class(v),union(w,complement(power_class(x)))),complement(power_class(y)))).
% 299.74/300.49 97125[0:SpR:48870.0,9215.1] || member(u,symmetric_difference(union(intersection(power_class(v),union(w,complement(power_class(x)))),y),complement(z))) -> member(u,union(intersection(union(complement(power_class(v)),intersection(complement(w),power_class(x))),complement(y)),z))*.
% 299.74/300.49 97957[0:SpL:48871.0,8690.0] || subclass(u,intersection(complement(v),union(intersection(complement(w),power_class(x)),complement(power_class(y)))))* member(regular(u),union(v,intersection(union(w,complement(power_class(x))),power_class(y)))) -> equal(u,null_class).
% 299.74/300.49 97954[0:SpL:48871.0,77406.0] || member(u,symmetric_difference(union(union(v,complement(power_class(w))),power_class(x)),union(intersection(complement(v),power_class(w)),complement(power_class(x)))))* -> member(u,complement(symmetric_difference(union(v,complement(power_class(w))),power_class(x)))).
% 299.74/300.49 98032[0:Rew:48871.0,97953.1] || member(not_subclass_element(u,union(intersection(complement(v),power_class(w)),complement(power_class(x)))),symmetric_difference(union(v,complement(power_class(w))),power_class(x)))* -> subclass(u,union(intersection(complement(v),power_class(w)),complement(power_class(x)))).
% 299.74/300.49 97939[0:SpL:48871.0,8690.0] || subclass(u,intersection(union(intersection(complement(v),power_class(w)),complement(power_class(x))),complement(y)))* member(regular(u),union(intersection(union(v,complement(power_class(w))),power_class(x)),y)) -> equal(u,null_class).
% 299.74/300.49 98033[0:Rew:48871.0,97910.1] || member(not_subclass_element(union(intersection(complement(u),power_class(v)),complement(power_class(w))),x),intersection(union(u,complement(power_class(v))),power_class(w)))* -> subclass(union(intersection(complement(u),power_class(v)),complement(power_class(w))),x).
% 299.74/300.49 97851[0:SpR:48871.0,9290.1] || member(u,symmetric_difference(complement(v),union(w,intersection(union(x,complement(power_class(y))),power_class(z))))) -> member(u,union(v,intersection(complement(w),union(intersection(complement(x),power_class(y)),complement(power_class(z))))))*.
% 299.74/300.49 97850[0:SpR:48871.0,9290.1] || member(u,symmetric_difference(complement(v),union(intersection(union(w,complement(power_class(x))),power_class(y)),z))) -> member(u,union(v,intersection(union(intersection(complement(w),power_class(x)),complement(power_class(y))),complement(z))))*.
% 299.74/300.49 97849[0:SpR:48871.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(v),union(intersection(complement(w),power_class(x)),complement(power_class(y)))))* member(u,union(complement(power_class(v)),intersection(union(w,complement(power_class(x))),power_class(y)))).
% 299.74/300.49 97846[0:SpR:48871.0,9215.1] || member(u,symmetric_difference(union(v,intersection(union(w,complement(power_class(x))),power_class(y))),complement(z))) -> member(u,union(intersection(complement(v),union(intersection(complement(w),power_class(x)),complement(power_class(y)))),z))*.
% 299.74/300.49 97834[0:SpR:48871.0,47997.1] || member(u,universal_class) -> member(u,intersection(union(intersection(complement(v),power_class(w)),complement(power_class(x))),power_class(y)))* member(u,union(intersection(union(v,complement(power_class(w))),power_class(x)),complement(power_class(y)))).
% 299.74/300.49 97827[0:SpR:48871.0,9215.1] || member(u,symmetric_difference(union(intersection(union(v,complement(power_class(w))),power_class(x)),y),complement(z))) -> member(u,union(intersection(union(intersection(complement(v),power_class(w)),complement(power_class(x))),complement(y)),z))*.
% 299.74/300.49 98648[0:SpL:48872.0,8690.0] || subclass(u,intersection(complement(v),union(intersection(power_class(w),complement(x)),complement(power_class(y)))))* member(regular(u),union(v,intersection(union(complement(power_class(w)),x),power_class(y)))) -> equal(u,null_class).
% 299.74/300.49 98645[0:SpL:48872.0,77406.0] || member(u,symmetric_difference(union(union(complement(power_class(v)),w),power_class(x)),union(intersection(power_class(v),complement(w)),complement(power_class(x)))))* -> member(u,complement(symmetric_difference(union(complement(power_class(v)),w),power_class(x)))).
% 299.74/300.49 98728[0:Rew:48872.0,98644.1] || member(not_subclass_element(u,union(intersection(power_class(v),complement(w)),complement(power_class(x)))),symmetric_difference(union(complement(power_class(v)),w),power_class(x)))* -> subclass(u,union(intersection(power_class(v),complement(w)),complement(power_class(x)))).
% 299.74/300.49 98630[0:SpL:48872.0,8690.0] || subclass(u,intersection(union(intersection(power_class(v),complement(w)),complement(power_class(x))),complement(y)))* member(regular(u),union(intersection(union(complement(power_class(v)),w),power_class(x)),y)) -> equal(u,null_class).
% 299.74/300.49 98729[0:Rew:48872.0,98601.1] || member(not_subclass_element(union(intersection(power_class(u),complement(v)),complement(power_class(w))),x),intersection(union(complement(power_class(u)),v),power_class(w)))* -> subclass(union(intersection(power_class(u),complement(v)),complement(power_class(w))),x).
% 299.74/300.49 98539[0:SpR:48872.0,9290.1] || member(u,symmetric_difference(complement(v),union(w,intersection(union(complement(power_class(x)),y),power_class(z))))) -> member(u,union(v,intersection(complement(w),union(intersection(power_class(x),complement(y)),complement(power_class(z))))))*.
% 299.74/300.49 98538[0:SpR:48872.0,9290.1] || member(u,symmetric_difference(complement(v),union(intersection(union(complement(power_class(w)),x),power_class(y)),z))) -> member(u,union(v,intersection(union(intersection(power_class(w),complement(x)),complement(power_class(y))),complement(z))))*.
% 299.74/300.49 98537[0:SpR:48872.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(v),union(intersection(power_class(w),complement(x)),complement(power_class(y)))))* member(u,union(complement(power_class(v)),intersection(union(complement(power_class(w)),x),power_class(y)))).
% 299.74/300.49 98534[0:SpR:48872.0,9215.1] || member(u,symmetric_difference(union(v,intersection(union(complement(power_class(w)),x),power_class(y))),complement(z))) -> member(u,union(intersection(complement(v),union(intersection(power_class(w),complement(x)),complement(power_class(y)))),z))*.
% 299.74/300.49 98521[0:SpR:48872.0,47997.1] || member(u,universal_class) -> member(u,intersection(union(intersection(power_class(v),complement(w)),complement(power_class(x))),power_class(y)))* member(u,union(intersection(union(complement(power_class(v)),w),power_class(x)),complement(power_class(y)))).
% 299.74/300.49 98514[0:SpR:48872.0,9215.1] || member(u,symmetric_difference(union(intersection(union(complement(power_class(v)),w),power_class(x)),y),complement(z))) -> member(u,union(intersection(union(intersection(power_class(v),complement(w)),complement(power_class(x))),complement(y)),z))*.
% 299.74/300.49 99367[0:SpL:48874.0,8690.0] || subclass(u,intersection(complement(v),union(complement(power_class(w)),intersection(power_class(x),complement(y)))))* member(regular(u),union(v,intersection(power_class(w),union(complement(power_class(x)),y)))) -> equal(u,null_class).
% 299.74/300.49 99364[0:SpL:48874.0,77406.0] || member(u,symmetric_difference(union(power_class(v),union(complement(power_class(w)),x)),union(complement(power_class(v)),intersection(power_class(w),complement(x)))))* -> member(u,complement(symmetric_difference(power_class(v),union(complement(power_class(w)),x)))).
% 299.74/300.49 99448[0:Rew:48874.0,99363.1] || member(not_subclass_element(u,union(complement(power_class(v)),intersection(power_class(w),complement(x)))),symmetric_difference(power_class(v),union(complement(power_class(w)),x)))* -> subclass(u,union(complement(power_class(v)),intersection(power_class(w),complement(x)))).
% 299.74/300.49 99349[0:SpL:48874.0,8690.0] || subclass(u,intersection(union(complement(power_class(v)),intersection(power_class(w),complement(x))),complement(y)))* member(regular(u),union(intersection(power_class(v),union(complement(power_class(w)),x)),y)) -> equal(u,null_class).
% 299.74/300.49 99449[0:Rew:48874.0,99320.1] || member(not_subclass_element(union(complement(power_class(u)),intersection(power_class(v),complement(w))),x),intersection(power_class(u),union(complement(power_class(v)),w)))* -> subclass(union(complement(power_class(u)),intersection(power_class(v),complement(w))),x).
% 299.74/300.49 99258[0:SpR:48874.0,9290.1] || member(u,symmetric_difference(complement(v),union(w,intersection(power_class(x),union(complement(power_class(y)),z))))) -> member(u,union(v,intersection(complement(w),union(complement(power_class(x)),intersection(power_class(y),complement(z))))))*.
% 299.74/300.49 99257[0:SpR:48874.0,9290.1] || member(u,symmetric_difference(complement(v),union(intersection(power_class(w),union(complement(power_class(x)),y)),z))) -> member(u,union(v,intersection(union(complement(power_class(w)),intersection(power_class(x),complement(y))),complement(z))))*.
% 299.74/300.49 99256[0:SpR:48874.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(v),union(complement(power_class(w)),intersection(power_class(x),complement(y)))))* member(u,union(complement(power_class(v)),intersection(power_class(w),union(complement(power_class(x)),y)))).
% 299.74/300.49 99253[0:SpR:48874.0,9215.1] || member(u,symmetric_difference(union(v,intersection(power_class(w),union(complement(power_class(x)),y))),complement(z))) -> member(u,union(intersection(complement(v),union(complement(power_class(w)),intersection(power_class(x),complement(y)))),z))*.
% 299.74/300.49 99240[0:SpR:48874.0,47997.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),intersection(power_class(w),complement(x))),power_class(y)))* member(u,union(intersection(power_class(v),union(complement(power_class(w)),x)),complement(power_class(y)))).
% 299.74/300.49 99233[0:SpR:48874.0,9215.1] || member(u,symmetric_difference(union(intersection(power_class(v),union(complement(power_class(w)),x)),y),complement(z))) -> member(u,union(intersection(union(complement(power_class(v)),intersection(power_class(w),complement(x))),complement(y)),z))*.
% 299.74/300.49 100459[4:Res:3147.1,17679.1] || member(u,universal_class) member(regular(intersection(v,restrict(cross_product(singleton(u),universal_class),w,x))),y)* -> equal(intersection(v,restrict(cross_product(singleton(u),universal_class),w,x)),null_class) member(u,cantor(y)).
% 299.74/300.49 100456[4:Res:3319.1,17679.1] || member(u,universal_class) member(regular(intersection(restrict(cross_product(singleton(u),universal_class),v,w),x)),y)* -> equal(intersection(restrict(cross_product(singleton(u),universal_class),v,w),x),null_class) member(u,cantor(y)).
% 299.74/300.49 102518[0:Rew:102293.0,101001.1] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,union(w,complement(union(x,y)))) member(ordered_pair(u,ordered_pair(v,compose(u,v))),intersection(complement(w),union(x,y)))* -> .
% 299.74/300.49 102660[0:Rew:102293.0,101712.1] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,union(complement(union(w,x)),y)) member(ordered_pair(u,ordered_pair(v,compose(u,v))),intersection(union(w,x),complement(y)))* -> .
% 299.74/300.49 103967[0:Rew:103948.0,63144.0] || -> equal(union(u,intersection(union(image(element_relation,power_class(v)),complement(power_class(w))),complement(singleton(intersection(power_class(complement(power_class(v))),power_class(w)))))),union(u,complement(successor(intersection(power_class(complement(power_class(v))),power_class(w))))))**.
% 299.74/300.49 103968[0:Rew:103948.0,62686.0] || -> equal(union(u,intersection(union(complement(power_class(v)),image(element_relation,power_class(w))),complement(singleton(intersection(power_class(v),power_class(complement(power_class(w)))))))),union(u,complement(successor(intersection(power_class(v),power_class(complement(power_class(w))))))))**.
% 299.74/300.49 103979[0:Rew:103959.0,63097.0] || -> equal(union(intersection(union(image(element_relation,power_class(u)),complement(power_class(v))),complement(singleton(intersection(power_class(complement(power_class(u))),power_class(v))))),w),union(w,complement(successor(intersection(power_class(complement(power_class(u))),power_class(v))))))**.
% 299.74/300.49 103980[0:Rew:103959.0,62639.0] || -> equal(union(intersection(union(complement(power_class(u)),image(element_relation,power_class(v))),complement(singleton(intersection(power_class(u),power_class(complement(power_class(v))))))),w),union(w,complement(successor(intersection(power_class(u),power_class(complement(power_class(v))))))))**.
% 299.74/300.49 104745[0:Rew:102293.0,102508.1] || member(not_subclass_element(intersection(u,v),intersection(union(w,complement(union(x,y))),u)),symmetric_difference(complement(w),union(x,y)))* -> subclass(intersection(u,v),intersection(union(w,complement(union(x,y))),u)).
% 299.74/300.49 104746[0:Rew:102293.0,102509.1] || member(not_subclass_element(intersection(u,v),intersection(union(w,complement(union(x,y))),v)),symmetric_difference(complement(w),union(x,y)))* -> subclass(intersection(u,v),intersection(union(w,complement(union(x,y))),v)).
% 299.74/300.49 104747[0:Rew:102293.0,102513.1] || member(not_subclass_element(intersection(u,intersection(v,union(w,complement(union(x,y))))),z),intersection(complement(w),union(x,y)))* -> subclass(intersection(u,intersection(v,union(w,complement(union(x,y))))),z).
% 299.74/300.49 104748[0:Rew:102293.0,102580.1] || member(not_subclass_element(intersection(intersection(u,union(v,complement(union(w,x)))),y),z),intersection(complement(v),union(w,x)))* -> subclass(intersection(intersection(u,union(v,complement(union(w,x)))),y),z).
% 299.74/300.49 104749[0:Rew:102293.0,102594.2] || member(not_subclass_element(u,intersection(union(v,complement(union(w,x))),y)),symmetric_difference(complement(v),union(w,x)))* subclass(u,y) -> subclass(u,intersection(union(v,complement(union(w,x))),y)).
% 299.74/300.49 104750[0:Rew:102293.0,102596.1] || member(not_subclass_element(intersection(u,intersection(union(v,complement(union(w,x))),y)),z),intersection(complement(v),union(w,x)))* -> subclass(intersection(u,intersection(union(v,complement(union(w,x))),y)),z).
% 299.74/300.49 104751[0:Rew:102293.0,102648.1] || member(not_subclass_element(intersection(u,v),intersection(union(complement(union(w,x)),y),u)),symmetric_difference(union(w,x),complement(y)))* -> subclass(intersection(u,v),intersection(union(complement(union(w,x)),y),u)).
% 299.74/300.49 104752[0:Rew:102293.0,102649.1] || member(not_subclass_element(intersection(u,v),intersection(union(complement(union(w,x)),y),v)),symmetric_difference(union(w,x),complement(y)))* -> subclass(intersection(u,v),intersection(union(complement(union(w,x)),y),v)).
% 299.74/300.49 104753[0:Rew:102293.0,102653.1] || member(not_subclass_element(intersection(u,intersection(v,union(complement(union(w,x)),y))),z),intersection(union(w,x),complement(y)))* -> subclass(intersection(u,intersection(v,union(complement(union(w,x)),y))),z).
% 299.74/300.49 104756[0:Rew:102293.0,102855.1] || member(not_subclass_element(intersection(intersection(union(u,complement(union(v,w))),x),y),z),intersection(complement(u),union(v,w)))* -> subclass(intersection(intersection(union(u,complement(union(v,w))),x),y),z).
% 299.74/300.49 104757[0:Rew:102293.0,103016.1] || member(not_subclass_element(intersection(intersection(u,union(complement(union(v,w)),x)),y),z),intersection(union(v,w),complement(x)))* -> subclass(intersection(intersection(u,union(complement(union(v,w)),x)),y),z).
% 299.74/300.49 104758[0:Rew:102293.0,103030.2] || member(not_subclass_element(u,intersection(union(complement(union(v,w)),x),y)),symmetric_difference(union(v,w),complement(x)))* subclass(u,y) -> subclass(u,intersection(union(complement(union(v,w)),x),y)).
% 299.74/300.49 104759[0:Rew:102293.0,103032.1] || member(not_subclass_element(intersection(u,intersection(union(complement(union(v,w)),x),y)),z),intersection(union(v,w),complement(x)))* -> subclass(intersection(u,intersection(union(complement(union(v,w)),x),y)),z).
% 299.74/300.49 104762[0:Rew:102293.0,103194.1] || member(not_subclass_element(intersection(intersection(union(complement(union(u,v)),w),x),y),z),intersection(union(u,v),complement(w)))* -> subclass(intersection(intersection(union(complement(union(u,v)),w),x),y),z).
% 299.74/300.49 104767[0:Rew:102293.0,102243.1,102293.0,102243.0] || member(not_subclass_element(intersection(union(complement(union(u,v)),w),complement(x)),y),union(intersection(union(u,v),complement(w)),x))* -> subclass(complement(union(intersection(union(u,v),complement(w)),x)),y).
% 299.74/300.49 104768[0:Rew:102293.0,102240.1,102293.0,102240.0] || member(not_subclass_element(intersection(union(u,complement(union(v,w))),complement(x)),y),union(intersection(complement(u),union(v,w)),x))* -> subclass(complement(union(intersection(complement(u),union(v,w)),x)),y).
% 299.74/300.49 104769[0:Rew:102293.0,102215.1,102293.0,102215.0] || member(not_subclass_element(intersection(complement(u),union(complement(union(v,w)),x)),y),union(u,intersection(union(v,w),complement(x))))* -> subclass(complement(union(u,intersection(union(v,w),complement(x)))),y).
% 299.74/300.49 104770[0:Rew:102293.0,102212.1,102293.0,102212.0] || member(not_subclass_element(intersection(complement(u),union(v,complement(union(w,x)))),y),union(u,intersection(complement(v),union(w,x))))* -> subclass(complement(union(u,intersection(complement(v),union(w,x)))),y).
% 299.74/300.49 104773[2:Rew:102293.0,102960.2,102293.0,102960.1] || -> member(regular(intersection(u,regular(power_class(complement(union(v,w)))))),image(element_relation,union(v,w)))* equal(intersection(u,regular(power_class(complement(union(v,w))))),null_class) equal(power_class(complement(union(v,w))),null_class).
% 299.74/300.49 104776[2:Rew:102293.0,103266.1,102293.0,103266.0] || -> member(regular(intersection(regular(power_class(complement(union(u,v)))),w)),image(element_relation,union(u,v)))* equal(intersection(regular(power_class(complement(union(u,v)))),w),null_class) equal(power_class(complement(union(u,v))),null_class).
% 299.74/300.49 112904[0:Res:3147.1,102295.0] || -> equal(intersection(u,restrict(symmetric_difference(complement(v),union(w,x)),y,z)),null_class) member(regular(intersection(u,restrict(symmetric_difference(complement(v),union(w,x)),y,z))),union(v,complement(union(w,x))))*.
% 299.74/300.49 112901[0:Res:3319.1,102295.0] || -> equal(intersection(restrict(symmetric_difference(complement(u),union(v,w)),x,y),z),null_class) member(regular(intersection(restrict(symmetric_difference(complement(u),union(v,w)),x,y),z)),union(u,complement(union(v,w))))*.
% 299.74/300.49 112863[0:Res:73.2,102295.0] || member(symmetric_difference(complement(u),union(v,w)),universal_class) -> equal(symmetric_difference(complement(u),union(v,w)),null_class) member(apply(choice,symmetric_difference(complement(u),union(v,w))),union(u,complement(union(v,w))))*.
% 299.74/300.49 113201[6:Rew:112707.0,113183.2,112707.0,113183.1] || member(ordered_pair(u,not_subclass_element(image(v,range_of(null_class)),w)),cross_product(universal_class,universal_class)) -> subclass(image(v,range_of(null_class)),w) member(ordered_pair(u,not_subclass_element(image(v,range_of(null_class)),w)),compose(v,successor(null_class)))*.
% 299.74/300.49 113335[0:Res:3147.1,102309.0] || -> equal(intersection(u,restrict(symmetric_difference(union(v,w),complement(x)),y,z)),null_class) member(regular(intersection(u,restrict(symmetric_difference(union(v,w),complement(x)),y,z))),union(complement(union(v,w)),x))*.
% 299.74/300.49 113332[0:Res:3319.1,102309.0] || -> equal(intersection(restrict(symmetric_difference(union(u,v),complement(w)),x,y),z),null_class) member(regular(intersection(restrict(symmetric_difference(union(u,v),complement(w)),x,y),z)),union(complement(union(u,v)),w))*.
% 299.74/300.49 113294[0:Res:73.2,102309.0] || member(symmetric_difference(union(u,v),complement(w)),universal_class) -> equal(symmetric_difference(union(u,v),complement(w)),null_class) member(apply(choice,symmetric_difference(union(u,v),complement(w))),union(complement(union(u,v)),w))*.
% 299.74/300.49 113611[2:MRR:113512.0,12497.1] || -> member(regular(intersection(u,regular(image(element_relation,union(v,w))))),power_class(complement(union(v,w))))* equal(intersection(u,regular(image(element_relation,union(v,w)))),null_class) equal(image(element_relation,union(v,w)),null_class).
% 299.74/300.49 113612[2:MRR:113510.0,12497.1] || -> member(regular(intersection(regular(image(element_relation,union(u,v))),w)),power_class(complement(union(u,v))))* equal(intersection(regular(image(element_relation,union(u,v))),w),null_class) equal(image(element_relation,union(u,v)),null_class).
% 299.74/300.49 114214[0:Res:7758.1,102294.0] || member(not_subclass_element(intersection(intersection(intersection(complement(u),union(v,w)),x),y),z),union(u,complement(union(v,w))))* -> subclass(intersection(intersection(intersection(complement(u),union(v,w)),x),y),z).
% 299.74/300.49 114213[0:Res:6566.1,102294.0] || member(not_subclass_element(intersection(u,intersection(v,intersection(complement(w),union(x,y)))),z),union(w,complement(union(x,y))))* -> subclass(intersection(u,intersection(v,intersection(complement(w),union(x,y)))),z).
% 299.74/300.49 114212[0:Res:7759.1,102294.0] || member(not_subclass_element(intersection(intersection(u,intersection(complement(v),union(w,x))),y),z),union(v,complement(union(w,x))))* -> subclass(intersection(intersection(u,intersection(complement(v),union(w,x))),y),z).
% 299.74/300.49 114210[0:Res:6565.1,102294.0] || member(not_subclass_element(intersection(u,intersection(intersection(complement(v),union(w,x)),y)),z),union(v,complement(union(w,x))))* -> subclass(intersection(u,intersection(intersection(complement(v),union(w,x)),y)),z).
% 299.74/300.49 114184[0:Res:1040.2,102294.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,intersection(complement(w),union(x,y))) member(ordered_pair(u,ordered_pair(v,compose(u,v))),union(w,complement(union(x,y))))* -> .
% 299.74/300.49 114115[0:SpL:48874.0,102294.0] || member(u,intersection(union(complement(power_class(v)),intersection(power_class(w),complement(x))),union(y,z)))* member(u,union(intersection(power_class(v),union(complement(power_class(w)),x)),complement(union(y,z)))) -> .
% 299.74/300.49 114114[0:SpL:48870.0,102294.0] || member(u,intersection(union(complement(power_class(v)),intersection(complement(w),power_class(x))),union(y,z)))* member(u,union(intersection(power_class(v),union(w,complement(power_class(x)))),complement(union(y,z)))) -> .
% 299.74/300.49 114113[0:SpL:48872.0,102294.0] || member(u,intersection(union(intersection(power_class(v),complement(w)),complement(power_class(x))),union(y,z)))* member(u,union(intersection(union(complement(power_class(v)),w),power_class(x)),complement(union(y,z)))) -> .
% 299.74/300.49 114112[0:SpL:48871.0,102294.0] || member(u,intersection(union(intersection(complement(v),power_class(w)),complement(power_class(x))),union(y,z)))* member(u,union(intersection(union(v,complement(power_class(w))),power_class(x)),complement(union(y,z)))) -> .
% 299.74/300.49 115186[0:Res:7758.1,102308.0] || member(not_subclass_element(intersection(intersection(intersection(union(u,v),complement(w)),x),y),z),union(complement(union(u,v)),w))* -> subclass(intersection(intersection(intersection(union(u,v),complement(w)),x),y),z).
% 299.74/300.49 115185[0:Res:6566.1,102308.0] || member(not_subclass_element(intersection(u,intersection(v,intersection(union(w,x),complement(y)))),z),union(complement(union(w,x)),y))* -> subclass(intersection(u,intersection(v,intersection(union(w,x),complement(y)))),z).
% 299.74/300.49 115184[0:Res:7759.1,102308.0] || member(not_subclass_element(intersection(intersection(u,intersection(union(v,w),complement(x))),y),z),union(complement(union(v,w)),x))* -> subclass(intersection(intersection(u,intersection(union(v,w),complement(x))),y),z).
% 299.74/300.49 115182[0:Res:6565.1,102308.0] || member(not_subclass_element(intersection(u,intersection(intersection(union(v,w),complement(x)),y)),z),union(complement(union(v,w)),x))* -> subclass(intersection(u,intersection(intersection(union(v,w),complement(x)),y)),z).
% 299.74/300.49 115156[0:Res:1040.2,102308.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,intersection(union(w,x),complement(y))) member(ordered_pair(u,ordered_pair(v,compose(u,v))),union(complement(union(w,x)),y))* -> .
% 299.74/300.49 115047[0:SpL:48874.0,102308.0] || member(u,intersection(union(v,w),union(complement(power_class(x)),intersection(power_class(y),complement(z)))))* member(u,union(complement(union(v,w)),intersection(power_class(x),union(complement(power_class(y)),z)))) -> .
% 299.74/300.49 115046[0:SpL:48870.0,102308.0] || member(u,intersection(union(v,w),union(complement(power_class(x)),intersection(complement(y),power_class(z)))))* member(u,union(complement(union(v,w)),intersection(power_class(x),union(y,complement(power_class(z)))))) -> .
% 299.74/300.49 115045[0:SpL:48872.0,102308.0] || member(u,intersection(union(v,w),union(intersection(power_class(x),complement(y)),complement(power_class(z)))))* member(u,union(complement(union(v,w)),intersection(union(complement(power_class(x)),y),power_class(z)))) -> .
% 299.74/300.49 115044[0:SpL:48871.0,102308.0] || member(u,intersection(union(v,w),union(intersection(complement(x),power_class(y)),complement(power_class(z)))))* member(u,union(complement(union(v,w)),intersection(union(x,complement(power_class(y))),power_class(z)))) -> .
% 299.74/300.49 116622[0:SpR:102469.0,3276.1] || -> equal(symmetric_difference(restrict(u,v,w),complement(union(cross_product(v,w),u))),null_class) member(regular(symmetric_difference(restrict(u,v,w),complement(union(cross_product(v,w),u)))),complement(symmetric_difference(cross_product(v,w),u)))*.
% 299.74/300.49 117484[0:SpR:102489.0,3276.1] || -> equal(symmetric_difference(restrict(u,v,w),complement(union(u,cross_product(v,w)))),null_class) member(regular(symmetric_difference(restrict(u,v,w),complement(union(u,cross_product(v,w))))),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.74/300.49 118902[0:SpL:102945.0,102308.0] || member(u,intersection(union(v,w),union(complement(power_class(x)),image(element_relation,union(y,z)))))* member(u,union(complement(union(v,w)),intersection(power_class(x),power_class(complement(union(y,z)))))) -> .
% 299.74/300.49 118896[0:SpL:102945.0,77406.0] || member(u,symmetric_difference(union(power_class(v),power_class(complement(union(w,x)))),union(complement(power_class(v)),image(element_relation,union(w,x)))))* -> member(u,complement(symmetric_difference(power_class(v),power_class(complement(union(w,x)))))).
% 299.74/300.49 119014[0:Rew:102945.0,118895.1] || member(not_subclass_element(u,union(complement(power_class(v)),image(element_relation,union(w,x)))),symmetric_difference(power_class(v),power_class(complement(union(w,x)))))* -> subclass(u,union(complement(power_class(v)),image(element_relation,union(w,x)))).
% 299.74/300.49 118892[0:SpL:102945.0,102294.0] || member(u,intersection(union(complement(power_class(v)),image(element_relation,union(w,x))),union(y,z)))* member(u,union(intersection(power_class(v),power_class(complement(union(w,x)))),complement(union(y,z)))) -> .
% 299.74/300.49 119015[0:Rew:102945.0,118855.1] || member(not_subclass_element(union(complement(power_class(u)),image(element_relation,union(v,w))),x),intersection(power_class(u),power_class(complement(union(v,w)))))* -> subclass(union(complement(power_class(u)),image(element_relation,union(v,w))),x).
% 299.74/300.49 118773[0:SpR:102945.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(v),union(complement(power_class(w)),image(element_relation,union(x,y)))))* member(u,union(complement(power_class(v)),intersection(power_class(w),power_class(complement(union(x,y)))))).
% 299.74/300.49 118762[0:SpR:102945.0,47997.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),image(element_relation,union(w,x))),power_class(y)))* member(u,union(intersection(power_class(v),power_class(complement(union(w,x)))),complement(power_class(y)))).
% 299.74/300.49 123229[0:SpL:103074.0,102308.0] || member(u,intersection(union(v,w),union(image(element_relation,power_class(x)),complement(union(y,z)))))* member(u,union(complement(union(v,w)),intersection(power_class(complement(power_class(x))),union(y,z)))) -> .
% 299.74/300.49 123223[0:SpL:103074.0,77406.0] || member(u,symmetric_difference(union(power_class(complement(power_class(v))),union(w,x)),union(image(element_relation,power_class(v)),complement(union(w,x)))))* -> member(u,complement(symmetric_difference(power_class(complement(power_class(v))),union(w,x)))).
% 299.74/300.49 123338[0:Rew:103074.0,123222.1] || member(not_subclass_element(u,union(image(element_relation,power_class(v)),complement(union(w,x)))),symmetric_difference(power_class(complement(power_class(v))),union(w,x)))* -> subclass(u,union(image(element_relation,power_class(v)),complement(union(w,x)))).
% 299.74/300.49 123219[0:SpL:103074.0,102294.0] || member(u,intersection(union(image(element_relation,power_class(v)),complement(union(w,x))),union(y,z)))* member(u,union(intersection(power_class(complement(power_class(v))),union(w,x)),complement(union(y,z)))) -> .
% 299.74/300.49 123339[0:Rew:103074.0,123181.1] || member(not_subclass_element(union(image(element_relation,power_class(u)),complement(union(v,w))),x),intersection(power_class(complement(power_class(u))),union(v,w)))* -> subclass(union(image(element_relation,power_class(u)),complement(union(v,w))),x).
% 299.74/300.49 123099[0:SpR:103074.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(v),union(image(element_relation,power_class(w)),complement(union(x,y)))))* member(u,union(complement(power_class(v)),intersection(power_class(complement(power_class(w))),union(x,y)))).
% 299.74/300.49 123087[0:SpR:103074.0,47997.1] || member(u,universal_class) -> member(u,intersection(union(image(element_relation,power_class(v)),complement(union(w,x))),power_class(y)))* member(u,union(intersection(power_class(complement(power_class(v))),union(w,x)),complement(power_class(y)))).
% 299.74/300.49 123775[0:SpL:103320.0,102308.0] || member(u,intersection(union(v,w),union(image(element_relation,union(x,y)),complement(power_class(z)))))* member(u,union(complement(union(v,w)),intersection(power_class(complement(union(x,y))),power_class(z)))) -> .
% 299.74/300.49 123769[0:SpL:103320.0,77406.0] || member(u,symmetric_difference(union(power_class(complement(union(v,w))),power_class(x)),union(image(element_relation,union(v,w)),complement(power_class(x)))))* -> member(u,complement(symmetric_difference(power_class(complement(union(v,w))),power_class(x)))).
% 299.74/300.49 123892[0:Rew:103320.0,123768.1] || member(not_subclass_element(u,union(image(element_relation,union(v,w)),complement(power_class(x)))),symmetric_difference(power_class(complement(union(v,w))),power_class(x)))* -> subclass(u,union(image(element_relation,union(v,w)),complement(power_class(x)))).
% 299.74/300.49 123765[0:SpL:103320.0,102294.0] || member(u,intersection(union(image(element_relation,union(v,w)),complement(power_class(x))),union(y,z)))* member(u,union(intersection(power_class(complement(union(v,w))),power_class(x)),complement(union(y,z)))) -> .
% 299.74/300.49 123893[0:Rew:103320.0,123727.1] || member(not_subclass_element(union(image(element_relation,union(u,v)),complement(power_class(w))),x),intersection(power_class(complement(union(u,v))),power_class(w)))* -> subclass(union(image(element_relation,union(u,v)),complement(power_class(w))),x).
% 299.74/300.49 123643[0:SpR:103320.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(v),union(image(element_relation,union(w,x)),complement(power_class(y)))))* member(u,union(complement(power_class(v)),intersection(power_class(complement(union(w,x))),power_class(y)))).
% 299.74/300.49 123631[0:SpR:103320.0,47997.1] || member(u,universal_class) -> member(u,intersection(union(image(element_relation,union(v,w)),complement(power_class(x))),power_class(y)))* member(u,union(intersection(power_class(complement(union(v,w))),power_class(x)),complement(power_class(y)))).
% 299.74/300.49 124009[4:Res:123487.0,3477.0] || -> equal(complement(successor(complement(intersection(unordered_pair(u,v),w)))),null_class) equal(regular(complement(successor(complement(intersection(unordered_pair(u,v),w))))),v)** equal(regular(complement(successor(complement(intersection(unordered_pair(u,v),w))))),u)**.
% 299.74/300.49 124169[4:Res:123906.0,3477.0] || -> equal(complement(successor(complement(intersection(u,unordered_pair(v,w))))),null_class) equal(regular(complement(successor(complement(intersection(u,unordered_pair(v,w)))))),w)** equal(regular(complement(successor(complement(intersection(u,unordered_pair(v,w)))))),v)**.
% 299.74/300.49 124790[0:SpL:103450.0,102308.0] || member(u,intersection(union(v,w),union(complement(union(x,y)),image(element_relation,power_class(z)))))* member(u,union(complement(union(v,w)),intersection(union(x,y),power_class(complement(power_class(z)))))) -> .
% 299.74/300.49 124784[0:SpL:103450.0,77406.0] || member(u,symmetric_difference(union(union(v,w),power_class(complement(power_class(x)))),union(complement(union(v,w)),image(element_relation,power_class(x)))))* -> member(u,complement(symmetric_difference(union(v,w),power_class(complement(power_class(x)))))).
% 299.74/300.49 124903[0:Rew:103450.0,124783.1] || member(not_subclass_element(u,union(complement(union(v,w)),image(element_relation,power_class(x)))),symmetric_difference(union(v,w),power_class(complement(power_class(x)))))* -> subclass(u,union(complement(union(v,w)),image(element_relation,power_class(x)))).
% 299.74/300.49 124780[0:SpL:103450.0,102294.0] || member(u,intersection(union(complement(union(v,w)),image(element_relation,power_class(x))),union(y,z)))* member(u,union(intersection(union(v,w),power_class(complement(power_class(x)))),complement(union(y,z)))) -> .
% 299.74/300.49 124904[0:Rew:103450.0,124742.1] || member(not_subclass_element(union(complement(union(u,v)),image(element_relation,power_class(w))),x),intersection(union(u,v),power_class(complement(power_class(w)))))* -> subclass(union(complement(union(u,v)),image(element_relation,power_class(w))),x).
% 299.74/300.49 124664[0:SpR:103450.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(v),union(complement(union(w,x)),image(element_relation,power_class(y)))))* member(u,union(complement(power_class(v)),intersection(union(w,x),power_class(complement(power_class(y)))))).
% 299.74/300.49 124648[0:SpR:103450.0,47997.1] || member(u,universal_class) -> member(u,intersection(union(complement(union(v,w)),image(element_relation,power_class(x))),power_class(y)))* member(u,union(intersection(union(v,w),power_class(complement(power_class(x)))),complement(power_class(y)))).
% 299.74/300.49 135034[4:Res:8432.2,17679.1] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,cross_product(singleton(v),universal_class))* member(v,universal_class) member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),w)* -> member(v,cantor(w))*.
% 299.74/300.49 134977[0:Res:8432.2,48062.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,intersection(power_class(complement(power_class(v))),complement(w))) member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),union(image(element_relation,power_class(v)),w))* -> .
% 299.74/300.49 134974[0:Res:8432.2,48030.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,intersection(complement(v),power_class(complement(power_class(w))))) member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),union(v,image(element_relation,power_class(w))))* -> .
% 299.74/300.49 135612[4:Res:8431.2,17679.1] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,cross_product(singleton(v),universal_class))* member(v,universal_class) member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),w)* -> member(v,cantor(w))*.
% 299.74/300.49 135555[0:Res:8431.2,48062.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,intersection(power_class(complement(power_class(v))),complement(w))) member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),union(image(element_relation,power_class(v)),w))* -> .
% 299.74/300.49 135552[0:Res:8431.2,48030.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,intersection(complement(v),power_class(complement(power_class(w))))) member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),union(v,image(element_relation,power_class(w))))* -> .
% 299.74/300.49 138647[0:Res:13412.1,48887.0] || member(regular(union(u,complement(power_class(v)))),union(complement(u),power_class(v))) -> member(regular(union(u,complement(power_class(v)))),symmetric_difference(complement(u),power_class(v)))* equal(union(u,complement(power_class(v))),null_class).
% 299.74/300.49 138922[0:Res:13412.1,48893.0] || member(regular(union(complement(power_class(u)),v)),union(power_class(u),complement(v))) -> member(regular(union(complement(power_class(u)),v)),symmetric_difference(power_class(u),complement(v)))* equal(union(complement(power_class(u)),v),null_class).
% 299.74/300.49 142502[0:Res:184.1,9362.0] || -> equal(intersection(u,symmetric_difference(union(v,w),union(complement(v),complement(w)))),null_class) member(regular(intersection(u,symmetric_difference(union(v,w),union(complement(v),complement(w))))),complement(symmetric_difference(complement(v),complement(w))))*.
% 299.74/300.49 142472[0:Res:192.1,9362.0] || -> equal(intersection(symmetric_difference(union(u,v),union(complement(u),complement(v))),w),null_class) member(regular(intersection(symmetric_difference(union(u,v),union(complement(u),complement(v))),w)),complement(symmetric_difference(complement(u),complement(v))))*.
% 299.74/300.49 145462[0:SpR:48838.0,102540.1] || member(u,universal_class) -> member(u,intersection(union(image(element_relation,power_class(v)),complement(power_class(w))),union(x,y)))* member(u,union(intersection(power_class(complement(power_class(v))),power_class(w)),complement(union(x,y)))).
% 299.74/300.49 145460[0:SpR:48835.0,102540.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),image(element_relation,power_class(w))),union(x,y)))* member(u,union(intersection(power_class(v),power_class(complement(power_class(w)))),complement(union(x,y)))).
% 299.74/300.49 145662[2:MRR:145545.0,12497.1] || -> member(regular(regular(intersection(complement(u),union(v,w)))),union(u,complement(union(v,w))))* equal(regular(intersection(complement(u),union(v,w))),null_class) equal(intersection(complement(u),union(v,w)),null_class).
% 299.74/300.49 146327[0:SpR:48838.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),union(image(element_relation,power_class(x)),complement(power_class(y)))))* member(u,union(complement(union(v,w)),intersection(power_class(complement(power_class(x))),power_class(y)))).
% 299.74/300.49 146325[0:SpR:48835.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),union(complement(power_class(x)),image(element_relation,power_class(y)))))* member(u,union(complement(union(v,w)),intersection(power_class(x),power_class(complement(power_class(y)))))).
% 299.74/300.49 146572[2:MRR:146452.0,12497.1] || -> member(regular(regular(intersection(union(u,v),complement(w)))),union(complement(union(u,v)),w))* equal(regular(intersection(union(u,v),complement(w))),null_class) equal(intersection(union(u,v),complement(w)),null_class).
% 299.74/300.49 148312[2:MRR:148250.0,12507.2] || member(u,universal_class) subclass(u,regular(image(element_relation,union(v,w)))) -> member(apply(choice,u),power_class(complement(union(v,w))))* equal(u,null_class) equal(image(element_relation,union(v,w)),null_class).
% 299.74/300.49 148313[2:MRR:148246.0,12507.2] || member(u,universal_class) subclass(u,regular(intersection(power_class(v),complement(w)))) -> member(apply(choice,u),union(complement(power_class(v)),w))* equal(u,null_class) equal(intersection(power_class(v),complement(w)),null_class).
% 299.74/300.49 148314[2:MRR:148244.0,12507.2] || member(u,universal_class) subclass(u,regular(intersection(complement(v),power_class(w)))) -> member(apply(choice,u),union(v,complement(power_class(w))))* equal(u,null_class) equal(intersection(complement(v),power_class(w)),null_class).
% 299.74/300.49 149560[0:SoR:13768.0,2767.2] single_valued_class(image(u,image(v,singleton(w)))) || member(ordered_pair(w,x),compose(u,v))* equal(image(u,image(v,singleton(w))),cross_product(universal_class,universal_class)) -> member(x,cross_product(universal_class,universal_class)).
% 299.74/300.49 149785[0:Res:184.1,47989.0] || member(regular(intersection(u,intersection(complement(v),union(w,complement(power_class(x)))))),union(v,intersection(complement(w),power_class(x))))* -> equal(intersection(u,intersection(complement(v),union(w,complement(power_class(x))))),null_class).
% 299.74/300.49 149752[0:Res:192.1,47989.0] || member(regular(intersection(intersection(complement(u),union(v,complement(power_class(w)))),x)),union(u,intersection(complement(v),power_class(w))))* -> equal(intersection(intersection(complement(u),union(v,complement(power_class(w)))),x),null_class).
% 299.74/300.49 150122[0:Res:184.1,48009.0] || member(regular(intersection(u,intersection(union(v,complement(power_class(w))),complement(x)))),union(intersection(complement(v),power_class(w)),x))* -> equal(intersection(u,intersection(union(v,complement(power_class(w))),complement(x))),null_class).
% 299.74/300.49 150089[0:Res:192.1,48009.0] || member(regular(intersection(intersection(union(u,complement(power_class(v))),complement(w)),x)),union(intersection(complement(u),power_class(v)),w))* -> equal(intersection(intersection(union(u,complement(power_class(v))),complement(w)),x),null_class).
% 299.74/300.49 150458[0:Res:184.1,48038.0] || member(regular(intersection(u,intersection(complement(v),union(complement(power_class(w)),x)))),union(v,intersection(power_class(w),complement(x))))* -> equal(intersection(u,intersection(complement(v),union(complement(power_class(w)),x))),null_class).
% 299.74/300.49 150425[0:Res:192.1,48038.0] || member(regular(intersection(intersection(complement(u),union(complement(power_class(v)),w)),x)),union(u,intersection(power_class(v),complement(w))))* -> equal(intersection(intersection(complement(u),union(complement(power_class(v)),w)),x),null_class).
% 299.74/300.49 150699[0:Res:184.1,48198.0] || member(regular(intersection(u,intersection(union(complement(power_class(v)),w),complement(x)))),union(intersection(power_class(v),complement(w)),x))* -> equal(intersection(u,intersection(union(complement(power_class(v)),w),complement(x))),null_class).
% 299.74/300.49 150666[0:Res:192.1,48198.0] || member(regular(intersection(intersection(union(complement(power_class(u)),v),complement(w)),x)),union(intersection(power_class(u),complement(v)),w))* -> equal(intersection(intersection(union(complement(power_class(u)),v),complement(w)),x),null_class).
% 299.74/300.49 150904[0:SpL:103948.0,48910.0] || member(not_subclass_element(union(intersection(complement(u),successor(v)),complement(power_class(w))),x),intersection(union(u,complement(successor(v))),power_class(w)))* -> subclass(union(intersection(complement(u),successor(v)),complement(power_class(w))),x).
% 299.74/300.49 151160[0:SpL:103948.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),intersection(complement(v),successor(w))),x),intersection(power_class(u),union(v,complement(successor(w)))))* -> subclass(union(complement(power_class(u)),intersection(complement(v),successor(w))),x).
% 299.74/300.49 151630[0:SpL:102583.0,48187.0] || member(u,intersection(power_class(v),union(complement(power_class(w)),intersection(complement(x),union(y,z)))))* member(u,union(complement(power_class(v)),intersection(power_class(w),union(x,complement(union(y,z)))))) -> .
% 299.74/300.49 151615[0:SpL:102583.0,47998.0] || member(u,intersection(union(complement(power_class(v)),intersection(complement(w),union(x,y))),power_class(z)))* member(u,union(intersection(power_class(v),union(w,complement(union(x,y)))),complement(power_class(z)))) -> .
% 299.74/300.49 151591[0:SpL:102583.0,122349.0] || subclass(intersection(power_class(u),union(v,complement(union(w,x)))),union(complement(power_class(u)),intersection(complement(v),union(w,x))))* -> equal(intersection(power_class(u),union(v,complement(union(w,x)))),null_class).
% 299.74/300.49 151455[0:SpR:102583.0,3413.1] || -> equal(symmetric_difference(power_class(u),union(v,complement(union(w,x)))),null_class) member(regular(symmetric_difference(power_class(u),union(v,complement(union(w,x))))),union(complement(power_class(u)),intersection(complement(v),union(w,x))))*.
% 299.74/300.49 151398[2:SpR:102583.0,35620.0] || -> subclass(regular(intersection(power_class(u),union(v,complement(union(w,x))))),union(complement(power_class(u)),intersection(complement(v),union(w,x))))* equal(intersection(power_class(u),union(v,complement(union(w,x)))),null_class).
% 299.74/300.49 151960[0:Res:184.1,102607.0] || member(regular(intersection(u,intersection(complement(v),power_class(complement(union(w,x)))))),union(v,image(element_relation,union(w,x))))* -> equal(intersection(u,intersection(complement(v),power_class(complement(union(w,x))))),null_class).
% 299.74/300.49 151927[0:Res:192.1,102607.0] || member(regular(intersection(intersection(complement(u),power_class(complement(union(v,w)))),x)),union(u,image(element_relation,union(v,w))))* -> equal(intersection(intersection(complement(u),power_class(complement(union(v,w)))),x),null_class).
% 299.74/300.49 152680[0:SpL:102667.0,48187.0] || member(u,intersection(power_class(v),union(intersection(complement(w),power_class(x)),complement(union(y,z)))))* member(u,union(complement(power_class(v)),intersection(union(w,complement(power_class(x))),union(y,z)))) -> .
% 299.74/300.49 152664[0:SpL:102667.0,47998.0] || member(u,intersection(union(intersection(complement(v),power_class(w)),complement(union(x,y))),power_class(z)))* member(u,union(intersection(union(v,complement(power_class(w))),union(x,y)),complement(power_class(z)))) -> .
% 299.74/300.49 152640[0:SpL:102667.0,122349.0] || subclass(intersection(union(u,complement(power_class(v))),union(w,x)),union(intersection(complement(u),power_class(v)),complement(union(w,x))))* -> equal(intersection(union(u,complement(power_class(v))),union(w,x)),null_class).
% 299.74/300.49 152500[0:SpR:102667.0,3413.1] || -> equal(symmetric_difference(union(u,complement(power_class(v))),union(w,x)),null_class) member(regular(symmetric_difference(union(u,complement(power_class(v))),union(w,x))),union(intersection(complement(u),power_class(v)),complement(union(w,x))))*.
% 299.74/300.49 152443[2:SpR:102667.0,35620.0] || -> subclass(regular(intersection(union(u,complement(power_class(v))),union(w,x))),union(intersection(complement(u),power_class(v)),complement(union(w,x))))* equal(intersection(union(u,complement(power_class(v))),union(w,x)),null_class).
% 299.74/300.49 153148[0:SpL:102668.0,48187.0] || member(u,intersection(power_class(v),union(intersection(power_class(w),complement(x)),complement(union(y,z)))))* member(u,union(complement(power_class(v)),intersection(union(complement(power_class(w)),x),union(y,z)))) -> .
% 299.74/300.49 153132[0:SpL:102668.0,47998.0] || member(u,intersection(union(intersection(power_class(v),complement(w)),complement(union(x,y))),power_class(z)))* member(u,union(intersection(union(complement(power_class(v)),w),union(x,y)),complement(power_class(z)))) -> .
% 299.74/300.49 153108[0:SpL:102668.0,122349.0] || subclass(intersection(union(complement(power_class(u)),v),union(w,x)),union(intersection(power_class(u),complement(v)),complement(union(w,x))))* -> equal(intersection(union(complement(power_class(u)),v),union(w,x)),null_class).
% 299.74/300.49 152961[0:SpR:102668.0,3413.1] || -> equal(symmetric_difference(union(complement(power_class(u)),v),union(w,x)),null_class) member(regular(symmetric_difference(union(complement(power_class(u)),v),union(w,x))),union(intersection(power_class(u),complement(v)),complement(union(w,x))))*.
% 299.74/300.49 152904[2:SpR:102668.0,35620.0] || -> subclass(regular(intersection(union(complement(power_class(u)),v),union(w,x))),union(intersection(power_class(u),complement(v)),complement(union(w,x))))* equal(intersection(union(complement(power_class(u)),v),union(w,x)),null_class).
% 299.74/300.49 153614[0:SpL:102866.0,48187.0] || member(u,intersection(power_class(v),union(intersection(complement(w),union(x,y)),complement(power_class(z)))))* member(u,union(complement(power_class(v)),intersection(union(w,complement(union(x,y))),power_class(z)))) -> .
% 299.74/300.49 153598[0:SpL:102866.0,47998.0] || member(u,intersection(union(intersection(complement(v),union(w,x)),complement(power_class(y))),power_class(z)))* member(u,union(intersection(union(v,complement(union(w,x))),power_class(y)),complement(power_class(z)))) -> .
% 299.74/300.49 153574[0:SpL:102866.0,122349.0] || subclass(intersection(union(u,complement(union(v,w))),power_class(x)),union(intersection(complement(u),union(v,w)),complement(power_class(x))))* -> equal(intersection(union(u,complement(union(v,w))),power_class(x)),null_class).
% 299.74/300.49 153438[0:SpR:102866.0,3413.1] || -> equal(symmetric_difference(union(u,complement(union(v,w))),power_class(x)),null_class) member(regular(symmetric_difference(union(u,complement(union(v,w))),power_class(x))),union(intersection(complement(u),union(v,w)),complement(power_class(x))))*.
% 299.74/300.49 153381[2:SpR:102866.0,35620.0] || -> subclass(regular(intersection(union(u,complement(union(v,w))),power_class(x))),union(intersection(complement(u),union(v,w)),complement(power_class(x))))* equal(intersection(union(u,complement(union(v,w))),power_class(x)),null_class).
% 299.74/300.49 153980[0:Res:184.1,102909.0] || member(regular(intersection(u,intersection(power_class(complement(union(v,w))),complement(x)))),union(image(element_relation,union(v,w)),x))* -> equal(intersection(u,intersection(power_class(complement(union(v,w))),complement(x))),null_class).
% 299.74/300.49 153947[0:Res:192.1,102909.0] || member(regular(intersection(intersection(power_class(complement(union(u,v))),complement(w)),x)),union(image(element_relation,union(u,v)),w))* -> equal(intersection(intersection(power_class(complement(union(u,v))),complement(w)),x),null_class).
% 299.74/300.49 154390[0:SpL:103019.0,48187.0] || member(u,intersection(power_class(v),union(complement(power_class(w)),intersection(union(x,y),complement(z)))))* member(u,union(complement(power_class(v)),intersection(power_class(w),union(complement(union(x,y)),z)))) -> .
% 299.74/300.49 154374[0:SpL:103019.0,47998.0] || member(u,intersection(union(complement(power_class(v)),intersection(union(w,x),complement(y))),power_class(z)))* member(u,union(intersection(power_class(v),union(complement(union(w,x)),y)),complement(power_class(z)))) -> .
% 299.74/300.49 154350[0:SpL:103019.0,122349.0] || subclass(intersection(power_class(u),union(complement(union(v,w)),x)),union(complement(power_class(u)),intersection(union(v,w),complement(x))))* -> equal(intersection(power_class(u),union(complement(union(v,w)),x)),null_class).
% 299.74/300.49 154208[0:SpR:103019.0,3413.1] || -> equal(symmetric_difference(power_class(u),union(complement(union(v,w)),x)),null_class) member(regular(symmetric_difference(power_class(u),union(complement(union(v,w)),x))),union(complement(power_class(u)),intersection(union(v,w),complement(x))))*.
% 299.74/300.49 154151[2:SpR:103019.0,35620.0] || -> subclass(regular(intersection(power_class(u),union(complement(union(v,w)),x))),union(complement(power_class(u)),intersection(union(v,w),complement(x))))* equal(intersection(power_class(u),union(complement(union(v,w)),x)),null_class).
% 299.74/300.49 154873[0:SpL:103205.0,48187.0] || member(u,intersection(power_class(v),union(intersection(union(w,x),complement(y)),complement(power_class(z)))))* member(u,union(complement(power_class(v)),intersection(union(complement(union(w,x)),y),power_class(z)))) -> .
% 299.74/300.49 154857[0:SpL:103205.0,47998.0] || member(u,intersection(union(intersection(union(v,w),complement(x)),complement(power_class(y))),power_class(z)))* member(u,union(intersection(union(complement(union(v,w)),x),power_class(y)),complement(power_class(z)))) -> .
% 299.74/300.49 154833[0:SpL:103205.0,122349.0] || subclass(intersection(union(complement(union(u,v)),w),power_class(x)),union(intersection(union(u,v),complement(w)),complement(power_class(x))))* -> equal(intersection(union(complement(union(u,v)),w),power_class(x)),null_class).
% 299.74/300.49 154691[0:SpR:103205.0,3413.1] || -> equal(symmetric_difference(union(complement(union(u,v)),w),power_class(x)),null_class) member(regular(symmetric_difference(union(complement(union(u,v)),w),power_class(x))),union(intersection(union(u,v),complement(w)),complement(power_class(x))))*.
% 299.74/300.49 154634[2:SpR:103205.0,35620.0] || -> subclass(regular(intersection(union(complement(union(u,v)),w),power_class(x))),union(intersection(union(u,v),complement(w)),complement(power_class(x))))* equal(intersection(union(complement(union(u,v)),w),power_class(x)),null_class).
% 299.74/300.49 155313[0:SpL:103451.0,48187.0] || member(u,intersection(power_class(v),union(complement(union(w,x)),intersection(complement(y),power_class(z)))))* member(u,union(complement(power_class(v)),intersection(union(w,x),union(y,complement(power_class(z)))))) -> .
% 299.74/300.49 155297[0:SpL:103451.0,47998.0] || member(u,intersection(union(complement(union(v,w)),intersection(complement(x),power_class(y))),power_class(z)))* member(u,union(intersection(union(v,w),union(x,complement(power_class(y)))),complement(power_class(z)))) -> .
% 299.74/300.49 155273[0:SpL:103451.0,122349.0] || subclass(intersection(union(u,v),union(w,complement(power_class(x)))),union(complement(union(u,v)),intersection(complement(w),power_class(x))))* -> equal(intersection(union(u,v),union(w,complement(power_class(x)))),null_class).
% 299.74/300.49 155137[0:SpR:103451.0,3413.1] || -> equal(symmetric_difference(union(u,v),union(w,complement(power_class(x)))),null_class) member(regular(symmetric_difference(union(u,v),union(w,complement(power_class(x))))),union(complement(union(u,v)),intersection(complement(w),power_class(x))))*.
% 299.74/300.49 155080[2:SpR:103451.0,35620.0] || -> subclass(regular(intersection(union(u,v),union(w,complement(power_class(x))))),union(complement(union(u,v)),intersection(complement(w),power_class(x))))* equal(intersection(union(u,v),union(w,complement(power_class(x)))),null_class).
% 299.74/300.49 156082[0:SpL:103452.0,48187.0] || member(u,intersection(power_class(v),union(complement(union(w,x)),intersection(power_class(y),complement(z)))))* member(u,union(complement(power_class(v)),intersection(union(w,x),union(complement(power_class(y)),z)))) -> .
% 299.74/300.49 156066[0:SpL:103452.0,47998.0] || member(u,intersection(union(complement(union(v,w)),intersection(power_class(x),complement(y))),power_class(z)))* member(u,union(intersection(union(v,w),union(complement(power_class(x)),y)),complement(power_class(z)))) -> .
% 299.74/300.49 156042[0:SpL:103452.0,122349.0] || subclass(intersection(union(u,v),union(complement(power_class(w)),x)),union(complement(union(u,v)),intersection(power_class(w),complement(x))))* -> equal(intersection(union(u,v),union(complement(power_class(w)),x)),null_class).
% 299.74/300.49 155897[0:SpR:103452.0,3413.1] || -> equal(symmetric_difference(union(u,v),union(complement(power_class(w)),x)),null_class) member(regular(symmetric_difference(union(u,v),union(complement(power_class(w)),x))),union(complement(union(u,v)),intersection(power_class(w),complement(x))))*.
% 299.74/300.49 155840[2:SpR:103452.0,35620.0] || -> subclass(regular(intersection(union(u,v),union(complement(power_class(w)),x))),union(complement(union(u,v)),intersection(power_class(w),complement(x))))* equal(intersection(union(u,v),union(complement(power_class(w)),x)),null_class).
% 299.74/300.49 156983[0:SpL:104283.0,48187.0] || member(u,intersection(power_class(v),union(complement(union(w,x)),image(element_relation,union(y,z)))))* member(u,union(complement(power_class(v)),intersection(union(w,x),power_class(complement(union(y,z)))))) -> .
% 299.74/300.49 156967[0:SpL:104283.0,47998.0] || member(u,intersection(union(complement(union(v,w)),image(element_relation,union(x,y))),power_class(z)))* member(u,union(intersection(union(v,w),power_class(complement(union(x,y)))),complement(power_class(z)))) -> .
% 299.74/300.49 156943[0:SpL:104283.0,122349.0] || subclass(intersection(union(u,v),power_class(complement(union(w,x)))),union(complement(union(u,v)),image(element_relation,union(w,x))))* -> equal(intersection(union(u,v),power_class(complement(union(w,x)))),null_class).
% 299.74/300.49 156784[0:SpR:104283.0,3413.1] || -> equal(symmetric_difference(union(u,v),power_class(complement(union(w,x)))),null_class) member(regular(symmetric_difference(union(u,v),power_class(complement(union(w,x))))),union(complement(union(u,v)),image(element_relation,union(w,x))))*.
% 299.74/300.49 156727[2:SpR:104283.0,35620.0] || -> subclass(regular(intersection(union(u,v),power_class(complement(union(w,x))))),union(complement(union(u,v)),image(element_relation,union(w,x))))* equal(intersection(union(u,v),power_class(complement(union(w,x)))),null_class).
% 299.74/300.49 157817[0:SpL:104284.0,48187.0] || member(u,intersection(power_class(v),union(image(element_relation,union(w,x)),complement(union(y,z)))))* member(u,union(complement(power_class(v)),intersection(power_class(complement(union(w,x))),union(y,z)))) -> .
% 299.74/300.49 157801[0:SpL:104284.0,47998.0] || member(u,intersection(union(image(element_relation,union(v,w)),complement(union(x,y))),power_class(z)))* member(u,union(intersection(power_class(complement(union(v,w))),union(x,y)),complement(power_class(z)))) -> .
% 299.74/300.49 157777[0:SpL:104284.0,122349.0] || subclass(intersection(power_class(complement(union(u,v))),union(w,x)),union(image(element_relation,union(u,v)),complement(union(w,x))))* -> equal(intersection(power_class(complement(union(u,v))),union(w,x)),null_class).
% 299.74/300.49 157613[0:SpR:104284.0,3413.1] || -> equal(symmetric_difference(power_class(complement(union(u,v))),union(w,x)),null_class) member(regular(symmetric_difference(power_class(complement(union(u,v))),union(w,x))),union(image(element_relation,union(u,v)),complement(union(w,x))))*.
% 299.74/300.49 157556[2:SpR:104284.0,35620.0] || -> subclass(regular(intersection(power_class(complement(union(u,v))),union(w,x))),union(image(element_relation,union(u,v)),complement(union(w,x))))* equal(intersection(power_class(complement(union(u,v))),union(w,x)),null_class).
% 299.74/300.49 158722[4:Res:95322.0,9807.1] || member(complement(successor(complement(restrict(u,v,w)))),universal_class) -> equal(complement(successor(complement(restrict(u,v,w)))),null_class) member(apply(choice,complement(successor(complement(restrict(u,v,w))))),cross_product(v,w))*.
% 299.74/300.49 158718[9:Res:77998.1,9807.1] function(restrict(u,v,w)) || member(successor(restrict(u,v,w)),universal_class) -> equal(successor(restrict(u,v,w)),null_class) member(apply(choice,successor(restrict(u,v,w))),cross_product(v,w))*.
% 299.74/300.49 158703[0:Res:6600.0,9807.1] || member(restrict(restrict(u,v,w),x,y),universal_class) -> equal(restrict(restrict(u,v,w),x,y),null_class) member(apply(choice,restrict(restrict(u,v,w),x,y)),cross_product(v,w))*.
% 299.74/300.49 161879[2:Res:7758.1,11968.1] || member(not_subclass_element(intersection(intersection(unordered_pair(u,v),w),x),y),u)* -> subclass(intersection(intersection(unordered_pair(u,v),w),x),y) equal(regular(unordered_pair(u,v)),v) equal(unordered_pair(u,v),null_class).
% 299.74/300.49 161878[2:Res:6566.1,11968.1] || member(not_subclass_element(intersection(u,intersection(v,unordered_pair(w,x))),y),w)* -> subclass(intersection(u,intersection(v,unordered_pair(w,x))),y) equal(regular(unordered_pair(w,x)),x) equal(unordered_pair(w,x),null_class).
% 299.74/300.49 161877[2:Res:7759.1,11968.1] || member(not_subclass_element(intersection(intersection(u,unordered_pair(v,w)),x),y),v)* -> subclass(intersection(intersection(u,unordered_pair(v,w)),x),y) equal(regular(unordered_pair(v,w)),w) equal(unordered_pair(v,w),null_class).
% 299.74/300.49 161875[2:Res:6565.1,11968.1] || member(not_subclass_element(intersection(u,intersection(unordered_pair(v,w),x)),y),v)* -> subclass(intersection(u,intersection(unordered_pair(v,w),x)),y) equal(regular(unordered_pair(v,w)),w) equal(unordered_pair(v,w),null_class).
% 299.74/300.49 162010[2:Res:7758.1,11969.1] || member(not_subclass_element(intersection(intersection(unordered_pair(u,v),w),x),y),v)* -> subclass(intersection(intersection(unordered_pair(u,v),w),x),y) equal(regular(unordered_pair(u,v)),u) equal(unordered_pair(u,v),null_class).
% 299.74/300.49 162009[2:Res:6566.1,11969.1] || member(not_subclass_element(intersection(u,intersection(v,unordered_pair(w,x))),y),x)* -> subclass(intersection(u,intersection(v,unordered_pair(w,x))),y) equal(regular(unordered_pair(w,x)),w) equal(unordered_pair(w,x),null_class).
% 299.74/300.49 162008[2:Res:7759.1,11969.1] || member(not_subclass_element(intersection(intersection(u,unordered_pair(v,w)),x),y),w)* -> subclass(intersection(intersection(u,unordered_pair(v,w)),x),y) equal(regular(unordered_pair(v,w)),v) equal(unordered_pair(v,w),null_class).
% 299.74/300.49 162006[2:Res:6565.1,11969.1] || member(not_subclass_element(intersection(u,intersection(unordered_pair(v,w),x)),y),w)* -> subclass(intersection(u,intersection(unordered_pair(v,w),x)),y) equal(regular(unordered_pair(v,w)),v) equal(unordered_pair(v,w),null_class).
% 299.74/300.49 162273[2:Rew:23551.0,162254.3,23551.0,162254.2] || subclass(regular(ordered_pair(u,v)),w)* -> equal(regular(ordered_pair(u,v)),singleton(u)) equal(not_subclass_element(regular(ordered_pair(u,v)),x),singleton(v))** subclass(regular(ordered_pair(u,v)),x) member(u,w).
% 299.74/300.49 162719[0:SpL:48063.0,891.2] || member(u,union(complement(v),power_class(complement(power_class(w)))))* member(u,union(v,image(element_relation,power_class(w)))) subclass(symmetric_difference(complement(v),power_class(complement(power_class(w)))),x)* -> member(u,x)*.
% 299.74/300.49 162718[0:SpL:48063.0,12444.0] || equal(u,symmetric_difference(complement(v),power_class(complement(power_class(w)))))* member(x,union(complement(v),power_class(complement(power_class(w)))))* member(x,union(v,image(element_relation,power_class(w)))) -> member(x,u)*.
% 299.74/300.49 162840[0:Rew:75578.0,162596.0] || -> equal(intersection(union(union(complement(power_class(u)),v),power_class(complement(power_class(w)))),union(intersection(power_class(u),complement(v)),image(element_relation,power_class(w)))),symmetric_difference(union(complement(power_class(u)),v),power_class(complement(power_class(w)))))**.
% 299.74/300.49 162841[0:Rew:75578.0,162595.0] || -> equal(intersection(union(union(u,complement(successor(v))),power_class(complement(power_class(w)))),union(intersection(complement(u),successor(v)),image(element_relation,power_class(w)))),symmetric_difference(union(u,complement(successor(v))),power_class(complement(power_class(w)))))**.
% 299.74/300.50 162842[0:Rew:75578.0,162594.0] || -> equal(intersection(union(union(u,complement(power_class(v))),power_class(complement(power_class(w)))),union(intersection(complement(u),power_class(v)),image(element_relation,power_class(w)))),symmetric_difference(union(u,complement(power_class(v))),power_class(complement(power_class(w)))))**.
% 299.74/300.50 162843[0:Rew:75578.0,162592.0] || -> equal(intersection(union(power_class(complement(union(u,v))),power_class(complement(power_class(w)))),union(image(element_relation,union(u,v)),image(element_relation,power_class(w)))),symmetric_difference(power_class(complement(union(u,v))),power_class(complement(power_class(w)))))**.
% 299.74/300.50 163194[0:SpL:48279.0,891.2] || member(u,union(power_class(complement(power_class(v))),complement(w)))* member(u,union(image(element_relation,power_class(v)),w)) subclass(symmetric_difference(power_class(complement(power_class(v))),complement(w)),x)* -> member(u,x)*.
% 299.74/300.50 163193[0:SpL:48279.0,12444.0] || equal(u,symmetric_difference(power_class(complement(power_class(v))),complement(w)))* member(x,union(power_class(complement(power_class(v))),complement(w)))* member(x,union(image(element_relation,power_class(v)),w)) -> member(x,u)*.
% 299.74/300.50 163315[0:Rew:75578.0,163049.0] || -> equal(intersection(union(power_class(complement(power_class(u))),union(complement(power_class(v)),w)),union(image(element_relation,power_class(u)),intersection(power_class(v),complement(w)))),symmetric_difference(power_class(complement(power_class(u))),union(complement(power_class(v)),w)))**.
% 299.74/300.50 163316[0:Rew:75578.0,163048.0] || -> equal(intersection(union(power_class(complement(power_class(u))),union(v,complement(successor(w)))),union(image(element_relation,power_class(u)),intersection(complement(v),successor(w)))),symmetric_difference(power_class(complement(power_class(u))),union(v,complement(successor(w)))))**.
% 299.74/300.50 163317[0:Rew:75578.0,163047.0] || -> equal(intersection(union(power_class(complement(power_class(u))),union(v,complement(power_class(w)))),union(image(element_relation,power_class(u)),intersection(complement(v),power_class(w)))),symmetric_difference(power_class(complement(power_class(u))),union(v,complement(power_class(w)))))**.
% 299.74/300.50 163318[0:Rew:75578.0,163045.0] || -> equal(intersection(union(power_class(complement(power_class(u))),power_class(complement(union(v,w)))),union(image(element_relation,power_class(u)),image(element_relation,union(v,w)))),symmetric_difference(power_class(complement(power_class(u))),power_class(complement(union(v,w)))))**.
% 299.74/300.50 164160[4:Res:12960.4,17395.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,cantor(regular(cross_product(singleton(ordered_pair(v,u)),universal_class))))* -> equal(cross_product(singleton(ordered_pair(v,u)),universal_class),null_class).
% 299.74/300.50 164145[0:Res:12960.4,102309.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,symmetric_difference(union(w,x),complement(y))) -> member(ordered_pair(v,u),union(complement(union(w,x)),y))*.
% 299.74/300.50 164144[0:Res:12960.4,77406.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,symmetric_difference(union(w,x),complement(intersection(w,x))))* -> member(ordered_pair(v,u),complement(symmetric_difference(w,x)))*.
% 299.74/300.50 164141[0:Res:12960.4,102295.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,symmetric_difference(complement(w),union(x,y))) -> member(ordered_pair(v,u),union(w,complement(union(x,y))))*.
% 299.74/300.50 165176[0:Res:13089.3,102309.0] || member(intersection(u,v),universal_class) subclass(v,symmetric_difference(union(w,x),complement(y))) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),union(complement(union(w,x)),y))*.
% 299.74/300.50 165175[0:Res:13089.3,77406.0] || member(intersection(u,v),universal_class) subclass(v,symmetric_difference(union(w,x),complement(intersection(w,x))))* -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),complement(symmetric_difference(w,x)))*.
% 299.74/300.50 165172[0:Res:13089.3,102295.0] || member(intersection(u,v),universal_class) subclass(v,symmetric_difference(complement(w),union(x,y))) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),union(w,complement(union(x,y))))*.
% 299.74/300.50 165240[0:Rew:75585.0,165110.2,75585.0,165110.0] || member(symmetric_difference(power_class(u),complement(v)),universal_class) subclass(union(complement(power_class(u)),v),w) -> equal(symmetric_difference(power_class(u),complement(v)),null_class) member(apply(choice,symmetric_difference(power_class(u),complement(v))),w)*.
% 299.74/300.50 165242[0:Rew:75587.0,165091.2,75587.0,165091.0] || member(symmetric_difference(u,cross_product(v,w)),universal_class) subclass(complement(restrict(u,v,w)),x) -> equal(symmetric_difference(u,cross_product(v,w)),null_class) member(apply(choice,symmetric_difference(u,cross_product(v,w))),x)*.
% 299.74/300.50 165243[0:Rew:75586.0,165090.2,75586.0,165090.0] || member(symmetric_difference(cross_product(u,v),w),universal_class) subclass(complement(restrict(w,u,v)),x) -> equal(symmetric_difference(cross_product(u,v),w),null_class) member(apply(choice,symmetric_difference(cross_product(u,v),w)),x)*.
% 299.74/300.50 165491[0:Res:13287.3,102309.0] || member(intersection(u,v),universal_class) subclass(u,symmetric_difference(union(w,x),complement(y))) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),union(complement(union(w,x)),y))*.
% 299.74/300.50 165490[0:Res:13287.3,77406.0] || member(intersection(u,v),universal_class) subclass(u,symmetric_difference(union(w,x),complement(intersection(w,x))))* -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),complement(symmetric_difference(w,x)))*.
% 299.74/300.50 165487[0:Res:13287.3,102295.0] || member(intersection(u,v),universal_class) subclass(u,symmetric_difference(complement(w),union(x,y))) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),union(w,complement(union(x,y))))*.
% 299.74/300.50 165554[0:Rew:9395.0,165411.2,9395.0,165411.0] || member(symmetric_difference(complement(u),complement(singleton(u))),universal_class) subclass(successor(u),v) -> equal(symmetric_difference(complement(u),complement(singleton(u))),null_class) member(apply(choice,symmetric_difference(complement(u),complement(singleton(u)))),v)*.
% 299.74/300.50 165557[0:Rew:48104.0,165412.2,48104.0,165412.0] || member(symmetric_difference(complement(u),power_class(v)),universal_class) subclass(union(u,complement(power_class(v))),w) -> equal(symmetric_difference(complement(u),power_class(v)),null_class) member(apply(choice,symmetric_difference(complement(u),power_class(v))),w)*.
% 299.74/300.50 167822[4:Res:17312.2,12416.1] || member(u,universal_class) subclass(domain_relation,complement(intersection(v,w))) member(ordered_pair(u,cantor(u)),union(v,w))* subclass(symmetric_difference(v,w),x)* -> member(ordered_pair(u,cantor(u)),x)*.
% 299.74/300.50 168281[0:Res:12468.3,78949.0] || member(u,universal_class) member(v,u) subclass(element_relation,symmetric_difference(union(cross_product(w,x),y),complement(restrict(y,w,x))))* -> member(ordered_pair(v,u),complement(symmetric_difference(cross_product(w,x),y)))*.
% 299.74/300.50 168581[0:Res:12468.3,79442.0] || member(u,universal_class) member(v,u) subclass(element_relation,symmetric_difference(union(w,cross_product(x,y)),complement(restrict(w,x,y))))* -> member(ordered_pair(v,u),complement(symmetric_difference(w,cross_product(x,y))))*.
% 299.74/300.50 170657[0:Res:61.1,13991.2] || member(ordered_pair(u,ordered_pair(v,ordered_pair(w,compose(v,w)))),compose(x,y))* member(ordered_pair(v,w),cross_product(universal_class,universal_class)) subclass(composition_function,complement(image(x,image(y,singleton(u))))) -> .
% 299.74/300.50 170884[2:SpL:23551.0,9799.1] || member(u,universal_class) subclass(u,regular(ordered_pair(v,w)))* -> equal(regular(ordered_pair(v,w)),singleton(v)) equal(u,null_class) equal(apply(choice,u),singleton(w)) equal(apply(choice,u),v).
% 299.74/300.50 171137[4:Res:17399.1,13995.0] || subclass(domain_relation,flip(cross_product(universal_class,universal_class))) subclass(composition_function,intersection(u,v))* -> member(ordered_pair(ordered_pair(w,x),ordered_pair(cantor(ordered_pair(x,w)),compose(ordered_pair(w,x),cantor(ordered_pair(x,w))))),v)*.
% 299.74/300.50 171136[4:Res:17398.1,13995.0] || subclass(domain_relation,rotate(cross_product(universal_class,universal_class))) subclass(composition_function,intersection(u,v))* -> member(ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),ordered_pair(x,compose(ordered_pair(w,cantor(ordered_pair(x,w))),x))),v)*.
% 299.74/300.50 171353[4:Res:17399.1,13994.0] || subclass(domain_relation,flip(cross_product(universal_class,universal_class))) subclass(composition_function,intersection(u,v))* -> member(ordered_pair(ordered_pair(w,x),ordered_pair(cantor(ordered_pair(x,w)),compose(ordered_pair(w,x),cantor(ordered_pair(x,w))))),u)*.
% 299.74/300.50 171352[4:Res:17398.1,13994.0] || subclass(domain_relation,rotate(cross_product(universal_class,universal_class))) subclass(composition_function,intersection(u,v))* -> member(ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),ordered_pair(x,compose(ordered_pair(w,cantor(ordered_pair(x,w))),x))),u)*.
% 299.74/300.50 171581[0:SpR:102302.0,47988.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(union(w,x))),union(y,complement(power_class(z)))))* member(u,union(intersection(complement(v),union(w,x)),intersection(complement(y),power_class(z)))).
% 299.74/300.50 171565[0:SpR:102312.0,47988.1] || member(u,universal_class) -> member(u,intersection(union(complement(union(v,w)),x),union(y,complement(power_class(z)))))* member(u,union(intersection(union(v,w),complement(x)),intersection(complement(y),power_class(z)))).
% 299.74/300.50 171767[0:MRR:171647.0,12502.1] || -> member(not_subclass_element(u,intersection(intersection(complement(v),union(w,complement(power_class(x)))),u)),union(v,intersection(complement(w),power_class(x))))* subclass(u,intersection(intersection(complement(v),union(w,complement(power_class(x)))),u)).
% 299.74/300.50 171773[0:MRR:171772.0,12502.1] || -> member(not_subclass_element(intersection(union(u,complement(union(v,complement(power_class(w))))),x),y),union(u,intersection(complement(v),power_class(w))))* subclass(intersection(union(u,complement(union(v,complement(power_class(w))))),x),y).
% 299.74/300.50 171775[0:MRR:171774.0,12502.1] || -> member(not_subclass_element(intersection(u,union(v,complement(union(w,complement(power_class(x)))))),y),union(v,intersection(complement(w),power_class(x))))* subclass(intersection(u,union(v,complement(union(w,complement(power_class(x)))))),y).
% 299.74/300.50 172152[0:Res:47996.2,7882.1] || member(not_subclass_element(u,v),union(complement(w),power_class(x)))* member(not_subclass_element(u,v),union(w,complement(power_class(x)))) subclass(u,complement(symmetric_difference(complement(w),power_class(x)))) -> subclass(u,v).
% 299.74/300.50 172218[4:MRR:172151.4,172162.2] || member(not_subclass_element(u,v),union(complement(w),power_class(x)))* member(not_subclass_element(u,v),union(w,complement(power_class(x)))) subclass(u,regular(symmetric_difference(complement(w),power_class(x)))) -> subclass(u,v).
% 299.74/300.50 172336[0:SpR:102302.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),union(x,complement(union(y,z)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(complement(x),union(y,z)))).
% 299.74/300.50 172320[0:SpR:102312.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),union(complement(union(x,y)),z)))* member(u,union(intersection(complement(v),power_class(w)),intersection(union(x,y),complement(z)))).
% 299.74/300.50 172561[0:MRR:172434.0,12502.1] || -> member(not_subclass_element(u,intersection(intersection(union(v,complement(power_class(w))),complement(x)),u)),union(intersection(complement(v),power_class(w)),x))* subclass(u,intersection(intersection(union(v,complement(power_class(w))),complement(x)),u)).
% 299.74/300.50 172567[0:MRR:172566.0,12502.1] || -> member(not_subclass_element(intersection(union(complement(union(u,complement(power_class(v)))),w),x),y),union(intersection(complement(u),power_class(v)),w))* subclass(intersection(union(complement(union(u,complement(power_class(v)))),w),x),y).
% 299.74/300.50 172569[0:MRR:172568.0,12502.1] || -> member(not_subclass_element(intersection(u,union(complement(union(v,complement(power_class(w)))),x)),y),union(intersection(complement(v),power_class(w)),x))* subclass(intersection(u,union(complement(union(v,complement(power_class(w)))),x)),y).
% 299.74/300.50 172923[0:SpR:102302.0,48037.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(union(w,x))),union(complement(power_class(y)),z)))* member(u,union(intersection(complement(v),union(w,x)),intersection(power_class(y),complement(z)))).
% 299.74/300.50 172907[0:SpR:102312.0,48037.1] || member(u,universal_class) -> member(u,intersection(union(complement(union(v,w)),x),union(complement(power_class(y)),z)))* member(u,union(intersection(union(v,w),complement(x)),intersection(power_class(y),complement(z)))).
% 299.74/300.50 173117[0:MRR:172989.0,12502.1] || -> member(not_subclass_element(u,intersection(intersection(complement(v),union(complement(power_class(w)),x)),u)),union(v,intersection(power_class(w),complement(x))))* subclass(u,intersection(intersection(complement(v),union(complement(power_class(w)),x)),u)).
% 299.74/300.50 173123[0:MRR:173122.0,12502.1] || -> member(not_subclass_element(intersection(union(u,complement(union(complement(power_class(v)),w))),x),y),union(u,intersection(power_class(v),complement(w))))* subclass(intersection(union(u,complement(union(complement(power_class(v)),w))),x),y).
% 299.74/300.50 173125[0:MRR:173124.0,12502.1] || -> member(not_subclass_element(intersection(u,union(v,complement(union(complement(power_class(w)),x)))),y),union(v,intersection(power_class(w),complement(x))))* subclass(intersection(u,union(v,complement(union(complement(power_class(w)),x)))),y).
% 299.74/300.50 13086[0:Res:497.2,11.0] || member(intersection(u,unordered_pair(v,w)),universal_class) -> equal(intersection(u,unordered_pair(v,w)),null_class) equal(apply(choice,intersection(u,unordered_pair(v,w))),w)** equal(apply(choice,intersection(u,unordered_pair(v,w))),v)**.
% 299.74/300.50 13284[0:Res:496.2,11.0] || member(intersection(unordered_pair(u,v),w),universal_class) -> equal(intersection(unordered_pair(u,v),w),null_class) equal(apply(choice,intersection(unordered_pair(u,v),w)),v)** equal(apply(choice,intersection(unordered_pair(u,v),w)),u)**.
% 299.74/300.50 13399[0:Res:186.1,885.1] || member(not_subclass_element(intersection(u,complement(intersection(v,w))),x),union(v,w)) -> subclass(intersection(u,complement(intersection(v,w))),x) member(not_subclass_element(intersection(u,complement(intersection(v,w))),x),symmetric_difference(v,w))*.
% 299.74/300.50 13388[0:Res:194.1,885.1] || member(not_subclass_element(intersection(complement(intersection(u,v)),w),x),union(u,v)) -> subclass(intersection(complement(intersection(u,v)),w),x) member(not_subclass_element(intersection(complement(intersection(u,v)),w),x),symmetric_difference(u,v))*.
% 299.74/300.50 13943[0:Rew:823.1,13920.3] || equal(successor(first(regular(cross_product(u,v)))),second(regular(cross_product(u,v)))) member(regular(cross_product(u,v)),cross_product(universal_class,universal_class))* -> equal(cross_product(u,v),null_class) member(regular(cross_product(u,v)),successor_relation).
% 299.74/300.50 14597[0:Rew:569.0,14522.2,569.0,14522.1] || member(not_subclass_element(u,symmetric_difference(complement(v),complement(w))),union(complement(v),complement(w)))* member(not_subclass_element(u,symmetric_difference(complement(v),complement(w))),union(v,w)) -> subclass(u,symmetric_difference(complement(v),complement(w))).
% 299.74/300.50 15113[0:SpL:826.1,36.0] || member(ordered_pair(not_subclass_element(cross_product(u,v),w),x),rotate(y)) -> subclass(cross_product(u,v),w) member(ordered_pair(ordered_pair(second(not_subclass_element(cross_product(u,v),w)),x),first(not_subclass_element(cross_product(u,v),w))),y)*.
% 299.74/300.50 15112[0:SpL:826.1,39.0] || member(ordered_pair(not_subclass_element(cross_product(u,v),w),x),flip(y)) -> subclass(cross_product(u,v),w) member(ordered_pair(ordered_pair(second(not_subclass_element(cross_product(u,v),w)),first(not_subclass_element(cross_product(u,v),w))),x),y)*.
% 299.74/300.50 15710[0:SpL:829.2,48.0] || member(cross_product(u,v),universal_class) member(apply(choice,cross_product(u,v)),successor_relation) -> equal(cross_product(u,v),null_class) equal(successor(first(apply(choice,cross_product(u,v)))),second(apply(choice,cross_product(u,v))))**.
% 299.74/300.50 17388[4:Rew:17265.0,15709.3] || member(cross_product(u,v),universal_class) member(apply(choice,cross_product(u,v)),domain_relation) -> equal(cross_product(u,v),null_class) equal(cantor(first(apply(choice,cross_product(u,v)))),second(apply(choice,cross_product(u,v))))**.
% 299.74/300.50 24687[2:Res:882.2,7715.0] || member(regular(regular(restrict(u,v,w))),cross_product(v,w))* member(regular(regular(restrict(u,v,w))),u)* -> equal(regular(restrict(u,v,w)),null_class) equal(restrict(u,v,w),null_class).
% 299.74/300.50 31184[4:Rew:28759.0,29519.2,28759.0,29519.1,29733.0,29519.0] || member(not_subclass_element(union(null_class,complement(intersection(u,v))),w),union(u,v)) -> subclass(union(null_class,complement(intersection(u,v))),w) member(not_subclass_element(union(null_class,complement(intersection(u,v))),w),symmetric_difference(u,v))*.
% 299.74/300.50 33263[2:Res:61.1,12576.0] || member(ordered_pair(u,apply(choice,regular(image(v,image(w,singleton(u)))))),compose(v,w))* -> equal(regular(image(v,image(w,singleton(u)))),null_class) equal(image(v,image(w,singleton(u))),null_class).
% 299.74/300.50 33393[0:Res:882.2,3144.0] || member(regular(intersection(u,complement(restrict(v,w,x)))),cross_product(w,x))* member(regular(intersection(u,complement(restrict(v,w,x)))),v)* -> equal(intersection(u,complement(restrict(v,w,x))),null_class).
% 299.74/300.50 33767[0:Res:882.2,3316.0] || member(regular(intersection(complement(restrict(u,v,w)),x)),cross_product(v,w))* member(regular(intersection(complement(restrict(u,v,w)),x)),u)* -> equal(intersection(complement(restrict(u,v,w)),x),null_class).
% 299.74/300.50 35614[2:Res:61.1,7719.0] || member(ordered_pair(u,not_subclass_element(regular(image(v,image(w,singleton(u)))),x)),compose(v,w))* -> subclass(regular(image(v,image(w,singleton(u)))),x) equal(image(v,image(w,singleton(u))),null_class).
% 299.74/300.50 39548[9:Rew:39510.1,27852.2] function(restrict(cross_product(u,universal_class),v,w)) || subclass(image(cross_product(v,w),u),cantor(cantor(x))) equal(cantor(cantor(y)),universal_class) -> compatible(restrict(cross_product(u,universal_class),v,w),y,x)*.
% 299.74/300.50 39688[9:MRR:16270.4,39676.0] single_valued_class(flip(cross_product(u,universal_class))) || subclass(range_of(flip(cross_product(u,universal_class))),range_of(u))* equal(cross_product(range_of(u),range_of(u)),inverse(u)) equal(flip(cross_product(u,universal_class)),cross_product(universal_class,universal_class)) -> .
% 299.74/300.50 41738[4:Res:17398.1,885.1] || subclass(domain_relation,rotate(complement(intersection(u,v)))) member(ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),x),union(u,v)) -> member(ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),x),symmetric_difference(u,v))*.
% 299.74/300.50 41856[4:Res:17399.1,885.1] || subclass(domain_relation,flip(complement(intersection(u,v)))) member(ordered_pair(ordered_pair(w,x),cantor(ordered_pair(x,w))),union(u,v)) -> member(ordered_pair(ordered_pair(w,x),cantor(ordered_pair(x,w))),symmetric_difference(u,v))*.
% 299.74/300.50 42542[0:Res:3145.1,617.0] || -> equal(intersection(u,intersection(ordered_pair(v,w),x)),null_class) equal(regular(intersection(u,intersection(ordered_pair(v,w),x))),unordered_pair(v,singleton(w)))** equal(regular(intersection(u,intersection(ordered_pair(v,w),x))),singleton(v)).
% 299.74/300.50 42608[0:Rew:32.0,42524.1,32.0,42524.0] || -> equal(intersection(u,restrict(v,w,x)),null_class) equal(ordered_pair(first(regular(intersection(u,restrict(v,w,x)))),second(regular(intersection(u,restrict(v,w,x))))),regular(intersection(u,restrict(v,w,x))))**.
% 299.74/300.50 43138[0:Res:3146.1,617.0] || -> equal(intersection(u,intersection(v,ordered_pair(w,x))),null_class) equal(regular(intersection(u,intersection(v,ordered_pair(w,x)))),unordered_pair(w,singleton(x)))** equal(regular(intersection(u,intersection(v,ordered_pair(w,x)))),singleton(w)).
% 299.74/300.50 43970[0:Res:3317.1,617.0] || -> equal(intersection(intersection(ordered_pair(u,v),w),x),null_class) equal(regular(intersection(intersection(ordered_pair(u,v),w),x)),unordered_pair(u,singleton(v)))** equal(regular(intersection(intersection(ordered_pair(u,v),w),x)),singleton(u)).
% 299.74/300.50 44043[0:Rew:32.0,43952.1,32.0,43952.0] || -> equal(intersection(restrict(u,v,w),x),null_class) equal(ordered_pair(first(regular(intersection(restrict(u,v,w),x))),second(regular(intersection(restrict(u,v,w),x)))),regular(intersection(restrict(u,v,w),x)))**.
% 299.74/300.50 44505[0:Res:3318.1,617.0] || -> equal(intersection(intersection(u,ordered_pair(v,w)),x),null_class) equal(regular(intersection(intersection(u,ordered_pair(v,w)),x)),unordered_pair(v,singleton(w)))** equal(regular(intersection(intersection(u,ordered_pair(v,w)),x)),singleton(v)).
% 299.74/300.50 52147[0:SpL:9395.0,885.1] || member(u,union(successor(v),union(complement(v),complement(singleton(v))))) member(u,complement(symmetric_difference(complement(v),complement(singleton(v))))) -> member(u,symmetric_difference(successor(v),union(complement(v),complement(singleton(v)))))*.
% 299.74/300.50 55941[0:Res:3146.1,8686.2] || member(regular(intersection(u,intersection(v,union(w,x)))),complement(x))* member(regular(intersection(u,intersection(v,union(w,x)))),complement(w))* -> equal(intersection(u,intersection(v,union(w,x))),null_class).
% 299.74/300.50 55935[0:Res:3318.1,8686.2] || member(regular(intersection(intersection(u,union(v,w)),x)),complement(w))* member(regular(intersection(intersection(u,union(v,w)),x)),complement(v))* -> equal(intersection(intersection(u,union(v,w)),x),null_class).
% 299.74/300.50 55932[0:Res:3145.1,8686.2] || member(regular(intersection(u,intersection(union(v,w),x))),complement(w))* member(regular(intersection(u,intersection(union(v,w),x))),complement(v))* -> equal(intersection(u,intersection(union(v,w),x)),null_class).
% 299.74/300.50 55930[0:Res:3317.1,8686.2] || member(regular(intersection(intersection(union(u,v),w),x)),complement(v))* member(regular(intersection(intersection(union(u,v),w),x)),complement(u))* -> equal(intersection(intersection(union(u,v),w),x),null_class).
% 299.74/300.50 62797[0:Rew:48835.0,62749.1] || member(not_subclass_element(intersection(u,union(complement(power_class(v)),image(element_relation,power_class(w)))),x),intersection(power_class(v),power_class(complement(power_class(w)))))* -> subclass(intersection(u,union(complement(power_class(v)),image(element_relation,power_class(w)))),x).
% 299.74/300.50 62798[0:Rew:48835.0,62733.1] || member(not_subclass_element(intersection(union(complement(power_class(u)),image(element_relation,power_class(v))),w),x),intersection(power_class(u),power_class(complement(power_class(v)))))* -> subclass(intersection(union(complement(power_class(u)),image(element_relation,power_class(v))),w),x).
% 299.74/300.50 62683[0:SpR:48835.0,569.0] || -> equal(intersection(union(u,intersection(power_class(v),power_class(complement(power_class(w))))),union(complement(u),union(complement(power_class(v)),image(element_relation,power_class(w))))),symmetric_difference(complement(u),union(complement(power_class(v)),image(element_relation,power_class(w)))))**.
% 299.74/300.50 62630[0:SpR:48835.0,569.0] || -> equal(intersection(union(intersection(power_class(u),power_class(complement(power_class(v)))),w),union(union(complement(power_class(u)),image(element_relation,power_class(v))),complement(w))),symmetric_difference(union(complement(power_class(u)),image(element_relation,power_class(v))),complement(w)))**.
% 299.74/300.50 63257[0:Rew:48838.0,63208.1] || member(not_subclass_element(intersection(u,union(image(element_relation,power_class(v)),complement(power_class(w)))),x),intersection(power_class(complement(power_class(v))),power_class(w)))* -> subclass(intersection(u,union(image(element_relation,power_class(v)),complement(power_class(w)))),x).
% 299.74/300.50 63258[0:Rew:48838.0,63192.1] || member(not_subclass_element(intersection(union(image(element_relation,power_class(u)),complement(power_class(v))),w),x),intersection(power_class(complement(power_class(u))),power_class(v)))* -> subclass(intersection(union(image(element_relation,power_class(u)),complement(power_class(v))),w),x).
% 299.74/300.50 63141[0:SpR:48838.0,569.0] || -> equal(intersection(union(u,intersection(power_class(complement(power_class(v))),power_class(w))),union(complement(u),union(image(element_relation,power_class(v)),complement(power_class(w))))),symmetric_difference(complement(u),union(image(element_relation,power_class(v)),complement(power_class(w)))))**.
% 299.74/300.50 63088[0:SpR:48838.0,569.0] || -> equal(intersection(union(intersection(power_class(complement(power_class(u))),power_class(v)),w),union(union(image(element_relation,power_class(u)),complement(power_class(v))),complement(w))),symmetric_difference(union(image(element_relation,power_class(u)),complement(power_class(v))),complement(w)))**.
% 299.74/300.50 64504[4:MRR:64440.3,52650.2] || member(regular(intersection(regular(restrict(u,v,w)),x)),cross_product(v,w))* member(regular(intersection(regular(restrict(u,v,w)),x)),u)* -> equal(intersection(regular(restrict(u,v,w)),x),null_class).
% 299.74/300.50 65184[4:MRR:65122.3,52650.2] || member(regular(intersection(u,regular(restrict(v,w,x)))),cross_product(w,x))* member(regular(intersection(u,regular(restrict(v,w,x)))),v)* -> equal(intersection(u,regular(restrict(v,w,x))),null_class).
% 299.74/300.50 67010[0:SpR:48104.0,7786.1] || -> subclass(symmetric_difference(union(u,complement(power_class(v))),union(complement(u),power_class(v))),w) member(not_subclass_element(symmetric_difference(union(u,complement(power_class(v))),union(complement(u),power_class(v))),w),complement(symmetric_difference(complement(u),power_class(v))))*.
% 299.74/300.50 68418[0:MRR:68386.0,68386.2,12502.1,21.0] || member(u,not_subclass_element(image(v,image(w,singleton(u))),x)) -> subclass(image(v,image(w,singleton(u))),x) member(ordered_pair(u,not_subclass_element(image(v,image(w,singleton(u))),x)),compose(v,w))*.
% 299.74/300.50 69382[0:Rew:69304.0,69367.2,69304.0,69367.1] || member(ordered_pair(u,regular(image(v,range_of(null_class)))),cross_product(universal_class,universal_class)) -> equal(image(v,range_of(null_class)),null_class) member(ordered_pair(u,regular(image(v,range_of(null_class)))),compose(v,complement(cross_product(singleton(u),universal_class))))*.
% 299.74/300.50 73151[0:Res:26.2,14565.0] || member(not_subclass_element(intersection(u,v),intersection(intersection(w,x),v)),x)* member(not_subclass_element(intersection(u,v),intersection(intersection(w,x),v)),w)* -> subclass(intersection(u,v),intersection(intersection(w,x),v)).
% 299.74/300.50 73315[0:Rew:48392.0,73062.1] || member(not_subclass_element(intersection(u,union(power_class(v),complement(w))),symmetric_difference(power_class(v),complement(w))),union(complement(power_class(v)),w))* -> subclass(intersection(u,union(power_class(v),complement(w))),symmetric_difference(power_class(v),complement(w))).
% 299.74/300.50 73316[0:Rew:566.0,73054.1] || member(not_subclass_element(intersection(u,union(cross_product(v,w),x)),symmetric_difference(cross_product(v,w),x)),complement(restrict(x,v,w)))* -> subclass(intersection(u,union(cross_product(v,w),x)),symmetric_difference(cross_product(v,w),x)).
% 299.74/300.50 73317[0:Rew:565.0,73053.1] || member(not_subclass_element(intersection(u,union(v,cross_product(w,x))),symmetric_difference(v,cross_product(w,x))),complement(restrict(v,w,x)))* -> subclass(intersection(u,union(v,cross_product(w,x))),symmetric_difference(v,cross_product(w,x))).
% 299.74/300.50 73318[0:Rew:48104.0,73052.1] || member(not_subclass_element(intersection(u,union(complement(v),power_class(w))),symmetric_difference(complement(v),power_class(w))),union(v,complement(power_class(w))))* -> subclass(intersection(u,union(complement(v),power_class(w))),symmetric_difference(complement(v),power_class(w))).
% 299.74/300.50 73469[0:Res:26.2,14566.0] || member(not_subclass_element(intersection(u,v),intersection(intersection(w,x),u)),x)* member(not_subclass_element(intersection(u,v),intersection(intersection(w,x),u)),w)* -> subclass(intersection(u,v),intersection(intersection(w,x),u)).
% 299.74/300.50 73635[0:Rew:48392.0,73380.1] || member(not_subclass_element(intersection(union(power_class(u),complement(v)),w),symmetric_difference(power_class(u),complement(v))),union(complement(power_class(u)),v))* -> subclass(intersection(union(power_class(u),complement(v)),w),symmetric_difference(power_class(u),complement(v))).
% 299.74/300.50 73636[0:Rew:566.0,73372.1] || member(not_subclass_element(intersection(union(cross_product(u,v),w),x),symmetric_difference(cross_product(u,v),w)),complement(restrict(w,u,v)))* -> subclass(intersection(union(cross_product(u,v),w),x),symmetric_difference(cross_product(u,v),w)).
% 299.74/300.50 73637[0:Rew:565.0,73371.1] || member(not_subclass_element(intersection(union(u,cross_product(v,w)),x),symmetric_difference(u,cross_product(v,w))),complement(restrict(u,v,w)))* -> subclass(intersection(union(u,cross_product(v,w)),x),symmetric_difference(u,cross_product(v,w))).
% 299.74/300.50 73638[0:Rew:48104.0,73370.1] || member(not_subclass_element(intersection(union(complement(u),power_class(v)),w),symmetric_difference(complement(u),power_class(v))),union(u,complement(power_class(v))))* -> subclass(intersection(union(complement(u),power_class(v)),w),symmetric_difference(complement(u),power_class(v))).
% 299.74/300.50 78923[0:SpR:75586.0,7786.1] || -> subclass(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),x) member(not_subclass_element(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),x),complement(symmetric_difference(cross_product(u,v),w)))*.
% 299.74/300.50 79104[0:Rew:75586.0,79041.1] || member(not_subclass_element(intersection(complement(restrict(u,v,w)),x),symmetric_difference(cross_product(v,w),u)),union(cross_product(v,w),u))* -> subclass(intersection(complement(restrict(u,v,w)),x),symmetric_difference(cross_product(v,w),u)).
% 299.74/300.50 79105[0:Rew:75586.0,79040.1] || member(not_subclass_element(intersection(u,complement(restrict(v,w,x))),symmetric_difference(cross_product(w,x),v)),union(cross_product(w,x),v))* -> subclass(intersection(u,complement(restrict(v,w,x))),symmetric_difference(cross_product(w,x),v)).
% 299.74/300.50 79416[0:SpR:75587.0,7786.1] || -> subclass(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),x) member(not_subclass_element(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),x),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.74/300.50 79595[0:Rew:75587.0,79533.1] || member(not_subclass_element(intersection(complement(restrict(u,v,w)),x),symmetric_difference(u,cross_product(v,w))),union(u,cross_product(v,w)))* -> subclass(intersection(complement(restrict(u,v,w)),x),symmetric_difference(u,cross_product(v,w))).
% 299.74/300.50 79596[0:Rew:75587.0,79532.1] || member(not_subclass_element(intersection(u,complement(restrict(v,w,x))),symmetric_difference(v,cross_product(w,x))),union(v,cross_product(w,x)))* -> subclass(intersection(u,complement(restrict(v,w,x))),symmetric_difference(v,cross_product(w,x))).
% 299.74/300.50 80283[0:Rew:80146.0,80153.1] || -> subclass(intersection(u,intersection(v,symmetric_difference(union(w,x),complement(intersection(w,x))))),y) member(not_subclass_element(intersection(u,intersection(v,symmetric_difference(union(w,x),complement(intersection(w,x))))),y),complement(symmetric_difference(w,x)))*.
% 299.74/300.50 80284[0:Rew:80146.0,80170.1] || -> subclass(intersection(intersection(u,symmetric_difference(union(v,w),complement(intersection(v,w)))),x),y) member(not_subclass_element(intersection(intersection(u,symmetric_difference(union(v,w),complement(intersection(v,w)))),x),y),complement(symmetric_difference(v,w)))*.
% 299.74/300.50 80285[0:Rew:80146.0,80174.1] || -> subclass(intersection(u,intersection(symmetric_difference(union(v,w),complement(intersection(v,w))),x)),y) member(not_subclass_element(intersection(u,intersection(symmetric_difference(union(v,w),complement(intersection(v,w))),x)),y),complement(symmetric_difference(v,w)))*.
% 299.74/300.50 80286[0:Rew:80146.0,80211.1] || -> subclass(intersection(intersection(symmetric_difference(union(u,v),complement(intersection(u,v))),w),x),y) member(not_subclass_element(intersection(intersection(symmetric_difference(union(u,v),complement(intersection(u,v))),w),x),y),complement(symmetric_difference(u,v)))*.
% 299.74/300.50 80287[0:Rew:80146.0,80225.1] || member(not_subclass_element(symmetric_difference(union(u,v),complement(intersection(u,v))),intersection(w,complement(symmetric_difference(u,v)))),w)* -> subclass(symmetric_difference(union(u,v),complement(intersection(u,v))),intersection(w,complement(symmetric_difference(u,v)))).
% 299.74/300.50 80689[0:Rew:80566.0,80600.1] || -> subclass(symmetric_difference(union(power_class(u),complement(v)),union(complement(power_class(u)),v)),w) member(not_subclass_element(symmetric_difference(union(power_class(u),complement(v)),union(complement(power_class(u)),v)),w),complement(symmetric_difference(power_class(u),complement(v))))*.
% 299.74/300.50 81430[0:Rew:75585.0,81352.1] || member(not_subclass_element(intersection(union(complement(power_class(u)),v),w),symmetric_difference(power_class(u),complement(v))),union(power_class(u),complement(v)))* -> subclass(intersection(union(complement(power_class(u)),v),w),symmetric_difference(power_class(u),complement(v))).
% 299.74/300.50 81431[0:Rew:75585.0,81351.1] || member(not_subclass_element(intersection(u,union(complement(power_class(v)),w)),symmetric_difference(power_class(v),complement(w))),union(power_class(v),complement(w)))* -> subclass(intersection(u,union(complement(power_class(v)),w)),symmetric_difference(power_class(v),complement(w))).
% 299.74/300.50 83397[4:Res:30965.1,11.0] || member(union(null_class,unordered_pair(u,v)),universal_class) -> equal(union(null_class,unordered_pair(u,v)),null_class) equal(apply(choice,union(null_class,unordered_pair(u,v))),v)** equal(apply(choice,union(null_class,unordered_pair(u,v))),u)**.
% 299.74/300.50 86434[0:Res:58368.0,9804.1] || member(restrict(intersection(u,intersection(v,w)),x,y),universal_class) -> equal(restrict(intersection(u,intersection(v,w)),x,y),null_class) member(apply(choice,restrict(intersection(u,intersection(v,w)),x,y)),v)*.
% 299.74/300.50 86431[0:Res:57780.0,9804.1] || member(intersection(u,restrict(intersection(v,w),x,y)),universal_class) -> equal(intersection(u,restrict(intersection(v,w),x,y)),null_class) member(apply(choice,intersection(u,restrict(intersection(v,w),x,y))),v)*.
% 299.74/300.50 86414[4:Res:59822.0,9804.1] || member(union(null_class,restrict(intersection(u,v),w,x)),universal_class) -> equal(union(null_class,restrict(intersection(u,v),w,x)),null_class) member(apply(choice,union(null_class,restrict(intersection(u,v),w,x))),u)*.
% 299.74/300.50 86408[0:Res:59150.0,9804.1] || member(intersection(restrict(intersection(u,v),w,x),y),universal_class) -> equal(intersection(restrict(intersection(u,v),w,x),y),null_class) member(apply(choice,intersection(restrict(intersection(u,v),w,x),y)),u)*.
% 299.74/300.50 86405[0:Res:57833.0,9804.1] || member(restrict(intersection(intersection(u,v),w),x,y),universal_class) -> equal(restrict(intersection(intersection(u,v),w),x,y),null_class) member(apply(choice,restrict(intersection(intersection(u,v),w),x,y)),u)*.
% 299.74/300.50 86447[4:Rew:80005.0,86404.2,80005.0,86404.1,80005.0,86404.0] || member(restrict(union(null_class,intersection(u,v)),w,x),universal_class) -> equal(restrict(union(null_class,intersection(u,v)),w,x),null_class) member(apply(choice,restrict(union(null_class,intersection(u,v)),w,x)),u)*.
% 299.74/300.50 86536[0:Res:58368.0,9805.1] || member(restrict(intersection(u,intersection(v,w)),x,y),universal_class) -> equal(restrict(intersection(u,intersection(v,w)),x,y),null_class) member(apply(choice,restrict(intersection(u,intersection(v,w)),x,y)),w)*.
% 299.74/300.50 86533[0:Res:57780.0,9805.1] || member(intersection(u,restrict(intersection(v,w),x,y)),universal_class) -> equal(intersection(u,restrict(intersection(v,w),x,y)),null_class) member(apply(choice,intersection(u,restrict(intersection(v,w),x,y))),w)*.
% 299.74/300.50 86516[4:Res:59822.0,9805.1] || member(union(null_class,restrict(intersection(u,v),w,x)),universal_class) -> equal(union(null_class,restrict(intersection(u,v),w,x)),null_class) member(apply(choice,union(null_class,restrict(intersection(u,v),w,x))),v)*.
% 299.74/300.50 86510[0:Res:59150.0,9805.1] || member(intersection(restrict(intersection(u,v),w,x),y),universal_class) -> equal(intersection(restrict(intersection(u,v),w,x),y),null_class) member(apply(choice,intersection(restrict(intersection(u,v),w,x),y)),v)*.
% 299.74/300.50 86507[0:Res:57833.0,9805.1] || member(restrict(intersection(intersection(u,v),w),x,y),universal_class) -> equal(restrict(intersection(intersection(u,v),w),x,y),null_class) member(apply(choice,restrict(intersection(intersection(u,v),w),x,y)),v)*.
% 299.74/300.50 86549[4:Rew:80005.0,86506.2,80005.0,86506.1,80005.0,86506.0] || member(restrict(union(null_class,intersection(u,v)),w,x),universal_class) -> equal(restrict(union(null_class,intersection(u,v)),w,x),null_class) member(apply(choice,restrict(union(null_class,intersection(u,v)),w,x)),v)*.
% 299.74/300.50 90592[2:MRR:90511.0,12502.1] || -> member(not_subclass_element(intersection(u,regular(intersection(power_class(v),complement(w)))),x),union(complement(power_class(v)),w))* subclass(intersection(u,regular(intersection(power_class(v),complement(w)))),x) equal(intersection(power_class(v),complement(w)),null_class).
% 299.74/300.50 90593[2:MRR:90510.0,12502.1] || -> member(not_subclass_element(intersection(u,regular(intersection(complement(v),power_class(w)))),x),union(v,complement(power_class(w))))* subclass(intersection(u,regular(intersection(complement(v),power_class(w)))),x) equal(intersection(complement(v),power_class(w)),null_class).
% 299.74/300.50 91369[2:MRR:91286.0,12502.1] || -> member(not_subclass_element(intersection(regular(intersection(power_class(u),complement(v))),w),x),union(complement(power_class(u)),v))* subclass(intersection(regular(intersection(power_class(u),complement(v))),w),x) equal(intersection(power_class(u),complement(v)),null_class).
% 299.74/300.50 91370[2:MRR:91285.0,12502.1] || -> member(not_subclass_element(intersection(regular(intersection(complement(u),power_class(v))),w),x),union(u,complement(power_class(v))))* subclass(intersection(regular(intersection(complement(u),power_class(v))),w),x) equal(intersection(complement(u),power_class(v)),null_class).
% 299.74/300.50 95547[0:Res:1040.2,14010.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,cross_product(universal_class,universal_class)) subclass(composition_function,element_relation) -> member(u,ordered_pair(ordered_pair(v,compose(u,v)),compose(u,ordered_pair(v,compose(u,v)))))*.
% 299.74/300.50 95681[4:Res:13412.1,17822.2] || member(ordered_pair(u,cantor(u)),union(v,w)) member(u,universal_class) subclass(domain_relation,regular(intersection(v,w))) -> member(ordered_pair(u,cantor(u)),symmetric_difference(v,w))* equal(intersection(v,w),null_class).
% 299.74/300.50 95815[4:Res:95477.0,9804.1] || member(complement(successor(union(null_class,complement(intersection(u,v))))),universal_class) -> equal(complement(successor(union(null_class,complement(intersection(u,v))))),null_class) member(apply(choice,complement(successor(union(null_class,complement(intersection(u,v)))))),u)*.
% 299.74/300.50 95814[4:Res:95477.0,9805.1] || member(complement(successor(union(null_class,complement(intersection(u,v))))),universal_class) -> equal(complement(successor(union(null_class,complement(intersection(u,v))))),null_class) member(apply(choice,complement(successor(union(null_class,complement(intersection(u,v)))))),v)*.
% 299.74/300.50 96258[0:Res:3146.1,48030.0] || member(regular(intersection(u,intersection(v,intersection(complement(w),power_class(complement(power_class(x))))))),union(w,image(element_relation,power_class(x))))* -> equal(intersection(u,intersection(v,intersection(complement(w),power_class(complement(power_class(x)))))),null_class).
% 299.74/300.50 96255[0:Res:3318.1,48030.0] || member(regular(intersection(intersection(u,intersection(complement(v),power_class(complement(power_class(w))))),x)),union(v,image(element_relation,power_class(w))))* -> equal(intersection(intersection(u,intersection(complement(v),power_class(complement(power_class(w))))),x),null_class).
% 299.74/300.50 96251[0:Res:3145.1,48030.0] || member(regular(intersection(u,intersection(intersection(complement(v),power_class(complement(power_class(w)))),x))),union(v,image(element_relation,power_class(w))))* -> equal(intersection(u,intersection(intersection(complement(v),power_class(complement(power_class(w)))),x)),null_class).
% 299.74/300.50 96249[0:Res:3317.1,48030.0] || member(regular(intersection(intersection(intersection(complement(u),power_class(complement(power_class(v)))),w),x)),union(u,image(element_relation,power_class(v))))* -> equal(intersection(intersection(intersection(complement(u),power_class(complement(power_class(v)))),w),x),null_class).
% 299.74/300.50 96236[0:Res:1040.2,48030.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,intersection(complement(w),power_class(complement(power_class(x))))) member(ordered_pair(u,ordered_pair(v,compose(u,v))),union(w,image(element_relation,power_class(x))))* -> .
% 299.74/300.50 96577[0:Res:3146.1,48062.0] || member(regular(intersection(u,intersection(v,intersection(power_class(complement(power_class(w))),complement(x))))),union(image(element_relation,power_class(w)),x))* -> equal(intersection(u,intersection(v,intersection(power_class(complement(power_class(w))),complement(x)))),null_class).
% 299.74/300.50 96574[0:Res:3318.1,48062.0] || member(regular(intersection(intersection(u,intersection(power_class(complement(power_class(v))),complement(w))),x)),union(image(element_relation,power_class(v)),w))* -> equal(intersection(intersection(u,intersection(power_class(complement(power_class(v))),complement(w))),x),null_class).
% 299.74/300.50 96570[0:Res:3145.1,48062.0] || member(regular(intersection(u,intersection(intersection(power_class(complement(power_class(v))),complement(w)),x))),union(image(element_relation,power_class(v)),w))* -> equal(intersection(u,intersection(intersection(power_class(complement(power_class(v))),complement(w)),x)),null_class).
% 299.74/300.50 96568[0:Res:3317.1,48062.0] || member(regular(intersection(intersection(intersection(power_class(complement(power_class(u))),complement(v)),w),x)),union(image(element_relation,power_class(u)),v))* -> equal(intersection(intersection(intersection(power_class(complement(power_class(u))),complement(v)),w),x),null_class).
% 299.74/300.50 96555[0:Res:1040.2,48062.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,intersection(power_class(complement(power_class(w))),complement(x))) member(ordered_pair(u,ordered_pair(v,compose(u,v))),union(image(element_relation,power_class(w)),x))* -> .
% 299.74/300.50 96693[4:Res:95315.0,9800.1] || member(union(null_class,intersection(union(null_class,singleton(u)),v)),universal_class) -> equal(union(null_class,intersection(union(null_class,singleton(u)),v)),null_class) equal(apply(choice,union(null_class,intersection(union(null_class,singleton(u)),v))),u)**.
% 299.74/300.50 97025[4:Res:95358.0,9800.1] || member(union(null_class,intersection(u,union(null_class,singleton(v)))),universal_class) -> equal(union(null_class,intersection(u,union(null_class,singleton(v)))),null_class) equal(apply(choice,union(null_class,intersection(u,union(null_class,singleton(v))))),v)**.
% 299.74/300.50 97259[0:SpL:48870.0,48062.0] || member(u,intersection(power_class(complement(power_class(v))),union(complement(power_class(w)),intersection(complement(x),power_class(y)))))* member(u,union(image(element_relation,power_class(v)),intersection(power_class(w),union(x,complement(power_class(y)))))) -> .
% 299.74/300.50 97249[0:SpL:48870.0,885.1] || member(u,union(power_class(v),union(w,complement(power_class(x))))) member(u,union(complement(power_class(v)),intersection(complement(w),power_class(x))))* -> member(u,symmetric_difference(power_class(v),union(w,complement(power_class(x))))).
% 299.74/300.50 97248[0:SpL:48870.0,48030.0] || member(u,intersection(union(complement(power_class(v)),intersection(complement(w),power_class(x))),power_class(complement(power_class(y)))))* member(u,union(intersection(power_class(v),union(w,complement(power_class(x)))),image(element_relation,power_class(y)))) -> .
% 299.74/300.50 97961[0:SpL:48871.0,48062.0] || member(u,intersection(power_class(complement(power_class(v))),union(intersection(complement(w),power_class(x)),complement(power_class(y)))))* member(u,union(image(element_relation,power_class(v)),intersection(union(w,complement(power_class(x))),power_class(y)))) -> .
% 299.74/300.50 97951[0:SpL:48871.0,885.1] || member(u,union(union(v,complement(power_class(w))),power_class(x))) member(u,union(intersection(complement(v),power_class(w)),complement(power_class(x))))* -> member(u,symmetric_difference(union(v,complement(power_class(w))),power_class(x))).
% 299.74/300.50 97950[0:SpL:48871.0,48030.0] || member(u,intersection(union(intersection(complement(v),power_class(w)),complement(power_class(x))),power_class(complement(power_class(y)))))* member(u,union(intersection(union(v,complement(power_class(w))),power_class(x)),image(element_relation,power_class(y)))) -> .
% 299.74/300.50 98652[0:SpL:48872.0,48062.0] || member(u,intersection(power_class(complement(power_class(v))),union(intersection(power_class(w),complement(x)),complement(power_class(y)))))* member(u,union(image(element_relation,power_class(v)),intersection(union(complement(power_class(w)),x),power_class(y)))) -> .
% 299.74/300.50 98642[0:SpL:48872.0,885.1] || member(u,union(union(complement(power_class(v)),w),power_class(x))) member(u,union(intersection(power_class(v),complement(w)),complement(power_class(x))))* -> member(u,symmetric_difference(union(complement(power_class(v)),w),power_class(x))).
% 299.74/300.50 98641[0:SpL:48872.0,48030.0] || member(u,intersection(union(intersection(power_class(v),complement(w)),complement(power_class(x))),power_class(complement(power_class(y)))))* member(u,union(intersection(union(complement(power_class(v)),w),power_class(x)),image(element_relation,power_class(y)))) -> .
% 299.74/300.50 98864[4:Res:95309.0,9800.1] || member(intersection(intersection(union(null_class,singleton(u)),v),w),universal_class) -> equal(intersection(intersection(union(null_class,singleton(u)),v),w),null_class) equal(apply(choice,intersection(intersection(union(null_class,singleton(u)),v),w)),u)**.
% 299.74/300.50 98996[4:Res:95320.0,9800.1] || member(intersection(u,intersection(v,union(null_class,singleton(w)))),universal_class) -> equal(intersection(u,intersection(v,union(null_class,singleton(w)))),null_class) equal(apply(choice,intersection(u,intersection(v,union(null_class,singleton(w))))),w)**.
% 299.74/300.50 99122[4:Res:95350.0,9800.1] || member(intersection(u,intersection(union(null_class,singleton(v)),w)),universal_class) -> equal(intersection(u,intersection(union(null_class,singleton(v)),w)),null_class) equal(apply(choice,intersection(u,intersection(union(null_class,singleton(v)),w))),v)**.
% 299.74/300.50 99371[0:SpL:48874.0,48062.0] || member(u,intersection(power_class(complement(power_class(v))),union(complement(power_class(w)),intersection(power_class(x),complement(y)))))* member(u,union(image(element_relation,power_class(v)),intersection(power_class(w),union(complement(power_class(x)),y)))) -> .
% 299.74/300.50 99361[0:SpL:48874.0,885.1] || member(u,union(power_class(v),union(complement(power_class(w)),x))) member(u,union(complement(power_class(v)),intersection(power_class(w),complement(x))))* -> member(u,symmetric_difference(power_class(v),union(complement(power_class(w)),x))).
% 299.74/300.50 99360[0:SpL:48874.0,48030.0] || member(u,intersection(union(complement(power_class(v)),intersection(power_class(w),complement(x))),power_class(complement(power_class(y)))))* member(u,union(intersection(power_class(v),union(complement(power_class(w)),x)),image(element_relation,power_class(y)))) -> .
% 299.74/300.50 99549[4:Res:95356.0,9800.1] || member(intersection(intersection(u,union(null_class,singleton(v))),w),universal_class) -> equal(intersection(intersection(u,union(null_class,singleton(v))),w),null_class) equal(apply(choice,intersection(intersection(u,union(null_class,singleton(v))),w)),v)**.
% 299.74/300.50 99961[4:Res:95322.0,3486.0] || -> equal(complement(successor(complement(cross_product(u,v)))),null_class) equal(ordered_pair(first(regular(complement(successor(complement(cross_product(u,v)))))),second(regular(complement(successor(complement(cross_product(u,v))))))),regular(complement(successor(complement(cross_product(u,v))))))**.
% 299.74/300.50 100010[4:Rew:31.0,99987.1,31.0,99987.0] || -> equal(union(null_class,restrict(u,v,w)),null_class) equal(ordered_pair(first(regular(union(null_class,restrict(u,v,w)))),second(regular(union(null_class,restrict(u,v,w))))),regular(union(null_class,restrict(u,v,w))))**.
% 299.74/300.50 100164[0:SpR:48874.0,7971.2] || member(u,universal_class) -> member(u,image(element_relation,union(intersection(power_class(v),union(complement(power_class(w)),x)),y))) member(u,power_class(intersection(union(complement(power_class(v)),intersection(power_class(w),complement(x))),complement(y))))*.
% 299.74/300.50 100163[0:SpR:48870.0,7971.2] || member(u,universal_class) -> member(u,image(element_relation,union(intersection(power_class(v),union(w,complement(power_class(x)))),y))) member(u,power_class(intersection(union(complement(power_class(v)),intersection(complement(w),power_class(x))),complement(y))))*.
% 299.74/300.50 100162[0:SpR:48872.0,7971.2] || member(u,universal_class) -> member(u,image(element_relation,union(intersection(union(complement(power_class(v)),w),power_class(x)),y))) member(u,power_class(intersection(union(intersection(power_class(v),complement(w)),complement(power_class(x))),complement(y))))*.
% 299.74/300.50 100161[0:SpR:48871.0,7971.2] || member(u,universal_class) -> member(u,image(element_relation,union(intersection(union(v,complement(power_class(w))),power_class(x)),y))) member(u,power_class(intersection(union(intersection(complement(v),power_class(w)),complement(power_class(x))),complement(y))))*.
% 299.74/300.50 100136[0:SpR:48874.0,7971.2] || member(u,universal_class) -> member(u,image(element_relation,union(v,intersection(power_class(w),union(complement(power_class(x)),y))))) member(u,power_class(intersection(complement(v),union(complement(power_class(w)),intersection(power_class(x),complement(y))))))*.
% 299.74/300.50 100135[0:SpR:48870.0,7971.2] || member(u,universal_class) -> member(u,image(element_relation,union(v,intersection(power_class(w),union(x,complement(power_class(y))))))) member(u,power_class(intersection(complement(v),union(complement(power_class(w)),intersection(complement(x),power_class(y))))))*.
% 299.74/300.50 100134[0:SpR:48872.0,7971.2] || member(u,universal_class) -> member(u,image(element_relation,union(v,intersection(union(complement(power_class(w)),x),power_class(y))))) member(u,power_class(intersection(complement(v),union(intersection(power_class(w),complement(x)),complement(power_class(y))))))*.
% 299.74/300.50 100133[0:SpR:48871.0,7971.2] || member(u,universal_class) -> member(u,image(element_relation,union(v,intersection(union(w,complement(power_class(x))),power_class(y))))) member(u,power_class(intersection(complement(v),union(intersection(complement(w),power_class(x)),complement(power_class(y))))))*.
% 299.74/300.50 100476[4:Res:7760.1,17679.1] || member(u,universal_class) member(not_subclass_element(intersection(restrict(cross_product(singleton(u),universal_class),v,w),x),y),z)* -> subclass(intersection(restrict(cross_product(singleton(u),universal_class),v,w),x),y) member(u,cantor(z)).
% 299.74/300.50 100475[4:Res:6567.1,17679.1] || member(u,universal_class) member(not_subclass_element(intersection(v,restrict(cross_product(singleton(u),universal_class),w,x)),y),z)* -> subclass(intersection(v,restrict(cross_product(singleton(u),universal_class),w,x)),y) member(u,cantor(z)).
% 299.74/300.50 100440[4:Res:1040.2,17679.1] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,cross_product(singleton(w),universal_class))* member(w,universal_class) member(ordered_pair(u,ordered_pair(v,compose(u,v))),x)* -> member(w,cantor(x))*.
% 299.74/300.50 100499[4:Rew:31.0,100439.3,31.0,100439.2,31.0,100439.0] || member(restrict(u,singleton(v),universal_class),universal_class) member(v,universal_class) member(apply(choice,restrict(u,singleton(v),universal_class)),w)* -> equal(restrict(u,singleton(v),universal_class),null_class) member(v,cantor(w)).
% 299.74/300.50 100919[0:SpL:48874.0,8658.1] || member(u,intersection(complement(v),union(intersection(power_class(w),union(complement(power_class(x)),y)),z))) member(u,union(v,intersection(union(complement(power_class(w)),intersection(power_class(x),complement(y))),complement(z))))* -> .
% 299.74/300.50 100918[0:SpL:48870.0,8658.1] || member(u,intersection(complement(v),union(intersection(power_class(w),union(x,complement(power_class(y)))),z))) member(u,union(v,intersection(union(complement(power_class(w)),intersection(complement(x),power_class(y))),complement(z))))* -> .
% 299.74/300.50 100917[0:SpL:48872.0,8658.1] || member(u,intersection(complement(v),union(intersection(union(complement(power_class(w)),x),power_class(y)),z))) member(u,union(v,intersection(union(intersection(power_class(w),complement(x)),complement(power_class(y))),complement(z))))* -> .
% 299.74/300.50 100916[0:SpL:48871.0,8658.1] || member(u,intersection(complement(v),union(intersection(union(w,complement(power_class(x))),power_class(y)),z))) member(u,union(v,intersection(union(intersection(complement(w),power_class(x)),complement(power_class(y))),complement(z))))* -> .
% 299.74/300.50 100891[0:SpL:48874.0,8658.1] || member(u,intersection(complement(v),union(w,intersection(power_class(x),union(complement(power_class(y)),z))))) member(u,union(v,intersection(complement(w),union(complement(power_class(x)),intersection(power_class(y),complement(z))))))* -> .
% 299.74/300.50 100890[0:SpL:48870.0,8658.1] || member(u,intersection(complement(v),union(w,intersection(power_class(x),union(y,complement(power_class(z))))))) member(u,union(v,intersection(complement(w),union(complement(power_class(x)),intersection(complement(y),power_class(z))))))* -> .
% 299.74/300.50 100889[0:SpL:48872.0,8658.1] || member(u,intersection(complement(v),union(w,intersection(union(complement(power_class(x)),y),power_class(z))))) member(u,union(v,intersection(complement(w),union(intersection(power_class(x),complement(y)),complement(power_class(z))))))* -> .
% 299.74/300.50 100888[0:SpL:48871.0,8658.1] || member(u,intersection(complement(v),union(w,intersection(union(x,complement(power_class(y))),power_class(z))))) member(u,union(v,intersection(complement(w),union(intersection(complement(x),power_class(y)),complement(power_class(z))))))* -> .
% 299.74/300.50 101628[0:SpL:48874.0,8668.1] || member(u,intersection(union(intersection(power_class(v),union(complement(power_class(w)),x)),y),complement(z))) member(u,union(intersection(union(complement(power_class(v)),intersection(power_class(w),complement(x))),complement(y)),z))* -> .
% 299.74/300.50 101627[0:SpL:48870.0,8668.1] || member(u,intersection(union(intersection(power_class(v),union(w,complement(power_class(x)))),y),complement(z))) member(u,union(intersection(union(complement(power_class(v)),intersection(complement(w),power_class(x))),complement(y)),z))* -> .
% 299.74/300.50 101626[0:SpL:48872.0,8668.1] || member(u,intersection(union(intersection(union(complement(power_class(v)),w),power_class(x)),y),complement(z))) member(u,union(intersection(union(intersection(power_class(v),complement(w)),complement(power_class(x))),complement(y)),z))* -> .
% 299.74/300.50 101625[0:SpL:48871.0,8668.1] || member(u,intersection(union(intersection(union(v,complement(power_class(w))),power_class(x)),y),complement(z))) member(u,union(intersection(union(intersection(complement(v),power_class(w)),complement(power_class(x))),complement(y)),z))* -> .
% 299.74/300.50 101600[0:SpL:48874.0,8668.1] || member(u,intersection(union(v,intersection(power_class(w),union(complement(power_class(x)),y))),complement(z))) member(u,union(intersection(complement(v),union(complement(power_class(w)),intersection(power_class(x),complement(y)))),z))* -> .
% 299.74/300.50 101599[0:SpL:48870.0,8668.1] || member(u,intersection(union(v,intersection(power_class(w),union(x,complement(power_class(y))))),complement(z))) member(u,union(intersection(complement(v),union(complement(power_class(w)),intersection(complement(x),power_class(y)))),z))* -> .
% 299.74/300.50 101598[0:SpL:48872.0,8668.1] || member(u,intersection(union(v,intersection(union(complement(power_class(w)),x),power_class(y))),complement(z))) member(u,union(intersection(complement(v),union(intersection(power_class(w),complement(x)),complement(power_class(y)))),z))* -> .
% 299.74/300.50 101597[0:SpL:48871.0,8668.1] || member(u,intersection(union(v,intersection(union(w,complement(power_class(x))),power_class(y))),complement(z))) member(u,union(intersection(complement(v),union(intersection(complement(w),power_class(x)),complement(power_class(y)))),z))* -> .
% 299.74/300.50 103882[0:Rew:103871.0,98468.0] || -> equal(power_class(intersection(union(intersection(power_class(u),complement(v)),complement(power_class(w))),complement(singleton(intersection(union(complement(power_class(u)),v),power_class(w)))))),power_class(complement(successor(intersection(union(complement(power_class(u)),v),power_class(w))))))**.
% 299.74/300.50 103883[0:Rew:103871.0,97781.0] || -> equal(power_class(intersection(union(intersection(complement(u),power_class(v)),complement(power_class(w))),complement(singleton(intersection(union(u,complement(power_class(v))),power_class(w)))))),power_class(complement(successor(intersection(union(u,complement(power_class(v))),power_class(w))))))**.
% 299.74/300.50 103884[0:Rew:103871.0,99187.0] || -> equal(power_class(intersection(union(complement(power_class(u)),intersection(power_class(v),complement(w))),complement(singleton(intersection(power_class(u),union(complement(power_class(v)),w)))))),power_class(complement(successor(intersection(power_class(u),union(complement(power_class(v)),w))))))**.
% 299.74/300.50 103885[0:Rew:103871.0,97079.0] || -> equal(power_class(intersection(union(complement(power_class(u)),intersection(complement(v),power_class(w))),complement(singleton(intersection(power_class(u),union(v,complement(power_class(w)))))))),power_class(complement(successor(intersection(power_class(u),union(v,complement(power_class(w))))))))**.
% 299.74/300.50 104771[0:Rew:102293.0,102604.1] || member(regular(intersection(u,restrict(union(v,complement(union(w,x))),y,z))),intersection(complement(v),union(w,x)))* -> equal(intersection(u,restrict(union(v,complement(union(w,x))),y,z)),null_class).
% 299.74/300.50 104772[0:Rew:102293.0,102902.1] || member(regular(intersection(restrict(union(u,complement(union(v,w))),x,y),z)),intersection(complement(u),union(v,w)))* -> equal(intersection(restrict(union(u,complement(union(v,w))),x,y),z),null_class).
% 299.74/300.50 104774[0:Rew:102293.0,103040.1] || member(regular(intersection(u,restrict(union(complement(union(v,w)),x),y,z))),intersection(union(v,w),complement(x)))* -> equal(intersection(u,restrict(union(complement(union(v,w)),x),y,z)),null_class).
% 299.74/300.50 104775[0:Rew:102293.0,103239.1] || member(regular(intersection(restrict(union(complement(union(u,v)),w),x,y),z)),intersection(union(u,v),complement(w)))* -> equal(intersection(restrict(union(complement(union(u,v)),w),x,y),z),null_class).
% 299.74/300.50 104792[0:Rew:102293.0,102812.1,102293.0,102812.0] || member(union(u,complement(union(v,w))),universal_class) member(apply(choice,union(u,complement(union(v,w)))),intersection(complement(u),union(v,w)))* -> equal(union(u,complement(union(v,w))),null_class).
% 299.74/300.50 104795[2:Rew:102293.0,102961.2,102293.0,102961.1] || -> member(not_subclass_element(intersection(u,regular(power_class(complement(union(v,w))))),x),image(element_relation,union(v,w)))* subclass(intersection(u,regular(power_class(complement(union(v,w))))),x) equal(power_class(complement(union(v,w))),null_class).
% 299.74/300.50 104797[0:Rew:102293.0,103151.1,102293.0,103151.0] || member(union(complement(union(u,v)),w),universal_class) member(apply(choice,union(complement(union(u,v)),w)),intersection(union(u,v),complement(w)))* -> equal(union(complement(union(u,v)),w),null_class).
% 299.74/300.50 104799[2:Rew:102293.0,103265.1,102293.0,103265.0] || -> member(not_subclass_element(intersection(regular(power_class(complement(union(u,v)))),w),x),image(element_relation,union(u,v)))* subclass(intersection(regular(power_class(complement(union(u,v)))),w),x) equal(power_class(complement(union(u,v))),null_class).
% 299.74/300.50 112919[0:Res:7760.1,102295.0] || -> subclass(intersection(restrict(symmetric_difference(complement(u),union(v,w)),x,y),z),x1) member(not_subclass_element(intersection(restrict(symmetric_difference(complement(u),union(v,w)),x,y),z),x1),union(u,complement(union(v,w))))*.
% 299.74/300.50 112918[0:Res:6567.1,102295.0] || -> subclass(intersection(u,restrict(symmetric_difference(complement(v),union(w,x)),y,z)),x1) member(not_subclass_element(intersection(u,restrict(symmetric_difference(complement(v),union(w,x)),y,z)),x1),union(v,complement(union(w,x))))*.
% 299.74/300.50 113350[0:Res:7760.1,102309.0] || -> subclass(intersection(restrict(symmetric_difference(union(u,v),complement(w)),x,y),z),x1) member(not_subclass_element(intersection(restrict(symmetric_difference(union(u,v),complement(w)),x,y),z),x1),union(complement(union(u,v)),w))*.
% 299.74/300.50 113349[0:Res:6567.1,102309.0] || -> subclass(intersection(u,restrict(symmetric_difference(union(v,w),complement(x)),y,z)),x1) member(not_subclass_element(intersection(u,restrict(symmetric_difference(union(v,w),complement(x)),y,z)),x1),union(complement(union(v,w)),x))*.
% 299.74/300.50 113613[2:MRR:113518.0,12502.1] || -> member(not_subclass_element(intersection(regular(image(element_relation,union(u,v))),w),x),power_class(complement(union(u,v))))* subclass(intersection(regular(image(element_relation,union(u,v))),w),x) equal(image(element_relation,union(u,v)),null_class).
% 299.74/300.50 113614[2:MRR:113516.0,12502.1] || -> member(not_subclass_element(intersection(u,regular(image(element_relation,union(v,w)))),x),power_class(complement(union(v,w))))* subclass(intersection(u,regular(image(element_relation,union(v,w)))),x) equal(image(element_relation,union(v,w)),null_class).
% 299.74/300.50 114201[0:Res:3147.1,102294.0] || member(regular(intersection(u,restrict(intersection(complement(v),union(w,x)),y,z))),union(v,complement(union(w,x))))* -> equal(intersection(u,restrict(intersection(complement(v),union(w,x)),y,z)),null_class).
% 299.74/300.50 114198[0:Res:3319.1,102294.0] || member(regular(intersection(restrict(intersection(complement(u),union(v,w)),x,y),z)),union(u,complement(union(v,w))))* -> equal(intersection(restrict(intersection(complement(u),union(v,w)),x,y),z),null_class).
% 299.74/300.50 114158[0:Res:73.2,102294.0] || member(intersection(complement(u),union(v,w)),universal_class) member(apply(choice,intersection(complement(u),union(v,w))),union(u,complement(union(v,w))))* -> equal(intersection(complement(u),union(v,w)),null_class).
% 299.74/300.50 115173[0:Res:3147.1,102308.0] || member(regular(intersection(u,restrict(intersection(union(v,w),complement(x)),y,z))),union(complement(union(v,w)),x))* -> equal(intersection(u,restrict(intersection(union(v,w),complement(x)),y,z)),null_class).
% 299.74/300.50 115170[0:Res:3319.1,102308.0] || member(regular(intersection(restrict(intersection(union(u,v),complement(w)),x,y),z)),union(complement(union(u,v)),w))* -> equal(intersection(restrict(intersection(union(u,v),complement(w)),x,y),z),null_class).
% 299.74/300.50 115130[0:Res:73.2,102308.0] || member(intersection(union(u,v),complement(w)),universal_class) member(apply(choice,intersection(union(u,v),complement(w))),union(complement(union(u,v)),w))* -> equal(intersection(union(u,v),complement(w)),null_class).
% 299.74/300.50 116624[0:SpR:102469.0,3539.1] || -> subclass(symmetric_difference(restrict(u,v,w),complement(union(cross_product(v,w),u))),x) member(not_subclass_element(symmetric_difference(restrict(u,v,w),complement(union(cross_product(v,w),u))),x),complement(symmetric_difference(cross_product(v,w),u)))*.
% 299.74/300.50 117486[0:SpR:102489.0,3539.1] || -> subclass(symmetric_difference(restrict(u,v,w),complement(union(u,cross_product(v,w)))),x) member(not_subclass_element(symmetric_difference(restrict(u,v,w),complement(union(u,cross_product(v,w)))),x),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.74/300.50 118900[0:SpL:102945.0,48062.0] || member(u,intersection(power_class(complement(power_class(v))),union(complement(power_class(w)),image(element_relation,union(x,y)))))* member(u,union(image(element_relation,power_class(v)),intersection(power_class(w),power_class(complement(union(x,y)))))) -> .
% 299.74/300.50 118893[0:SpL:102945.0,885.1] || member(u,union(power_class(v),power_class(complement(union(w,x))))) member(u,union(complement(power_class(v)),image(element_relation,union(w,x))))* -> member(u,symmetric_difference(power_class(v),power_class(complement(union(w,x))))).
% 299.74/300.50 118890[0:SpL:102945.0,48030.0] || member(u,intersection(union(complement(power_class(v)),image(element_relation,union(w,x))),power_class(complement(power_class(y)))))* member(u,union(intersection(power_class(v),power_class(complement(union(w,x)))),image(element_relation,power_class(y)))) -> .
% 299.74/300.50 123227[0:SpL:103074.0,48062.0] || member(u,intersection(power_class(complement(power_class(v))),union(image(element_relation,power_class(w)),complement(union(x,y)))))* member(u,union(image(element_relation,power_class(v)),intersection(power_class(complement(power_class(w))),union(x,y)))) -> .
% 299.74/300.50 123220[0:SpL:103074.0,885.1] || member(u,union(power_class(complement(power_class(v))),union(w,x))) member(u,union(image(element_relation,power_class(v)),complement(union(w,x))))* -> member(u,symmetric_difference(power_class(complement(power_class(v))),union(w,x))).
% 299.74/300.50 123217[0:SpL:103074.0,48030.0] || member(u,intersection(union(image(element_relation,power_class(v)),complement(union(w,x))),power_class(complement(power_class(y)))))* member(u,union(intersection(power_class(complement(power_class(v))),union(w,x)),image(element_relation,power_class(y)))) -> .
% 299.74/300.50 123773[0:SpL:103320.0,48062.0] || member(u,intersection(power_class(complement(power_class(v))),union(image(element_relation,union(w,x)),complement(power_class(y)))))* member(u,union(image(element_relation,power_class(v)),intersection(power_class(complement(union(w,x))),power_class(y)))) -> .
% 299.74/300.50 123766[0:SpL:103320.0,885.1] || member(u,union(power_class(complement(union(v,w))),power_class(x))) member(u,union(image(element_relation,union(v,w)),complement(power_class(x))))* -> member(u,symmetric_difference(power_class(complement(union(v,w))),power_class(x))).
% 299.74/300.50 123763[0:SpL:103320.0,48030.0] || member(u,intersection(union(image(element_relation,union(v,w)),complement(power_class(x))),power_class(complement(power_class(y)))))* member(u,union(intersection(power_class(complement(union(v,w))),power_class(x)),image(element_relation,power_class(y)))) -> .
% 299.74/300.50 123996[4:Res:123487.0,9804.1] || member(complement(successor(complement(intersection(intersection(u,v),w)))),universal_class) -> equal(complement(successor(complement(intersection(intersection(u,v),w)))),null_class) member(apply(choice,complement(successor(complement(intersection(intersection(u,v),w))))),u)*.
% 299.74/300.50 123995[4:Res:123487.0,9805.1] || member(complement(successor(complement(intersection(intersection(u,v),w)))),universal_class) -> equal(complement(successor(complement(intersection(intersection(u,v),w)))),null_class) member(apply(choice,complement(successor(complement(intersection(intersection(u,v),w))))),v)*.
% 299.74/300.50 124156[4:Res:123906.0,9804.1] || member(complement(successor(complement(intersection(u,intersection(v,w))))),universal_class) -> equal(complement(successor(complement(intersection(u,intersection(v,w))))),null_class) member(apply(choice,complement(successor(complement(intersection(u,intersection(v,w)))))),v)*.
% 299.74/300.50 124155[4:Res:123906.0,9805.1] || member(complement(successor(complement(intersection(u,intersection(v,w))))),universal_class) -> equal(complement(successor(complement(intersection(u,intersection(v,w))))),null_class) member(apply(choice,complement(successor(complement(intersection(u,intersection(v,w)))))),w)*.
% 299.74/300.50 124320[4:Res:123484.0,9800.1] || member(regular(union(null_class,complement(intersection(singleton(u),v)))),universal_class) -> equal(regular(union(null_class,complement(intersection(singleton(u),v)))),null_class) equal(apply(choice,regular(union(null_class,complement(intersection(singleton(u),v))))),u)**.
% 299.74/300.50 124500[4:Res:124223.0,9800.1] || member(regular(union(null_class,complement(intersection(u,singleton(v))))),universal_class) -> equal(regular(union(null_class,complement(intersection(u,singleton(v))))),null_class) equal(apply(choice,regular(union(null_class,complement(intersection(u,singleton(v)))))),v)**.
% 299.74/300.50 124788[0:SpL:103450.0,48062.0] || member(u,intersection(power_class(complement(power_class(v))),union(complement(union(w,x)),image(element_relation,power_class(y)))))* member(u,union(image(element_relation,power_class(v)),intersection(union(w,x),power_class(complement(power_class(y)))))) -> .
% 299.74/300.50 124781[0:SpL:103450.0,885.1] || member(u,union(union(v,w),power_class(complement(power_class(x))))) member(u,union(complement(union(v,w)),image(element_relation,power_class(x))))* -> member(u,symmetric_difference(union(v,w),power_class(complement(power_class(x))))).
% 299.74/300.50 124778[0:SpL:103450.0,48030.0] || member(u,intersection(union(complement(union(v,w)),image(element_relation,power_class(x))),power_class(complement(power_class(y)))))* member(u,union(intersection(union(v,w),power_class(complement(power_class(x)))),image(element_relation,power_class(y)))) -> .
% 299.74/300.50 125449[4:Res:60803.0,9808.1] || member(union(null_class,intersection(u,restrict(v,w,x))),universal_class) -> equal(union(null_class,intersection(u,restrict(v,w,x))),null_class) member(apply(choice,union(null_class,intersection(u,restrict(v,w,x)))),v)*.
% 299.74/300.50 125445[0:Res:59447.0,9808.1] || member(intersection(intersection(u,restrict(v,w,x)),y),universal_class) -> equal(intersection(intersection(u,restrict(v,w,x)),y),null_class) member(apply(choice,intersection(intersection(u,restrict(v,w,x)),y)),v)*.
% 299.74/300.50 125466[4:Rew:80005.0,125442.2,80005.0,125442.1,80005.0,125442.0] || member(intersection(u,union(null_class,restrict(v,w,x))),universal_class) -> equal(intersection(u,union(null_class,restrict(v,w,x))),null_class) member(apply(choice,intersection(u,union(null_class,restrict(v,w,x)))),v)*.
% 299.74/300.50 125437[0:Res:57711.0,9808.1] || member(intersection(u,intersection(restrict(v,w,x),y)),universal_class) -> equal(intersection(u,intersection(restrict(v,w,x),y)),null_class) member(apply(choice,intersection(u,intersection(restrict(v,w,x),y))),v)*.
% 299.74/300.50 125467[4:Rew:80005.0,125429.2,80005.0,125429.1,80005.0,125429.0] || member(intersection(union(null_class,restrict(u,v,w)),x),universal_class) -> equal(intersection(union(null_class,restrict(u,v,w)),x),null_class) member(apply(choice,intersection(union(null_class,restrict(u,v,w)),x)),u)*.
% 299.74/300.50 125421[0:Res:58246.0,9808.1] || member(intersection(u,intersection(v,restrict(w,x,y))),universal_class) -> equal(intersection(u,intersection(v,restrict(w,x,y))),null_class) member(apply(choice,intersection(u,intersection(v,restrict(w,x,y)))),w)*.
% 299.74/300.50 125420[4:Res:106506.0,9808.1] || member(regular(union(null_class,complement(restrict(u,v,w)))),universal_class) -> equal(regular(union(null_class,complement(restrict(u,v,w)))),null_class) member(apply(choice,regular(union(null_class,complement(restrict(u,v,w))))),u)*.
% 299.74/300.50 125415[4:Res:59213.0,9808.1] || member(union(null_class,intersection(restrict(u,v,w),x)),universal_class) -> equal(union(null_class,intersection(restrict(u,v,w),x)),null_class) member(apply(choice,union(null_class,intersection(restrict(u,v,w),x))),u)*.
% 299.74/300.50 125411[0:Res:59078.0,9808.1] || member(intersection(intersection(restrict(u,v,w),x),y),universal_class) -> equal(intersection(intersection(restrict(u,v,w),x),y),null_class) member(apply(choice,intersection(intersection(restrict(u,v,w),x),y)),u)*.
% 299.74/300.50 126150[4:Res:123479.0,9800.1] || member(union(null_class,intersection(intersection(singleton(u),v),w)),universal_class) -> equal(union(null_class,intersection(intersection(singleton(u),v),w)),null_class) equal(apply(choice,union(null_class,intersection(intersection(singleton(u),v),w))),u)**.
% 299.74/300.50 126325[4:Res:123491.0,9800.1] || member(intersection(union(null_class,intersection(singleton(u),v)),w),universal_class) -> equal(intersection(union(null_class,intersection(singleton(u),v)),w),null_class) equal(apply(choice,intersection(union(null_class,intersection(singleton(u),v)),w)),u)**.
% 299.74/300.50 126492[4:Res:123520.0,9800.1] || member(intersection(u,union(null_class,intersection(singleton(v),w))),universal_class) -> equal(intersection(u,union(null_class,intersection(singleton(v),w))),null_class) equal(apply(choice,intersection(u,union(null_class,intersection(singleton(v),w)))),v)**.
% 299.74/300.50 126656[4:Res:123529.0,9800.1] || member(union(null_class,intersection(u,intersection(singleton(v),w))),universal_class) -> equal(union(null_class,intersection(u,intersection(singleton(v),w))),null_class) equal(apply(choice,union(null_class,intersection(u,intersection(singleton(v),w)))),v)**.
% 299.74/300.50 126797[4:Res:123909.0,9800.1] || member(complement(successor(complement(restrict(singleton(u),v,w)))),universal_class) -> equal(complement(successor(complement(restrict(singleton(u),v,w)))),null_class) equal(apply(choice,complement(successor(complement(restrict(singleton(u),v,w))))),u)**.
% 299.74/300.50 127076[4:Res:126047.0,9800.1] || member(union(null_class,intersection(intersection(u,singleton(v)),w)),universal_class) -> equal(union(null_class,intersection(intersection(u,singleton(v)),w)),null_class) equal(apply(choice,union(null_class,intersection(intersection(u,singleton(v)),w))),v)**.
% 299.74/300.50 127251[4:Res:126220.0,9800.1] || member(intersection(union(null_class,intersection(u,singleton(v))),w),universal_class) -> equal(intersection(union(null_class,intersection(u,singleton(v))),w),null_class) equal(apply(choice,intersection(union(null_class,intersection(u,singleton(v))),w)),v)**.
% 299.74/300.50 127472[4:Res:126395.0,9800.1] || member(intersection(u,union(null_class,intersection(v,singleton(w)))),universal_class) -> equal(intersection(u,union(null_class,intersection(v,singleton(w)))),null_class) equal(apply(choice,intersection(u,union(null_class,intersection(v,singleton(w))))),w)**.
% 299.74/300.50 127639[4:Res:126557.0,9800.1] || member(union(null_class,intersection(u,intersection(v,singleton(w)))),universal_class) -> equal(union(null_class,intersection(u,intersection(v,singleton(w)))),null_class) equal(apply(choice,union(null_class,intersection(u,intersection(v,singleton(w))))),w)**.
% 299.74/300.50 136945[4:Rew:136834.0,136929.2,136834.0,136929.1] || member(ordered_pair(u,regular(image(v,range_of(null_class)))),cross_product(universal_class,universal_class)) -> equal(image(v,range_of(null_class)),null_class) member(ordered_pair(u,regular(image(v,range_of(null_class)))),compose(v,singleton(cross_product(singleton(u),universal_class))))*.
% 299.74/300.50 141323[0:Res:123475.0,9800.1] || member(intersection(intersection(intersection(singleton(u),v),w),x),universal_class) -> equal(intersection(intersection(intersection(singleton(u),v),w),x),null_class) equal(apply(choice,intersection(intersection(intersection(singleton(u),v),w),x)),u)**.
% 299.74/300.50 141684[0:Res:123485.0,9800.1] || member(intersection(u,intersection(v,intersection(singleton(w),x))),universal_class) -> equal(intersection(u,intersection(v,intersection(singleton(w),x))),null_class) equal(apply(choice,intersection(u,intersection(v,intersection(singleton(w),x)))),w)**.
% 299.74/300.50 141926[0:Res:123517.0,9800.1] || member(intersection(u,intersection(intersection(singleton(v),w),x)),universal_class) -> equal(intersection(u,intersection(intersection(singleton(v),w),x)),null_class) equal(apply(choice,intersection(u,intersection(intersection(singleton(v),w),x))),v)**.
% 299.74/300.50 142173[0:Res:123525.0,9800.1] || member(intersection(intersection(u,intersection(singleton(v),w)),x),universal_class) -> equal(intersection(intersection(u,intersection(singleton(v),w)),x),null_class) equal(apply(choice,intersection(intersection(u,intersection(singleton(v),w)),x)),v)**.
% 299.74/300.50 142518[0:Res:8431.2,9362.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,symmetric_difference(union(v,w),union(complement(v),complement(w))))* -> member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),complement(symmetric_difference(complement(v),complement(w))))*.
% 299.74/300.50 142517[0:Res:8432.2,9362.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,symmetric_difference(union(v,w),union(complement(v),complement(w))))* -> member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),complement(symmetric_difference(complement(v),complement(w))))*.
% 299.74/300.50 142500[0:Res:186.1,9362.0] || -> subclass(intersection(u,symmetric_difference(union(v,w),union(complement(v),complement(w)))),x) member(not_subclass_element(intersection(u,symmetric_difference(union(v,w),union(complement(v),complement(w)))),x),complement(symmetric_difference(complement(v),complement(w))))*.
% 299.74/300.50 142478[0:Res:194.1,9362.0] || -> subclass(intersection(symmetric_difference(union(u,v),union(complement(u),complement(v))),w),x) member(not_subclass_element(intersection(symmetric_difference(union(u,v),union(complement(u),complement(v))),w),x),complement(symmetric_difference(complement(u),complement(v))))*.
% 299.74/300.50 142637[0:Rew:102302.0,142392.1] || member(u,symmetric_difference(union(intersection(complement(v),union(w,x)),y),union(union(v,complement(union(w,x))),complement(y))))* -> member(u,complement(symmetric_difference(union(v,complement(union(w,x))),complement(y)))).
% 299.74/300.50 142638[0:Rew:102312.0,142382.1] || member(u,symmetric_difference(union(intersection(union(v,w),complement(x)),y),union(union(complement(union(v,w)),x),complement(y))))* -> member(u,complement(symmetric_difference(union(complement(union(v,w)),x),complement(y)))).
% 299.74/300.50 142639[0:Rew:102302.0,142357.1] || member(u,symmetric_difference(union(v,intersection(complement(w),union(x,y))),union(complement(v),union(w,complement(union(x,y))))))* -> member(u,complement(symmetric_difference(complement(v),union(w,complement(union(x,y)))))).
% 299.74/300.50 142640[0:Rew:102312.0,142347.1] || member(u,symmetric_difference(union(v,intersection(union(w,x),complement(y))),union(complement(v),union(complement(union(w,x)),y))))* -> member(u,complement(symmetric_difference(complement(v),union(complement(union(w,x)),y)))).
% 299.74/300.50 142821[0:Res:127908.0,9800.1] || member(intersection(intersection(intersection(u,singleton(v)),w),x),universal_class) -> equal(intersection(intersection(intersection(u,singleton(v)),w),x),null_class) equal(apply(choice,intersection(intersection(intersection(u,singleton(v)),w),x)),v)**.
% 299.74/300.50 143064[0:Res:127918.0,9800.1] || member(intersection(u,intersection(v,intersection(w,singleton(x)))),universal_class) -> equal(intersection(u,intersection(v,intersection(w,singleton(x)))),null_class) equal(apply(choice,intersection(u,intersection(v,intersection(w,singleton(x))))),x)**.
% 299.74/300.50 143306[0:Res:127954.0,9800.1] || member(intersection(u,intersection(intersection(v,singleton(w)),x)),universal_class) -> equal(intersection(u,intersection(intersection(v,singleton(w)),x)),null_class) equal(apply(choice,intersection(u,intersection(intersection(v,singleton(w)),x))),w)**.
% 299.74/300.50 143553[0:Res:127963.0,9800.1] || member(intersection(intersection(u,intersection(v,singleton(w))),x),universal_class) -> equal(intersection(intersection(u,intersection(v,singleton(w))),x),null_class) equal(apply(choice,intersection(intersection(u,intersection(v,singleton(w))),x)),w)**.
% 299.74/300.50 143793[0:Res:58786.0,9800.1] || member(restrict(restrict(singleton(u),v,w),x,y),universal_class) -> equal(restrict(restrict(singleton(u),v,w),x,y),null_class) equal(apply(choice,restrict(restrict(singleton(u),v,w),x,y)),u)**.
% 299.74/300.50 145656[4:MRR:145538.0,308.0] || member(u,universal_class) subclass(domain_relation,regular(intersection(complement(v),union(w,x)))) -> member(ordered_pair(u,cantor(u)),union(v,complement(union(w,x))))* equal(intersection(complement(v),union(w,x)),null_class).
% 299.74/300.50 145665[2:MRR:145510.0,12502.1] || -> member(not_subclass_element(regular(intersection(complement(u),union(v,w))),x),union(u,complement(union(v,w))))* subclass(regular(intersection(complement(u),union(v,w))),x) equal(intersection(complement(u),union(v,w)),null_class).
% 299.74/300.50 146258[0:Rew:75578.0,145881.0] || -> equal(intersection(union(union(u,complement(union(v,w))),union(x,y)),union(intersection(complement(u),union(v,w)),complement(union(x,y)))),symmetric_difference(union(u,complement(union(v,w))),union(x,y)))**.
% 299.74/300.50 146259[0:Rew:75578.0,145871.0] || -> equal(intersection(union(union(complement(union(u,v)),w),union(x,y)),union(intersection(union(u,v),complement(w)),complement(union(x,y)))),symmetric_difference(union(complement(union(u,v)),w),union(x,y)))**.
% 299.74/300.50 146277[0:Rew:104218.0,146043.2] || subclass(u,union(complement(v),union(w,x))) member(not_subclass_element(u,symmetric_difference(complement(v),union(w,x))),union(v,complement(union(w,x))))* -> subclass(u,symmetric_difference(complement(v),union(w,x))).
% 299.74/300.50 146279[0:Rew:104218.0,146024.1] || member(not_subclass_element(u,complement(symmetric_difference(complement(v),union(w,x)))),symmetric_difference(union(v,complement(union(w,x))),union(complement(v),union(w,x))))* -> subclass(u,complement(symmetric_difference(complement(v),union(w,x)))).
% 299.74/300.50 146280[0:Rew:104218.0,146016.1] || member(not_subclass_element(symmetric_difference(complement(u),union(v,w)),intersection(x,union(u,complement(union(v,w))))),x)* -> subclass(symmetric_difference(complement(u),union(v,w)),intersection(x,union(u,complement(union(v,w))))).
% 299.74/300.50 146566[4:MRR:146445.0,308.0] || member(u,universal_class) subclass(domain_relation,regular(intersection(union(v,w),complement(x)))) -> member(ordered_pair(u,cantor(u)),union(complement(union(v,w)),x))* equal(intersection(union(v,w),complement(x)),null_class).
% 299.74/300.50 146575[2:MRR:146417.0,12502.1] || -> member(not_subclass_element(regular(intersection(union(u,v),complement(w))),x),union(complement(union(u,v)),w))* subclass(regular(intersection(union(u,v),complement(w))),x) equal(intersection(union(u,v),complement(w)),null_class).
% 299.74/300.50 146834[0:SpR:102302.0,103225.0] || -> equal(intersection(union(union(u,v),union(w,complement(union(x,y)))),union(complement(union(u,v)),intersection(complement(w),union(x,y)))),symmetric_difference(union(u,v),union(w,complement(union(x,y)))))**.
% 299.74/300.50 146824[0:SpR:102312.0,103225.0] || -> equal(intersection(union(union(u,v),union(complement(union(w,x)),y)),union(complement(union(u,v)),intersection(union(w,x),complement(y)))),symmetric_difference(union(u,v),union(complement(union(w,x)),y)))**.
% 299.74/300.50 147227[0:Rew:103225.0,146962.2] || subclass(u,union(complement(union(v,w)),x)) member(not_subclass_element(u,symmetric_difference(union(v,w),complement(x))),union(union(v,w),complement(x)))* -> subclass(u,symmetric_difference(union(v,w),complement(x))).
% 299.74/300.50 147229[0:Rew:103225.0,146943.1] || member(not_subclass_element(u,complement(symmetric_difference(union(v,w),complement(x)))),symmetric_difference(union(union(v,w),complement(x)),union(complement(union(v,w)),x)))* -> subclass(u,complement(symmetric_difference(union(v,w),complement(x)))).
% 299.74/300.50 147231[0:Rew:103225.0,146934.1] || member(not_subclass_element(symmetric_difference(union(u,v),complement(w)),intersection(x,union(complement(union(u,v)),w))),x)* -> subclass(symmetric_difference(union(u,v),complement(w)),intersection(x,union(complement(union(u,v)),w))).
% 299.74/300.50 148949[0:SpR:48838.0,48029.1] || member(u,universal_class) -> member(u,intersection(union(image(element_relation,power_class(v)),complement(power_class(w))),power_class(complement(power_class(x)))))* member(u,union(intersection(power_class(complement(power_class(v))),power_class(w)),image(element_relation,power_class(x)))).
% 299.74/300.50 148947[0:SpR:48835.0,48029.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),image(element_relation,power_class(w))),power_class(complement(power_class(x)))))* member(u,union(intersection(power_class(v),power_class(complement(power_class(w)))),image(element_relation,power_class(x)))).
% 299.74/300.50 149080[2:MRR:149014.0,12502.1] || subclass(u,regular(intersection(complement(v),power_class(complement(power_class(w))))))* -> member(not_subclass_element(u,x),union(v,image(element_relation,power_class(w))))* subclass(u,x) equal(intersection(complement(v),power_class(complement(power_class(w)))),null_class).
% 299.74/300.50 149089[0:MRR:149037.0,12502.1] || subclass(u,v) -> member(not_subclass_element(u,intersection(intersection(complement(w),power_class(complement(power_class(x)))),v)),union(w,image(element_relation,power_class(x))))* subclass(u,intersection(intersection(complement(w),power_class(complement(power_class(x)))),v)).
% 299.74/300.50 149092[0:MRR:149039.0,12502.1] || -> member(not_subclass_element(intersection(u,v),intersection(intersection(complement(w),power_class(complement(power_class(x)))),u)),union(w,image(element_relation,power_class(x))))* subclass(intersection(u,v),intersection(intersection(complement(w),power_class(complement(power_class(x)))),u)).
% 299.74/300.50 149093[0:MRR:149038.0,12502.1] || -> member(not_subclass_element(intersection(u,v),intersection(intersection(complement(w),power_class(complement(power_class(x)))),v)),union(w,image(element_relation,power_class(x))))* subclass(intersection(u,v),intersection(intersection(complement(w),power_class(complement(power_class(x)))),v)).
% 299.74/300.50 149146[0:SpR:48838.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),union(image(element_relation,power_class(w)),complement(power_class(x)))))* member(u,union(image(element_relation,power_class(v)),intersection(power_class(complement(power_class(w))),power_class(x)))).
% 299.74/300.50 149144[0:SpR:48835.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),union(complement(power_class(w)),image(element_relation,power_class(x)))))* member(u,union(image(element_relation,power_class(v)),intersection(power_class(w),power_class(complement(power_class(x)))))).
% 299.74/300.50 149294[2:MRR:149227.0,12502.1] || subclass(u,regular(intersection(power_class(complement(power_class(v))),complement(w))))* -> member(not_subclass_element(u,x),union(image(element_relation,power_class(v)),w))* subclass(u,x) equal(intersection(power_class(complement(power_class(v))),complement(w)),null_class).
% 299.74/300.50 149303[0:MRR:149250.0,12502.1] || subclass(u,v) -> member(not_subclass_element(u,intersection(intersection(power_class(complement(power_class(w))),complement(x)),v)),union(image(element_relation,power_class(w)),x))* subclass(u,intersection(intersection(power_class(complement(power_class(w))),complement(x)),v)).
% 299.74/300.50 149306[0:MRR:149252.0,12502.1] || -> member(not_subclass_element(intersection(u,v),intersection(intersection(power_class(complement(power_class(w))),complement(x)),u)),union(image(element_relation,power_class(w)),x))* subclass(intersection(u,v),intersection(intersection(power_class(complement(power_class(w))),complement(x)),u)).
% 299.74/300.50 149307[0:MRR:149251.0,12502.1] || -> member(not_subclass_element(intersection(u,v),intersection(intersection(power_class(complement(power_class(w))),complement(x)),v)),union(image(element_relation,power_class(w)),x))* subclass(intersection(u,v),intersection(intersection(power_class(complement(power_class(w))),complement(x)),v)).
% 299.74/300.50 149783[0:Res:186.1,47989.0] || member(not_subclass_element(intersection(u,intersection(complement(v),union(w,complement(power_class(x))))),y),union(v,intersection(complement(w),power_class(x))))* -> subclass(intersection(u,intersection(complement(v),union(w,complement(power_class(x))))),y).
% 299.74/300.50 149758[0:Res:194.1,47989.0] || member(not_subclass_element(intersection(intersection(complement(u),union(v,complement(power_class(w)))),x),y),union(u,intersection(complement(v),power_class(w))))* -> subclass(intersection(intersection(complement(u),union(v,complement(power_class(w)))),x),y).
% 299.74/300.50 149712[0:SpL:48838.0,47989.0] || member(u,intersection(union(image(element_relation,power_class(v)),complement(power_class(w))),union(x,complement(power_class(y)))))* member(u,union(intersection(power_class(complement(power_class(v))),power_class(w)),intersection(complement(x),power_class(y)))) -> .
% 299.74/300.50 149710[0:SpL:48835.0,47989.0] || member(u,intersection(union(complement(power_class(v)),image(element_relation,power_class(w))),union(x,complement(power_class(y)))))* member(u,union(intersection(power_class(v),power_class(complement(power_class(w)))),intersection(complement(x),power_class(y)))) -> .
% 299.74/300.50 150120[0:Res:186.1,48009.0] || member(not_subclass_element(intersection(u,intersection(union(v,complement(power_class(w))),complement(x))),y),union(intersection(complement(v),power_class(w)),x))* -> subclass(intersection(u,intersection(union(v,complement(power_class(w))),complement(x))),y).
% 299.74/300.50 150095[0:Res:194.1,48009.0] || member(not_subclass_element(intersection(intersection(union(u,complement(power_class(v))),complement(w)),x),y),union(intersection(complement(u),power_class(v)),w))* -> subclass(intersection(intersection(union(u,complement(power_class(v))),complement(w)),x),y).
% 299.74/300.50 150017[0:SpL:48838.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),union(image(element_relation,power_class(x)),complement(power_class(y)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(power_class(complement(power_class(x))),power_class(y)))) -> .
% 299.74/300.50 150015[0:SpL:48835.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),union(complement(power_class(x)),image(element_relation,power_class(y)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(power_class(x),power_class(complement(power_class(y)))))) -> .
% 299.74/300.50 150456[0:Res:186.1,48038.0] || member(not_subclass_element(intersection(u,intersection(complement(v),union(complement(power_class(w)),x))),y),union(v,intersection(power_class(w),complement(x))))* -> subclass(intersection(u,intersection(complement(v),union(complement(power_class(w)),x))),y).
% 299.74/300.50 150431[0:Res:194.1,48038.0] || member(not_subclass_element(intersection(intersection(complement(u),union(complement(power_class(v)),w)),x),y),union(u,intersection(power_class(v),complement(w))))* -> subclass(intersection(intersection(complement(u),union(complement(power_class(v)),w)),x),y).
% 299.74/300.50 150385[0:SpL:48838.0,48038.0] || member(u,intersection(union(image(element_relation,power_class(v)),complement(power_class(w))),union(complement(power_class(x)),y)))* member(u,union(intersection(power_class(complement(power_class(v))),power_class(w)),intersection(power_class(x),complement(y)))) -> .
% 299.74/300.50 150383[0:SpL:48835.0,48038.0] || member(u,intersection(union(complement(power_class(v)),image(element_relation,power_class(w))),union(complement(power_class(x)),y)))* member(u,union(intersection(power_class(v),power_class(complement(power_class(w)))),intersection(power_class(x),complement(y)))) -> .
% 299.74/300.50 150697[0:Res:186.1,48198.0] || member(not_subclass_element(intersection(u,intersection(union(complement(power_class(v)),w),complement(x))),y),union(intersection(power_class(v),complement(w)),x))* -> subclass(intersection(u,intersection(union(complement(power_class(v)),w),complement(x))),y).
% 299.74/300.50 150672[0:Res:194.1,48198.0] || member(not_subclass_element(intersection(intersection(union(complement(power_class(u)),v),complement(w)),x),y),union(intersection(power_class(u),complement(v)),w))* -> subclass(intersection(intersection(union(complement(power_class(u)),v),complement(w)),x),y).
% 299.74/300.50 150587[0:SpL:48838.0,48198.0] || member(u,intersection(union(complement(power_class(v)),w),union(image(element_relation,power_class(x)),complement(power_class(y)))))* member(u,union(intersection(power_class(v),complement(w)),intersection(power_class(complement(power_class(x))),power_class(y)))) -> .
% 299.74/300.50 150585[0:SpL:48835.0,48198.0] || member(u,intersection(union(complement(power_class(v)),w),union(complement(power_class(x)),image(element_relation,power_class(y)))))* member(u,union(intersection(power_class(v),complement(w)),intersection(power_class(x),power_class(complement(power_class(y)))))) -> .
% 299.74/300.50 151633[0:SpL:102583.0,102309.0] || member(u,symmetric_difference(union(v,w),union(complement(power_class(x)),intersection(complement(y),union(z,x1)))))* -> member(u,union(complement(union(v,w)),intersection(power_class(x),union(y,complement(union(z,x1)))))).
% 299.74/300.50 151617[0:SpL:102583.0,102295.0] || member(u,symmetric_difference(union(complement(power_class(v)),intersection(complement(w),union(x,y))),union(z,x1)))* -> member(u,union(intersection(power_class(v),union(w,complement(union(x,y)))),complement(union(z,x1)))).
% 299.74/300.50 151602[9:SpL:102583.0,78076.1] function(intersection(power_class(u),union(v,complement(union(w,x))))) || equal(union(complement(power_class(u)),intersection(complement(v),union(w,x))),successor(intersection(power_class(u),union(v,complement(union(w,x))))))** -> .
% 299.74/300.50 151774[4:Rew:102583.0,151581.1] || member(union(complement(power_class(u)),intersection(complement(v),union(w,x))),universal_class) -> member(union(complement(power_class(u)),intersection(complement(v),union(w,x))),intersection(power_class(u),union(v,complement(union(w,x)))))*.
% 299.74/300.50 151775[0:Rew:102583.0,151576.1] || subclass(union(complement(power_class(u)),intersection(complement(v),union(w,x))),intersection(power_class(u),union(v,complement(union(w,x)))))* -> equal(union(complement(power_class(u)),intersection(complement(v),union(w,x))),null_class).
% 299.74/300.50 151456[0:SpR:102583.0,7786.1] || -> subclass(symmetric_difference(power_class(u),union(v,complement(union(w,x)))),y) member(not_subclass_element(symmetric_difference(power_class(u),union(v,complement(union(w,x)))),y),union(complement(power_class(u)),intersection(complement(v),union(w,x))))*.
% 299.74/300.50 151433[9:SpR:102583.0,107477.1] function(intersection(power_class(u),union(v,complement(union(w,x))))) || -> subclass(regular(successor(intersection(power_class(u),union(v,complement(union(w,x)))))),union(complement(power_class(u)),intersection(complement(v),union(w,x))))*.
% 299.74/300.50 151776[2:Rew:102583.0,151424.1] || -> member(union(complement(power_class(u)),intersection(complement(v),union(w,x))),intersection(power_class(u),union(v,complement(union(w,x)))))* equal(singleton(union(complement(power_class(u)),intersection(complement(v),union(w,x)))),null_class).
% 299.74/300.50 151381[0:SpR:102583.0,8283.0] || -> subclass(symmetric_difference(union(complement(power_class(u)),intersection(complement(v),union(w,x))),complement(singleton(intersection(power_class(u),union(v,complement(union(w,x))))))),successor(intersection(power_class(u),union(v,complement(union(w,x))))))*.
% 299.74/300.50 151958[0:Res:186.1,102607.0] || member(not_subclass_element(intersection(u,intersection(complement(v),power_class(complement(union(w,x))))),y),union(v,image(element_relation,union(w,x))))* -> subclass(intersection(u,intersection(complement(v),power_class(complement(union(w,x))))),y).
% 299.74/300.50 151933[0:Res:194.1,102607.0] || member(not_subclass_element(intersection(intersection(complement(u),power_class(complement(union(v,w)))),x),y),union(u,image(element_relation,union(v,w))))* -> subclass(intersection(intersection(complement(u),power_class(complement(union(v,w)))),x),y).
% 299.74/300.50 151890[0:SpL:48838.0,102607.0] || member(u,intersection(union(image(element_relation,power_class(v)),complement(power_class(w))),power_class(complement(union(x,y)))))* member(u,union(intersection(power_class(complement(power_class(v))),power_class(w)),image(element_relation,union(x,y)))) -> .
% 299.74/300.50 151888[0:SpL:48835.0,102607.0] || member(u,intersection(union(complement(power_class(v)),image(element_relation,power_class(w))),power_class(complement(union(x,y)))))* member(u,union(intersection(power_class(v),power_class(complement(power_class(w)))),image(element_relation,union(x,y)))) -> .
% 299.74/300.50 152683[0:SpL:102667.0,102309.0] || member(u,symmetric_difference(union(v,w),union(intersection(complement(x),power_class(y)),complement(union(z,x1)))))* -> member(u,union(complement(union(v,w)),intersection(union(x,complement(power_class(y))),union(z,x1)))).
% 299.74/300.50 152666[0:SpL:102667.0,102295.0] || member(u,symmetric_difference(union(intersection(complement(v),power_class(w)),complement(union(x,y))),union(z,x1)))* -> member(u,union(intersection(union(v,complement(power_class(w))),union(x,y)),complement(union(z,x1)))).
% 299.74/300.50 152651[9:SpL:102667.0,78076.1] function(intersection(union(u,complement(power_class(v))),union(w,x))) || equal(union(intersection(complement(u),power_class(v)),complement(union(w,x))),successor(intersection(union(u,complement(power_class(v))),union(w,x))))** -> .
% 299.74/300.50 152822[4:Rew:102667.0,152630.1] || member(union(intersection(complement(u),power_class(v)),complement(union(w,x))),universal_class) -> member(union(intersection(complement(u),power_class(v)),complement(union(w,x))),intersection(union(u,complement(power_class(v))),union(w,x)))*.
% 299.74/300.50 152823[0:Rew:102667.0,152625.1] || subclass(union(intersection(complement(u),power_class(v)),complement(union(w,x))),intersection(union(u,complement(power_class(v))),union(w,x)))* -> equal(union(intersection(complement(u),power_class(v)),complement(union(w,x))),null_class).
% 299.74/300.50 152501[0:SpR:102667.0,7786.1] || -> subclass(symmetric_difference(union(u,complement(power_class(v))),union(w,x)),y) member(not_subclass_element(symmetric_difference(union(u,complement(power_class(v))),union(w,x)),y),union(intersection(complement(u),power_class(v)),complement(union(w,x))))*.
% 299.74/300.50 152478[9:SpR:102667.0,107477.1] function(intersection(union(u,complement(power_class(v))),union(w,x))) || -> subclass(regular(successor(intersection(union(u,complement(power_class(v))),union(w,x)))),union(intersection(complement(u),power_class(v)),complement(union(w,x))))*.
% 299.74/300.50 152824[2:Rew:102667.0,152469.1] || -> member(union(intersection(complement(u),power_class(v)),complement(union(w,x))),intersection(union(u,complement(power_class(v))),union(w,x)))* equal(singleton(union(intersection(complement(u),power_class(v)),complement(union(w,x)))),null_class).
% 299.74/300.50 152426[0:SpR:102667.0,8283.0] || -> subclass(symmetric_difference(union(intersection(complement(u),power_class(v)),complement(union(w,x))),complement(singleton(intersection(union(u,complement(power_class(v))),union(w,x))))),successor(intersection(union(u,complement(power_class(v))),union(w,x))))*.
% 299.74/300.50 153151[0:SpL:102668.0,102309.0] || member(u,symmetric_difference(union(v,w),union(intersection(power_class(x),complement(y)),complement(union(z,x1)))))* -> member(u,union(complement(union(v,w)),intersection(union(complement(power_class(x)),y),union(z,x1)))).
% 299.74/300.50 153134[0:SpL:102668.0,102295.0] || member(u,symmetric_difference(union(intersection(power_class(v),complement(w)),complement(union(x,y))),union(z,x1)))* -> member(u,union(intersection(union(complement(power_class(v)),w),union(x,y)),complement(union(z,x1)))).
% 299.74/300.50 153119[9:SpL:102668.0,78076.1] function(intersection(union(complement(power_class(u)),v),union(w,x))) || equal(union(intersection(power_class(u),complement(v)),complement(union(w,x))),successor(intersection(union(complement(power_class(u)),v),union(w,x))))** -> .
% 299.74/300.50 153296[4:Rew:102668.0,153098.1] || member(union(intersection(power_class(u),complement(v)),complement(union(w,x))),universal_class) -> member(union(intersection(power_class(u),complement(v)),complement(union(w,x))),intersection(union(complement(power_class(u)),v),union(w,x)))*.
% 299.74/300.50 153297[0:Rew:102668.0,153093.1] || subclass(union(intersection(power_class(u),complement(v)),complement(union(w,x))),intersection(union(complement(power_class(u)),v),union(w,x)))* -> equal(union(intersection(power_class(u),complement(v)),complement(union(w,x))),null_class).
% 299.74/300.50 152962[0:SpR:102668.0,7786.1] || -> subclass(symmetric_difference(union(complement(power_class(u)),v),union(w,x)),y) member(not_subclass_element(symmetric_difference(union(complement(power_class(u)),v),union(w,x)),y),union(intersection(power_class(u),complement(v)),complement(union(w,x))))*.
% 299.74/300.50 152939[9:SpR:102668.0,107477.1] function(intersection(union(complement(power_class(u)),v),union(w,x))) || -> subclass(regular(successor(intersection(union(complement(power_class(u)),v),union(w,x)))),union(intersection(power_class(u),complement(v)),complement(union(w,x))))*.
% 299.74/300.50 153298[2:Rew:102668.0,152930.1] || -> member(union(intersection(power_class(u),complement(v)),complement(union(w,x))),intersection(union(complement(power_class(u)),v),union(w,x)))* equal(singleton(union(intersection(power_class(u),complement(v)),complement(union(w,x)))),null_class).
% 299.74/300.50 152887[0:SpR:102668.0,8283.0] || -> subclass(symmetric_difference(union(intersection(power_class(u),complement(v)),complement(union(w,x))),complement(singleton(intersection(union(complement(power_class(u)),v),union(w,x))))),successor(intersection(union(complement(power_class(u)),v),union(w,x))))*.
% 299.74/300.50 153617[0:SpL:102866.0,102309.0] || member(u,symmetric_difference(union(v,w),union(intersection(complement(x),union(y,z)),complement(power_class(x1)))))* -> member(u,union(complement(union(v,w)),intersection(union(x,complement(union(y,z))),power_class(x1)))).
% 299.74/300.50 153600[0:SpL:102866.0,102295.0] || member(u,symmetric_difference(union(intersection(complement(v),union(w,x)),complement(power_class(y))),union(z,x1)))* -> member(u,union(intersection(union(v,complement(union(w,x))),power_class(y)),complement(union(z,x1)))).
% 299.74/300.50 153585[9:SpL:102866.0,78076.1] function(intersection(union(u,complement(union(v,w))),power_class(x))) || equal(union(intersection(complement(u),union(v,w)),complement(power_class(x))),successor(intersection(union(u,complement(union(v,w))),power_class(x))))** -> .
% 299.74/300.50 153756[4:Rew:102866.0,153564.1] || member(union(intersection(complement(u),union(v,w)),complement(power_class(x))),universal_class) -> member(union(intersection(complement(u),union(v,w)),complement(power_class(x))),intersection(union(u,complement(union(v,w))),power_class(x)))*.
% 299.74/300.50 153757[0:Rew:102866.0,153559.1] || subclass(union(intersection(complement(u),union(v,w)),complement(power_class(x))),intersection(union(u,complement(union(v,w))),power_class(x)))* -> equal(union(intersection(complement(u),union(v,w)),complement(power_class(x))),null_class).
% 299.74/300.50 153439[0:SpR:102866.0,7786.1] || -> subclass(symmetric_difference(union(u,complement(union(v,w))),power_class(x)),y) member(not_subclass_element(symmetric_difference(union(u,complement(union(v,w))),power_class(x)),y),union(intersection(complement(u),union(v,w)),complement(power_class(x))))*.
% 299.74/300.50 153416[9:SpR:102866.0,107477.1] function(intersection(union(u,complement(union(v,w))),power_class(x))) || -> subclass(regular(successor(intersection(union(u,complement(union(v,w))),power_class(x)))),union(intersection(complement(u),union(v,w)),complement(power_class(x))))*.
% 299.74/300.50 153758[2:Rew:102866.0,153407.1] || -> member(union(intersection(complement(u),union(v,w)),complement(power_class(x))),intersection(union(u,complement(union(v,w))),power_class(x)))* equal(singleton(union(intersection(complement(u),union(v,w)),complement(power_class(x)))),null_class).
% 299.74/300.50 153364[0:SpR:102866.0,8283.0] || -> subclass(symmetric_difference(union(intersection(complement(u),union(v,w)),complement(power_class(x))),complement(singleton(intersection(union(u,complement(union(v,w))),power_class(x))))),successor(intersection(union(u,complement(union(v,w))),power_class(x))))*.
% 299.74/300.50 153978[0:Res:186.1,102909.0] || member(not_subclass_element(intersection(u,intersection(power_class(complement(union(v,w))),complement(x))),y),union(image(element_relation,union(v,w)),x))* -> subclass(intersection(u,intersection(power_class(complement(union(v,w))),complement(x))),y).
% 299.74/300.50 153953[0:Res:194.1,102909.0] || member(not_subclass_element(intersection(intersection(power_class(complement(union(u,v))),complement(w)),x),y),union(image(element_relation,union(u,v)),w))* -> subclass(intersection(intersection(power_class(complement(union(u,v))),complement(w)),x),y).
% 299.74/300.50 153850[0:SpL:48838.0,102909.0] || member(u,intersection(power_class(complement(union(v,w))),union(image(element_relation,power_class(x)),complement(power_class(y)))))* member(u,union(image(element_relation,union(v,w)),intersection(power_class(complement(power_class(x))),power_class(y)))) -> .
% 299.74/300.50 153848[0:SpL:48835.0,102909.0] || member(u,intersection(power_class(complement(union(v,w))),union(complement(power_class(x)),image(element_relation,power_class(y)))))* member(u,union(image(element_relation,union(v,w)),intersection(power_class(x),power_class(complement(power_class(y)))))) -> .
% 299.74/300.50 154393[0:SpL:103019.0,102309.0] || member(u,symmetric_difference(union(v,w),union(complement(power_class(x)),intersection(union(y,z),complement(x1)))))* -> member(u,union(complement(union(v,w)),intersection(power_class(x),union(complement(union(y,z)),x1)))).
% 299.74/300.50 154376[0:SpL:103019.0,102295.0] || member(u,symmetric_difference(union(complement(power_class(v)),intersection(union(w,x),complement(y))),union(z,x1)))* -> member(u,union(intersection(power_class(v),union(complement(union(w,x)),y)),complement(union(z,x1)))).
% 299.74/300.50 154361[9:SpL:103019.0,78076.1] function(intersection(power_class(u),union(complement(union(v,w)),x))) || equal(union(complement(power_class(u)),intersection(union(v,w),complement(x))),successor(intersection(power_class(u),union(complement(union(v,w)),x))))** -> .
% 299.74/300.50 154540[4:Rew:103019.0,154340.1] || member(union(complement(power_class(u)),intersection(union(v,w),complement(x))),universal_class) -> member(union(complement(power_class(u)),intersection(union(v,w),complement(x))),intersection(power_class(u),union(complement(union(v,w)),x)))*.
% 299.74/300.50 154541[0:Rew:103019.0,154335.1] || subclass(union(complement(power_class(u)),intersection(union(v,w),complement(x))),intersection(power_class(u),union(complement(union(v,w)),x)))* -> equal(union(complement(power_class(u)),intersection(union(v,w),complement(x))),null_class).
% 299.74/300.50 154209[0:SpR:103019.0,7786.1] || -> subclass(symmetric_difference(power_class(u),union(complement(union(v,w)),x)),y) member(not_subclass_element(symmetric_difference(power_class(u),union(complement(union(v,w)),x)),y),union(complement(power_class(u)),intersection(union(v,w),complement(x))))*.
% 299.74/300.50 154186[9:SpR:103019.0,107477.1] function(intersection(power_class(u),union(complement(union(v,w)),x))) || -> subclass(regular(successor(intersection(power_class(u),union(complement(union(v,w)),x)))),union(complement(power_class(u)),intersection(union(v,w),complement(x))))*.
% 299.74/300.50 154542[2:Rew:103019.0,154177.1] || -> member(union(complement(power_class(u)),intersection(union(v,w),complement(x))),intersection(power_class(u),union(complement(union(v,w)),x)))* equal(singleton(union(complement(power_class(u)),intersection(union(v,w),complement(x)))),null_class).
% 299.74/300.50 154134[0:SpR:103019.0,8283.0] || -> subclass(symmetric_difference(union(complement(power_class(u)),intersection(union(v,w),complement(x))),complement(singleton(intersection(power_class(u),union(complement(union(v,w)),x))))),successor(intersection(power_class(u),union(complement(union(v,w)),x))))*.
% 299.74/300.50 154876[0:SpL:103205.0,102309.0] || member(u,symmetric_difference(union(v,w),union(intersection(union(x,y),complement(z)),complement(power_class(x1)))))* -> member(u,union(complement(union(v,w)),intersection(union(complement(union(x,y)),z),power_class(x1)))).
% 299.74/300.50 154859[0:SpL:103205.0,102295.0] || member(u,symmetric_difference(union(intersection(union(v,w),complement(x)),complement(power_class(y))),union(z,x1)))* -> member(u,union(intersection(union(complement(union(v,w)),x),power_class(y)),complement(union(z,x1)))).
% 299.74/300.50 154844[9:SpL:103205.0,78076.1] function(intersection(union(complement(union(u,v)),w),power_class(x))) || equal(union(intersection(union(u,v),complement(w)),complement(power_class(x))),successor(intersection(union(complement(union(u,v)),w),power_class(x))))** -> .
% 299.74/300.50 155022[4:Rew:103205.0,154823.1] || member(union(intersection(union(u,v),complement(w)),complement(power_class(x))),universal_class) -> member(union(intersection(union(u,v),complement(w)),complement(power_class(x))),intersection(union(complement(union(u,v)),w),power_class(x)))*.
% 299.74/300.50 155023[0:Rew:103205.0,154818.1] || subclass(union(intersection(union(u,v),complement(w)),complement(power_class(x))),intersection(union(complement(union(u,v)),w),power_class(x)))* -> equal(union(intersection(union(u,v),complement(w)),complement(power_class(x))),null_class).
% 299.74/300.50 154692[0:SpR:103205.0,7786.1] || -> subclass(symmetric_difference(union(complement(union(u,v)),w),power_class(x)),y) member(not_subclass_element(symmetric_difference(union(complement(union(u,v)),w),power_class(x)),y),union(intersection(union(u,v),complement(w)),complement(power_class(x))))*.
% 299.74/300.50 154669[9:SpR:103205.0,107477.1] function(intersection(union(complement(union(u,v)),w),power_class(x))) || -> subclass(regular(successor(intersection(union(complement(union(u,v)),w),power_class(x)))),union(intersection(union(u,v),complement(w)),complement(power_class(x))))*.
% 299.74/300.50 155024[2:Rew:103205.0,154660.1] || -> member(union(intersection(union(u,v),complement(w)),complement(power_class(x))),intersection(union(complement(union(u,v)),w),power_class(x)))* equal(singleton(union(intersection(union(u,v),complement(w)),complement(power_class(x)))),null_class).
% 299.74/300.50 154617[0:SpR:103205.0,8283.0] || -> subclass(symmetric_difference(union(intersection(union(u,v),complement(w)),complement(power_class(x))),complement(singleton(intersection(union(complement(union(u,v)),w),power_class(x))))),successor(intersection(union(complement(union(u,v)),w),power_class(x))))*.
% 299.74/300.50 155316[0:SpL:103451.0,102309.0] || member(u,symmetric_difference(union(v,w),union(complement(union(x,y)),intersection(complement(z),power_class(x1)))))* -> member(u,union(complement(union(v,w)),intersection(union(x,y),union(z,complement(power_class(x1)))))).
% 299.74/300.50 155299[0:SpL:103451.0,102295.0] || member(u,symmetric_difference(union(complement(union(v,w)),intersection(complement(x),power_class(y))),union(z,x1)))* -> member(u,union(intersection(union(v,w),union(x,complement(power_class(y)))),complement(union(z,x1)))).
% 299.74/300.50 155284[9:SpL:103451.0,78076.1] function(intersection(union(u,v),union(w,complement(power_class(x))))) || equal(union(complement(union(u,v)),intersection(complement(w),power_class(x))),successor(intersection(union(u,v),union(w,complement(power_class(x))))))** -> .
% 299.74/300.50 155450[4:Rew:103451.0,155263.1] || member(union(complement(union(u,v)),intersection(complement(w),power_class(x))),universal_class) -> member(union(complement(union(u,v)),intersection(complement(w),power_class(x))),intersection(union(u,v),union(w,complement(power_class(x)))))*.
% 299.74/300.50 155451[0:Rew:103451.0,155258.1] || subclass(union(complement(union(u,v)),intersection(complement(w),power_class(x))),intersection(union(u,v),union(w,complement(power_class(x)))))* -> equal(union(complement(union(u,v)),intersection(complement(w),power_class(x))),null_class).
% 299.74/300.50 155138[0:SpR:103451.0,7786.1] || -> subclass(symmetric_difference(union(u,v),union(w,complement(power_class(x)))),y) member(not_subclass_element(symmetric_difference(union(u,v),union(w,complement(power_class(x)))),y),union(complement(union(u,v)),intersection(complement(w),power_class(x))))*.
% 299.74/300.50 155115[9:SpR:103451.0,107477.1] function(intersection(union(u,v),union(w,complement(power_class(x))))) || -> subclass(regular(successor(intersection(union(u,v),union(w,complement(power_class(x)))))),union(complement(union(u,v)),intersection(complement(w),power_class(x))))*.
% 299.74/300.50 155452[2:Rew:103451.0,155106.1] || -> member(union(complement(union(u,v)),intersection(complement(w),power_class(x))),intersection(union(u,v),union(w,complement(power_class(x)))))* equal(singleton(union(complement(union(u,v)),intersection(complement(w),power_class(x)))),null_class).
% 299.74/300.50 155063[0:SpR:103451.0,8283.0] || -> subclass(symmetric_difference(union(complement(union(u,v)),intersection(complement(w),power_class(x))),complement(singleton(intersection(union(u,v),union(w,complement(power_class(x))))))),successor(intersection(union(u,v),union(w,complement(power_class(x))))))*.
% 299.74/300.50 156085[0:SpL:103452.0,102309.0] || member(u,symmetric_difference(union(v,w),union(complement(union(x,y)),intersection(power_class(z),complement(x1)))))* -> member(u,union(complement(union(v,w)),intersection(union(x,y),union(complement(power_class(z)),x1)))).
% 299.74/300.50 156068[0:SpL:103452.0,102295.0] || member(u,symmetric_difference(union(complement(union(v,w)),intersection(power_class(x),complement(y))),union(z,x1)))* -> member(u,union(intersection(union(v,w),union(complement(power_class(x)),y)),complement(union(z,x1)))).
% 299.74/300.50 156053[9:SpL:103452.0,78076.1] function(intersection(union(u,v),union(complement(power_class(w)),x))) || equal(union(complement(union(u,v)),intersection(power_class(w),complement(x))),successor(intersection(union(u,v),union(complement(power_class(w)),x))))** -> .
% 299.74/300.50 156230[4:Rew:103452.0,156032.1] || member(union(complement(union(u,v)),intersection(power_class(w),complement(x))),universal_class) -> member(union(complement(union(u,v)),intersection(power_class(w),complement(x))),intersection(union(u,v),union(complement(power_class(w)),x)))*.
% 299.74/300.50 156231[0:Rew:103452.0,156027.1] || subclass(union(complement(union(u,v)),intersection(power_class(w),complement(x))),intersection(union(u,v),union(complement(power_class(w)),x)))* -> equal(union(complement(union(u,v)),intersection(power_class(w),complement(x))),null_class).
% 299.74/300.50 155898[0:SpR:103452.0,7786.1] || -> subclass(symmetric_difference(union(u,v),union(complement(power_class(w)),x)),y) member(not_subclass_element(symmetric_difference(union(u,v),union(complement(power_class(w)),x)),y),union(complement(union(u,v)),intersection(power_class(w),complement(x))))*.
% 299.74/300.50 155875[9:SpR:103452.0,107477.1] function(intersection(union(u,v),union(complement(power_class(w)),x))) || -> subclass(regular(successor(intersection(union(u,v),union(complement(power_class(w)),x)))),union(complement(union(u,v)),intersection(power_class(w),complement(x))))*.
% 299.74/300.50 156232[2:Rew:103452.0,155866.1] || -> member(union(complement(union(u,v)),intersection(power_class(w),complement(x))),intersection(union(u,v),union(complement(power_class(w)),x)))* equal(singleton(union(complement(union(u,v)),intersection(power_class(w),complement(x)))),null_class).
% 299.74/300.50 155823[0:SpR:103452.0,8283.0] || -> subclass(symmetric_difference(union(complement(union(u,v)),intersection(power_class(w),complement(x))),complement(singleton(intersection(union(u,v),union(complement(power_class(w)),x))))),successor(intersection(union(u,v),union(complement(power_class(w)),x))))*.
% 299.74/300.50 156986[0:SpL:104283.0,102309.0] || member(u,symmetric_difference(union(v,w),union(complement(union(x,y)),image(element_relation,union(z,x1)))))* -> member(u,union(complement(union(v,w)),intersection(union(x,y),power_class(complement(union(z,x1)))))).
% 299.74/300.50 156969[0:SpL:104283.0,102295.0] || member(u,symmetric_difference(union(complement(union(v,w)),image(element_relation,union(x,y))),union(z,x1)))* -> member(u,union(intersection(union(v,w),power_class(complement(union(x,y)))),complement(union(z,x1)))).
% 299.74/300.50 156954[9:SpL:104283.0,78076.1] function(intersection(union(u,v),power_class(complement(union(w,x))))) || equal(union(complement(union(u,v)),image(element_relation,union(w,x))),successor(intersection(union(u,v),power_class(complement(union(w,x))))))** -> .
% 299.74/300.50 157161[4:Rew:104283.0,156933.1] || member(union(complement(union(u,v)),image(element_relation,union(w,x))),universal_class) -> member(union(complement(union(u,v)),image(element_relation,union(w,x))),intersection(union(u,v),power_class(complement(union(w,x)))))*.
% 299.74/300.50 157162[0:Rew:104283.0,156928.1] || subclass(union(complement(union(u,v)),image(element_relation,union(w,x))),intersection(union(u,v),power_class(complement(union(w,x)))))* -> equal(union(complement(union(u,v)),image(element_relation,union(w,x))),null_class).
% 299.74/300.50 156785[0:SpR:104283.0,7786.1] || -> subclass(symmetric_difference(union(u,v),power_class(complement(union(w,x)))),y) member(not_subclass_element(symmetric_difference(union(u,v),power_class(complement(union(w,x)))),y),union(complement(union(u,v)),image(element_relation,union(w,x))))*.
% 299.74/300.50 156762[9:SpR:104283.0,107477.1] function(intersection(union(u,v),power_class(complement(union(w,x))))) || -> subclass(regular(successor(intersection(union(u,v),power_class(complement(union(w,x)))))),union(complement(union(u,v)),image(element_relation,union(w,x))))*.
% 299.74/300.50 157163[2:Rew:104283.0,156753.1] || -> member(union(complement(union(u,v)),image(element_relation,union(w,x))),intersection(union(u,v),power_class(complement(union(w,x)))))* equal(singleton(union(complement(union(u,v)),image(element_relation,union(w,x)))),null_class).
% 299.74/300.50 156710[0:SpR:104283.0,8283.0] || -> subclass(symmetric_difference(union(complement(union(u,v)),image(element_relation,union(w,x))),complement(singleton(intersection(union(u,v),power_class(complement(union(w,x))))))),successor(intersection(union(u,v),power_class(complement(union(w,x))))))*.
% 299.74/300.50 157820[0:SpL:104284.0,102309.0] || member(u,symmetric_difference(union(v,w),union(image(element_relation,union(x,y)),complement(union(z,x1)))))* -> member(u,union(complement(union(v,w)),intersection(power_class(complement(union(x,y))),union(z,x1)))).
% 299.74/300.50 157803[0:SpL:104284.0,102295.0] || member(u,symmetric_difference(union(image(element_relation,union(v,w)),complement(union(x,y))),union(z,x1)))* -> member(u,union(intersection(power_class(complement(union(v,w))),union(x,y)),complement(union(z,x1)))).
% 299.74/300.50 157788[9:SpL:104284.0,78076.1] function(intersection(power_class(complement(union(u,v))),union(w,x))) || equal(union(image(element_relation,union(u,v)),complement(union(w,x))),successor(intersection(power_class(complement(union(u,v))),union(w,x))))** -> .
% 299.74/300.50 158003[4:Rew:104284.0,157767.1] || member(union(image(element_relation,union(u,v)),complement(union(w,x))),universal_class) -> member(union(image(element_relation,union(u,v)),complement(union(w,x))),intersection(power_class(complement(union(u,v))),union(w,x)))*.
% 299.74/300.50 158004[0:Rew:104284.0,157762.1] || subclass(union(image(element_relation,union(u,v)),complement(union(w,x))),intersection(power_class(complement(union(u,v))),union(w,x)))* -> equal(union(image(element_relation,union(u,v)),complement(union(w,x))),null_class).
% 299.74/300.50 157614[0:SpR:104284.0,7786.1] || -> subclass(symmetric_difference(power_class(complement(union(u,v))),union(w,x)),y) member(not_subclass_element(symmetric_difference(power_class(complement(union(u,v))),union(w,x)),y),union(image(element_relation,union(u,v)),complement(union(w,x))))*.
% 299.74/300.50 157591[9:SpR:104284.0,107477.1] function(intersection(power_class(complement(union(u,v))),union(w,x))) || -> subclass(regular(successor(intersection(power_class(complement(union(u,v))),union(w,x)))),union(image(element_relation,union(u,v)),complement(union(w,x))))*.
% 299.74/300.50 158005[2:Rew:104284.0,157582.1] || -> member(union(image(element_relation,union(u,v)),complement(union(w,x))),intersection(power_class(complement(union(u,v))),union(w,x)))* equal(singleton(union(image(element_relation,union(u,v)),complement(union(w,x)))),null_class).
% 299.74/300.50 157539[0:SpR:104284.0,8283.0] || -> subclass(symmetric_difference(union(image(element_relation,union(u,v)),complement(union(w,x))),complement(singleton(intersection(power_class(complement(union(u,v))),union(w,x))))),successor(intersection(power_class(complement(union(u,v))),union(w,x))))*.
% 299.74/300.50 158453[4:Res:9363.2,17825.2] || member(ordered_pair(u,cantor(u)),union(complement(v),complement(w)))* member(ordered_pair(u,cantor(u)),union(v,w)) member(u,universal_class) subclass(domain_relation,complement(symmetric_difference(complement(v),complement(w)))) -> .
% 299.74/300.50 158537[4:MRR:158452.4,158458.2] || member(ordered_pair(u,cantor(u)),union(complement(v),complement(w)))* member(ordered_pair(u,cantor(u)),union(v,w)) member(u,universal_class) subclass(domain_relation,regular(symmetric_difference(complement(v),complement(w)))) -> .
% 299.74/300.50 159227[4:Res:60803.0,9992.0] || -> equal(union(null_class,intersection(u,ordered_pair(v,w))),null_class) equal(regular(union(null_class,intersection(u,ordered_pair(v,w)))),unordered_pair(v,singleton(w)))** equal(regular(union(null_class,intersection(u,ordered_pair(v,w)))),singleton(v)).
% 299.74/300.50 159254[4:Rew:80005.0,159215.2,80005.0,159215.1,80005.0,159215.0] || -> equal(intersection(u,union(null_class,ordered_pair(v,w))),null_class) equal(regular(intersection(u,union(null_class,ordered_pair(v,w)))),unordered_pair(v,singleton(w)))** equal(regular(intersection(u,union(null_class,ordered_pair(v,w)))),singleton(v)).
% 299.74/300.50 159255[4:Rew:80005.0,159192.2,80005.0,159192.1,80005.0,159192.0] || -> equal(intersection(union(null_class,ordered_pair(u,v)),w),null_class) equal(regular(intersection(union(null_class,ordered_pair(u,v)),w)),unordered_pair(u,singleton(v)))** equal(regular(intersection(union(null_class,ordered_pair(u,v)),w)),singleton(u)).
% 299.74/300.50 159182[4:Res:106506.0,9992.0] || -> equal(regular(union(null_class,complement(ordered_pair(u,v)))),null_class) equal(regular(regular(union(null_class,complement(ordered_pair(u,v))))),unordered_pair(u,singleton(v)))** equal(regular(regular(union(null_class,complement(ordered_pair(u,v))))),singleton(u)).
% 299.74/300.50 159177[4:Res:59213.0,9992.0] || -> equal(union(null_class,intersection(ordered_pair(u,v),w)),null_class) equal(regular(union(null_class,intersection(ordered_pair(u,v),w))),unordered_pair(u,singleton(v)))** equal(regular(union(null_class,intersection(ordered_pair(u,v),w))),singleton(u)).
% 299.74/300.50 161866[2:Res:3147.1,11968.1] || member(regular(intersection(u,restrict(unordered_pair(v,w),x,y))),v)* -> equal(intersection(u,restrict(unordered_pair(v,w),x,y)),null_class) equal(regular(unordered_pair(v,w)),w) equal(unordered_pair(v,w),null_class).
% 299.74/300.50 161859[2:Res:3319.1,11968.1] || member(regular(intersection(restrict(unordered_pair(u,v),w,x),y)),u)* -> equal(intersection(restrict(unordered_pair(u,v),w,x),y),null_class) equal(regular(unordered_pair(u,v)),v) equal(unordered_pair(u,v),null_class).
% 299.74/300.50 161997[2:Res:3147.1,11969.1] || member(regular(intersection(u,restrict(unordered_pair(v,w),x,y))),w)* -> equal(intersection(u,restrict(unordered_pair(v,w),x,y)),null_class) equal(regular(unordered_pair(v,w)),v) equal(unordered_pair(v,w),null_class).
% 299.74/300.50 161990[2:Res:3319.1,11969.1] || member(regular(intersection(restrict(unordered_pair(u,v),w,x),y)),v)* -> equal(intersection(restrict(unordered_pair(u,v),w,x),y),null_class) equal(regular(unordered_pair(u,v)),u) equal(unordered_pair(u,v),null_class).
% 299.74/300.50 163503[4:Rew:28759.0,163459.2,28759.0,163459.1,28759.0,163459.0] || member(apply(choice,intersection(u,union(null_class,intersection(v,w)))),symmetric_difference(v,w))* member(intersection(u,union(null_class,intersection(v,w))),universal_class) -> equal(intersection(u,union(null_class,intersection(v,w))),null_class).
% 299.74/300.50 163713[4:Rew:28759.0,163663.2,28759.0,163663.1,28759.0,163663.0] || member(apply(choice,intersection(union(null_class,intersection(u,v)),w)),symmetric_difference(u,v))* member(intersection(union(null_class,intersection(u,v)),w),universal_class) -> equal(intersection(union(null_class,intersection(u,v)),w),null_class).
% 299.74/300.50 163905[0:Res:573.1,887.0] || member(regular(complement(intersection(u,complement(intersection(v,w))))),symmetric_difference(v,w))* member(regular(complement(intersection(u,complement(intersection(v,w))))),u)* -> equal(complement(intersection(u,complement(intersection(v,w)))),null_class).
% 299.74/300.50 164023[0:MRR:163915.0,12497.1] || member(regular(complement(intersection(u,image(element_relation,power_class(v))))),u)* -> member(regular(complement(intersection(u,image(element_relation,power_class(v))))),power_class(complement(power_class(v))))* equal(complement(intersection(u,image(element_relation,power_class(v)))),null_class).
% 299.74/300.50 164153[0:Res:12960.4,617.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,ordered_pair(w,x))* -> equal(ordered_pair(v,u),unordered_pair(w,singleton(x)))* equal(ordered_pair(v,u),singleton(w)).
% 299.74/300.50 164148[0:Res:12960.4,8686.2] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,union(w,x))* member(ordered_pair(v,u),complement(x))* member(ordered_pair(v,u),complement(w))* -> .
% 299.74/300.50 164127[0:Res:12960.4,102308.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,intersection(union(w,x),complement(y))) member(ordered_pair(v,u),union(complement(union(w,x)),y))* -> .
% 299.74/300.50 164122[0:Res:12960.4,102294.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,intersection(complement(w),union(x,y))) member(ordered_pair(v,u),union(w,complement(union(x,y))))* -> .
% 299.74/300.50 165158[0:Res:13089.3,102308.0] || member(intersection(u,v),universal_class) subclass(v,intersection(union(w,x),complement(y))) member(apply(choice,intersection(u,v)),union(complement(union(w,x)),y))* -> equal(intersection(u,v),null_class).
% 299.74/300.50 165153[0:Res:13089.3,102294.0] || member(intersection(u,v),universal_class) subclass(v,intersection(complement(w),union(x,y))) member(apply(choice,intersection(u,v)),union(w,complement(union(x,y))))* -> equal(intersection(u,v),null_class).
% 299.74/300.50 165473[0:Res:13287.3,102308.0] || member(intersection(u,v),universal_class) subclass(u,intersection(union(w,x),complement(y))) member(apply(choice,intersection(u,v)),union(complement(union(w,x)),y))* -> equal(intersection(u,v),null_class).
% 299.74/300.50 165468[0:Res:13287.3,102294.0] || member(intersection(u,v),universal_class) subclass(u,intersection(complement(w),union(x,y))) member(apply(choice,intersection(u,v)),union(w,complement(union(x,y))))* -> equal(intersection(u,v),null_class).
% 299.74/300.50 167227[9:Res:77998.1,7890.0] function(cross_product(u,v)) || -> subclass(successor(cross_product(u,v)),w) equal(ordered_pair(first(not_subclass_element(successor(cross_product(u,v)),w)),second(not_subclass_element(successor(cross_product(u,v)),w))),not_subclass_element(successor(cross_product(u,v)),w))**.
% 299.74/300.50 167854[0:Res:530.3,12416.1] function(u) || member(v,universal_class) subclass(universal_class,complement(intersection(w,x))) member(image(u,v),union(w,x))* subclass(symmetric_difference(w,x),y)* -> member(image(u,v),y)*.
% 299.74/300.50 167850[0:Res:3143.2,12416.1] || subclass(u,complement(intersection(v,w))) member(regular(intersection(x,u)),union(v,w))* subclass(symmetric_difference(v,w),y)* -> equal(intersection(x,u),null_class) member(regular(intersection(x,u)),y)*.
% 299.74/300.50 167848[0:Res:3315.2,12416.1] || subclass(u,complement(intersection(v,w))) member(regular(intersection(u,x)),union(v,w))* subclass(symmetric_difference(v,w),y)* -> equal(intersection(u,x),null_class) member(regular(intersection(u,x)),y)*.
% 299.74/300.50 167819[0:Res:494.3,12416.1] || member(u,universal_class) subclass(u,complement(intersection(v,w))) member(apply(choice,u),union(v,w))* subclass(symmetric_difference(v,w),x)* -> equal(u,null_class) member(apply(choice,u),x)*.
% 299.74/300.50 168211[0:SpL:49205.0,78949.0] || member(u,symmetric_difference(union(cross_product(v,w),image(element_relation,power_class(x))),complement(restrict(complement(power_class(complement(power_class(x)))),v,w))))* -> member(u,complement(symmetric_difference(cross_product(v,w),complement(power_class(complement(power_class(x))))))).
% 299.74/300.50 168503[0:SpL:49204.0,79442.0] || member(u,symmetric_difference(union(image(element_relation,power_class(v)),cross_product(w,x)),complement(restrict(complement(power_class(complement(power_class(v)))),w,x))))* -> member(u,complement(symmetric_difference(complement(power_class(complement(power_class(v)))),cross_product(w,x)))).
% 299.74/300.50 172211[0:Rew:103948.0,172082.0] || member(u,union(union(v,complement(successor(w))),power_class(x))) member(u,union(intersection(complement(v),successor(w)),complement(power_class(x))))* -> member(u,symmetric_difference(union(v,complement(successor(w))),power_class(x))).
% 299.74/300.50 13392[0:Res:73.2,885.1] || member(complement(intersection(u,v)),universal_class) member(apply(choice,complement(intersection(u,v))),union(u,v)) -> equal(complement(intersection(u,v)),null_class) member(apply(choice,complement(intersection(u,v))),symmetric_difference(u,v))*.
% 299.74/300.50 13938[0:SpL:823.1,617.0] || member(u,regular(cross_product(v,w)))* -> equal(cross_product(v,w),null_class) equal(u,unordered_pair(first(regular(cross_product(v,w))),singleton(second(regular(cross_product(v,w))))))* equal(u,singleton(first(regular(cross_product(v,w))))).
% 299.74/300.50 14026[0:Res:1040.2,97.1] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,cross_product(universal_class,universal_class)) equal(compose(w,u),ordered_pair(v,compose(u,v))) -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),compose_class(w))*.
% 299.74/300.50 18493[4:Rew:17265.0,17838.3] || member(u,universal_class) subclass(domain_relation,image(v,image(w,singleton(x)))) member(ordered_pair(x,ordered_pair(u,cantor(u))),cross_product(universal_class,universal_class))* -> member(ordered_pair(x,ordered_pair(u,cantor(u))),compose(v,w))*.
% 299.74/300.50 19247[4:Rew:19166.0,19222.2,19166.0,19222.1] || member(ordered_pair(universal_class,not_subclass_element(image(u,image(v,null_class)),w)),cross_product(universal_class,universal_class))* -> subclass(image(u,image(v,null_class)),w) member(ordered_pair(universal_class,not_subclass_element(image(u,image(v,null_class)),w)),compose(u,v))*.
% 299.74/300.50 28380[0:Res:283.1,885.1] || member(regular(restrict(complement(intersection(u,v)),w,x)),union(u,v)) -> equal(restrict(complement(intersection(u,v)),w,x),null_class) member(regular(restrict(complement(intersection(u,v)),w,x)),symmetric_difference(u,v))*.
% 299.74/300.50 32866[0:SpL:8781.1,62.0] || member(u,range_of(null_class)) member(ordered_pair(v,u),cross_product(universal_class,universal_class)) -> equal(cross_product(image(w,singleton(v)),universal_class),null_class) member(ordered_pair(v,u),compose(regular(cross_product(image(w,singleton(v)),universal_class)),w))*.
% 299.74/300.50 39249[0:Res:61.1,11873.1] || member(ordered_pair(u,singleton(image(v,image(w,singleton(u))))),compose(v,w))* member(image(v,image(w,singleton(u))),universal_class) -> member(singleton(singleton(singleton(image(v,image(w,singleton(u)))))),element_relation).
% 299.74/300.50 39239[0:Res:882.2,11873.1] || member(singleton(restrict(u,v,w)),cross_product(v,w))* member(singleton(restrict(u,v,w)),u)* member(restrict(u,v,w),universal_class) -> member(singleton(singleton(singleton(restrict(u,v,w)))),element_relation)*.
% 299.74/300.50 39547[9:Rew:39510.1,27855.2] function(restrict(cross_product(u,universal_class),v,w)) || subclass(image(cross_product(v,w),u),cantor(range_of(x))) equal(cantor(cantor(y)),universal_class) -> compatible(restrict(cross_product(u,universal_class),v,w),y,inverse(x))*.
% 299.74/300.50 39684[9:MRR:18499.4,39676.0] single_valued_class(restrict(element_relation,universal_class,u)) || subclass(range_of(restrict(element_relation,universal_class,u)),cantor(sum_class(u)))* equal(cross_product(cantor(sum_class(u)),cantor(sum_class(u))),sum_class(u)) equal(restrict(element_relation,universal_class,u),null_class) -> .
% 299.74/300.50 40132[9:SoR:39535.0,7923.2] single_valued_class(restrict(u,v,universal_class)) || subclass(image(u,v),cantor(cantor(w))) equal(cantor(cantor(x)),universal_class) equal(restrict(u,v,universal_class),null_class) -> compatible(restrict(u,v,universal_class),x,w)*.
% 299.74/300.50 46924[0:Res:497.2,6525.0] || member(intersection(u,symmetric_difference(v,cross_product(w,x))),universal_class) -> equal(intersection(u,symmetric_difference(v,cross_product(w,x))),null_class) member(apply(choice,intersection(u,symmetric_difference(v,cross_product(w,x)))),complement(restrict(v,w,x)))*.
% 299.74/300.50 46903[0:Res:496.2,6525.0] || member(intersection(symmetric_difference(u,cross_product(v,w)),x),universal_class) -> equal(intersection(symmetric_difference(u,cross_product(v,w)),x),null_class) member(apply(choice,intersection(symmetric_difference(u,cross_product(v,w)),x)),complement(restrict(u,v,w)))*.
% 299.74/300.50 47106[0:Res:497.2,6526.0] || member(intersection(u,symmetric_difference(cross_product(v,w),x)),universal_class) -> equal(intersection(u,symmetric_difference(cross_product(v,w),x)),null_class) member(apply(choice,intersection(u,symmetric_difference(cross_product(v,w),x))),complement(restrict(x,v,w)))*.
% 299.74/300.50 47085[0:Res:496.2,6526.0] || member(intersection(symmetric_difference(cross_product(u,v),w),x),universal_class) -> equal(intersection(symmetric_difference(cross_product(u,v),w),x),null_class) member(apply(choice,intersection(symmetric_difference(cross_product(u,v),w),x)),complement(restrict(w,u,v)))*.
% 299.74/300.50 51889[0:Res:497.2,47999.0] || member(intersection(u,symmetric_difference(complement(v),power_class(w))),universal_class) -> equal(intersection(u,symmetric_difference(complement(v),power_class(w))),null_class) member(apply(choice,intersection(u,symmetric_difference(complement(v),power_class(w)))),union(v,complement(power_class(w))))*.
% 299.74/300.50 51868[0:Res:496.2,47999.0] || member(intersection(symmetric_difference(complement(u),power_class(v)),w),universal_class) -> equal(intersection(symmetric_difference(complement(u),power_class(v)),w),null_class) member(apply(choice,intersection(symmetric_difference(complement(u),power_class(v)),w)),union(u,complement(power_class(v))))*.
% 299.74/300.50 52004[0:Res:497.2,48188.0] || member(intersection(u,symmetric_difference(power_class(v),complement(w))),universal_class) -> equal(intersection(u,symmetric_difference(power_class(v),complement(w))),null_class) member(apply(choice,intersection(u,symmetric_difference(power_class(v),complement(w)))),union(complement(power_class(v)),w))*.
% 299.74/300.50 51983[0:Res:496.2,48188.0] || member(intersection(symmetric_difference(power_class(u),complement(v)),w),universal_class) -> equal(intersection(symmetric_difference(power_class(u),complement(v)),w),null_class) member(apply(choice,intersection(symmetric_difference(power_class(u),complement(v)),w)),union(complement(power_class(u)),v))*.
% 299.74/300.50 52109[0:SpR:47973.0,9395.0] || -> equal(intersection(successor(intersection(power_class(u),complement(v))),union(union(complement(power_class(u)),v),complement(singleton(intersection(power_class(u),complement(v)))))),symmetric_difference(union(complement(power_class(u)),v),complement(singleton(intersection(power_class(u),complement(v))))))**.
% 299.74/300.50 52108[0:SpR:47967.0,9395.0] || -> equal(intersection(successor(intersection(complement(u),power_class(v))),union(union(u,complement(power_class(v))),complement(singleton(intersection(complement(u),power_class(v)))))),symmetric_difference(union(u,complement(power_class(v))),complement(singleton(intersection(complement(u),power_class(v))))))**.
% 299.74/300.50 62741[0:SpL:48835.0,259.0] || member(regular(union(u,intersection(power_class(v),power_class(complement(power_class(w)))))),intersection(complement(u),union(complement(power_class(v)),image(element_relation,power_class(w)))))* -> equal(union(u,intersection(power_class(v),power_class(complement(power_class(w))))),null_class).
% 299.74/300.50 62717[0:SpL:48835.0,259.0] || member(regular(union(intersection(power_class(u),power_class(complement(power_class(v)))),w)),intersection(union(complement(power_class(u)),image(element_relation,power_class(v))),complement(w)))* -> equal(union(intersection(power_class(u),power_class(complement(power_class(v)))),w),null_class).
% 299.74/300.50 63200[0:SpL:48838.0,259.0] || member(regular(union(u,intersection(power_class(complement(power_class(v))),power_class(w)))),intersection(complement(u),union(image(element_relation,power_class(v)),complement(power_class(w)))))* -> equal(union(u,intersection(power_class(complement(power_class(v))),power_class(w))),null_class).
% 299.74/300.50 63176[0:SpL:48838.0,259.0] || member(regular(union(intersection(power_class(complement(power_class(u))),power_class(v)),w)),intersection(union(image(element_relation,power_class(u)),complement(power_class(v))),complement(w)))* -> equal(union(intersection(power_class(complement(power_class(u))),power_class(v)),w),null_class).
% 299.74/300.50 67035[0:SpR:48104.0,13412.1] || member(u,union(union(v,complement(power_class(w))),union(complement(v),power_class(w)))) -> member(u,symmetric_difference(complement(v),power_class(w))) member(u,symmetric_difference(union(v,complement(power_class(w))),union(complement(v),power_class(w))))*.
% 299.74/300.50 68392[0:Res:12468.3,37.1] || member(u,universal_class) member(ordered_pair(v,w),u) subclass(element_relation,cross_product(cross_product(universal_class,universal_class),universal_class)) member(ordered_pair(ordered_pair(w,u),v),x) -> member(ordered_pair(ordered_pair(v,w),u),rotate(x))*.
% 299.74/300.50 68391[0:Res:12468.3,40.1] || member(u,universal_class) member(ordered_pair(v,w),u) subclass(element_relation,cross_product(cross_product(universal_class,universal_class),universal_class)) member(ordered_pair(ordered_pair(w,v),u),x) -> member(ordered_pair(ordered_pair(v,w),u),flip(x))*.
% 299.74/300.50 72893[0:Res:13412.1,14563.1] || member(not_subclass_element(u,intersection(intersection(v,w),x)),union(v,w)) subclass(u,x) -> member(not_subclass_element(u,intersection(intersection(v,w),x)),symmetric_difference(v,w))* subclass(u,intersection(intersection(v,w),x)).
% 299.74/300.50 73313[0:Rew:9395.0,73051.1] || member(not_subclass_element(intersection(u,union(complement(v),complement(singleton(v)))),symmetric_difference(complement(v),complement(singleton(v)))),successor(v))* -> subclass(intersection(u,union(complement(v),complement(singleton(v)))),symmetric_difference(complement(v),complement(singleton(v)))).
% 299.74/300.50 73632[0:Rew:9395.0,73369.1] || member(not_subclass_element(intersection(union(complement(u),complement(singleton(u))),v),symmetric_difference(complement(u),complement(singleton(u)))),successor(u))* -> subclass(intersection(union(complement(u),complement(singleton(u))),v),symmetric_difference(complement(u),complement(singleton(u)))).
% 299.74/300.50 78948[0:SpR:75586.0,13412.1] || member(u,union(union(cross_product(v,w),x),complement(restrict(x,v,w)))) -> member(u,symmetric_difference(cross_product(v,w),x)) member(u,symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))))*.
% 299.74/300.50 79441[0:SpR:75587.0,13412.1] || member(u,union(union(v,cross_product(w,x)),complement(restrict(v,w,x)))) -> member(u,symmetric_difference(v,cross_product(w,x))) member(u,symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))))*.
% 299.74/300.50 80292[0:Rew:80146.0,80176.1] || -> equal(intersection(u,restrict(symmetric_difference(union(v,w),complement(intersection(v,w))),x,y)),null_class) member(regular(intersection(u,restrict(symmetric_difference(union(v,w),complement(intersection(v,w))),x,y))),complement(symmetric_difference(v,w)))*.
% 299.74/300.50 80293[0:Rew:80146.0,80216.1] || -> equal(intersection(restrict(symmetric_difference(union(u,v),complement(intersection(u,v))),w,x),y),null_class) member(regular(intersection(restrict(symmetric_difference(union(u,v),complement(intersection(u,v))),w,x),y)),complement(symmetric_difference(u,v)))*.
% 299.74/300.50 80590[0:Rew:80566.0,80012.2] || member(u,union(union(power_class(v),complement(w)),union(complement(power_class(v)),w))) -> member(u,symmetric_difference(power_class(v),complement(w))) member(u,symmetric_difference(union(power_class(v),complement(w)),union(complement(power_class(v)),w)))*.
% 299.74/300.50 83424[4:Res:30965.1,48188.0] || member(union(null_class,symmetric_difference(power_class(u),complement(v))),universal_class) -> equal(union(null_class,symmetric_difference(power_class(u),complement(v))),null_class) member(apply(choice,union(null_class,symmetric_difference(power_class(u),complement(v)))),union(complement(power_class(u)),v))*.
% 299.74/300.50 83423[4:Res:30965.1,6526.0] || member(union(null_class,symmetric_difference(cross_product(u,v),w)),universal_class) -> equal(union(null_class,symmetric_difference(cross_product(u,v),w)),null_class) member(apply(choice,union(null_class,symmetric_difference(cross_product(u,v),w))),complement(restrict(w,u,v)))*.
% 299.74/300.50 83422[4:Res:30965.1,47999.0] || member(union(null_class,symmetric_difference(complement(u),power_class(v))),universal_class) -> equal(union(null_class,symmetric_difference(complement(u),power_class(v))),null_class) member(apply(choice,union(null_class,symmetric_difference(complement(u),power_class(v)))),union(u,complement(power_class(v))))*.
% 299.74/300.50 83420[4:Res:30965.1,6525.0] || member(union(null_class,symmetric_difference(u,cross_product(v,w))),universal_class) -> equal(union(null_class,symmetric_difference(u,cross_product(v,w))),null_class) member(apply(choice,union(null_class,symmetric_difference(u,cross_product(v,w)))),complement(restrict(u,v,w)))*.
% 299.74/300.50 94190[0:Res:6567.1,11.0] || -> subclass(intersection(u,restrict(unordered_pair(v,w),x,y)),z) equal(not_subclass_element(intersection(u,restrict(unordered_pair(v,w),x,y)),z),w)** equal(not_subclass_element(intersection(u,restrict(unordered_pair(v,w),x,y)),z),v)**.
% 299.74/300.50 94569[0:Res:7760.1,11.0] || -> subclass(intersection(restrict(unordered_pair(u,v),w,x),y),z) equal(not_subclass_element(intersection(restrict(unordered_pair(u,v),w,x),y),z),v)** equal(not_subclass_element(intersection(restrict(unordered_pair(u,v),w,x),y),z),u)**.
% 299.74/300.50 96266[0:Res:7758.1,48030.0] || member(not_subclass_element(intersection(intersection(intersection(complement(u),power_class(complement(power_class(v)))),w),x),y),union(u,image(element_relation,power_class(v))))* -> subclass(intersection(intersection(intersection(complement(u),power_class(complement(power_class(v)))),w),x),y).
% 299.74/300.50 96265[0:Res:6566.1,48030.0] || member(not_subclass_element(intersection(u,intersection(v,intersection(complement(w),power_class(complement(power_class(x)))))),y),union(w,image(element_relation,power_class(x))))* -> subclass(intersection(u,intersection(v,intersection(complement(w),power_class(complement(power_class(x)))))),y).
% 299.74/300.50 96264[0:Res:7759.1,48030.0] || member(not_subclass_element(intersection(intersection(u,intersection(complement(v),power_class(complement(power_class(w))))),x),y),union(v,image(element_relation,power_class(w))))* -> subclass(intersection(intersection(u,intersection(complement(v),power_class(complement(power_class(w))))),x),y).
% 299.74/300.50 96262[0:Res:6565.1,48030.0] || member(not_subclass_element(intersection(u,intersection(intersection(complement(v),power_class(complement(power_class(w)))),x)),y),union(v,image(element_relation,power_class(w))))* -> subclass(intersection(u,intersection(intersection(complement(v),power_class(complement(power_class(w)))),x)),y).
% 299.74/300.50 96585[0:Res:7758.1,48062.0] || member(not_subclass_element(intersection(intersection(intersection(power_class(complement(power_class(u))),complement(v)),w),x),y),union(image(element_relation,power_class(u)),v))* -> subclass(intersection(intersection(intersection(power_class(complement(power_class(u))),complement(v)),w),x),y).
% 299.74/300.50 96584[0:Res:6566.1,48062.0] || member(not_subclass_element(intersection(u,intersection(v,intersection(power_class(complement(power_class(w))),complement(x)))),y),union(image(element_relation,power_class(w)),x))* -> subclass(intersection(u,intersection(v,intersection(power_class(complement(power_class(w))),complement(x)))),y).
% 299.74/300.50 96583[0:Res:7759.1,48062.0] || member(not_subclass_element(intersection(intersection(u,intersection(power_class(complement(power_class(v))),complement(w))),x),y),union(image(element_relation,power_class(v)),w))* -> subclass(intersection(intersection(u,intersection(power_class(complement(power_class(v))),complement(w))),x),y).
% 299.74/300.50 96581[0:Res:6565.1,48062.0] || member(not_subclass_element(intersection(u,intersection(intersection(power_class(complement(power_class(v))),complement(w)),x)),y),union(image(element_relation,power_class(v)),w))* -> subclass(intersection(u,intersection(intersection(power_class(complement(power_class(v))),complement(w)),x)),y).
% 299.74/300.50 103326[0:Rew:102293.0,52104.0] || -> equal(intersection(successor(image(element_relation,union(u,v))),union(power_class(complement(union(u,v))),complement(singleton(image(element_relation,union(u,v)))))),symmetric_difference(power_class(complement(union(u,v))),complement(singleton(image(element_relation,union(u,v))))))**.
% 299.74/300.50 104791[0:Rew:102293.0,102605.1] || member(not_subclass_element(intersection(u,restrict(union(v,complement(union(w,x))),y,z)),x1),intersection(complement(v),union(w,x)))* -> subclass(intersection(u,restrict(union(v,complement(union(w,x))),y,z)),x1).
% 299.74/300.50 104794[0:Rew:102293.0,102903.1] || member(not_subclass_element(intersection(restrict(union(u,complement(union(v,w))),x,y),z),x1),intersection(complement(u),union(v,w)))* -> subclass(intersection(restrict(union(u,complement(union(v,w))),x,y),z),x1).
% 299.74/300.50 104796[0:Rew:102293.0,103041.1] || member(not_subclass_element(intersection(u,restrict(union(complement(union(v,w)),x),y,z)),x1),intersection(union(v,w),complement(x)))* -> subclass(intersection(u,restrict(union(complement(union(v,w)),x),y,z)),x1).
% 299.74/300.50 104798[0:Rew:102293.0,103240.1] || member(not_subclass_element(intersection(restrict(union(complement(union(u,v)),w),x,y),z),x1),intersection(union(u,v),complement(w)))* -> subclass(intersection(restrict(union(complement(union(u,v)),w),x,y),z),x1).
% 299.74/300.50 108247[0:SpR:103948.0,9395.0] || -> equal(intersection(successor(intersection(complement(u),successor(v))),union(union(u,complement(successor(v))),complement(singleton(intersection(complement(u),successor(v)))))),symmetric_difference(union(u,complement(successor(v))),complement(singleton(intersection(complement(u),successor(v))))))**.
% 299.74/300.50 114216[0:Res:7760.1,102294.0] || member(not_subclass_element(intersection(restrict(intersection(complement(u),union(v,w)),x,y),z),x1),union(u,complement(union(v,w))))* -> subclass(intersection(restrict(intersection(complement(u),union(v,w)),x,y),z),x1).
% 299.74/300.50 114215[0:Res:6567.1,102294.0] || member(not_subclass_element(intersection(u,restrict(intersection(complement(v),union(w,x)),y,z)),x1),union(v,complement(union(w,x))))* -> subclass(intersection(u,restrict(intersection(complement(v),union(w,x)),y,z)),x1).
% 299.74/300.50 115188[0:Res:7760.1,102308.0] || member(not_subclass_element(intersection(restrict(intersection(union(u,v),complement(w)),x,y),z),x1),union(complement(union(u,v)),w))* -> subclass(intersection(restrict(intersection(union(u,v),complement(w)),x,y),z),x1).
% 299.74/300.50 115187[0:Res:6567.1,102308.0] || member(not_subclass_element(intersection(u,restrict(intersection(union(v,w),complement(x)),y,z)),x1),union(complement(union(v,w)),x))* -> subclass(intersection(u,restrict(intersection(union(v,w),complement(x)),y,z)),x1).
% 299.74/300.50 130976[4:Res:123906.0,7879.0] || -> subclass(complement(successor(complement(intersection(u,unordered_pair(v,w))))),x) equal(not_subclass_element(complement(successor(complement(intersection(u,unordered_pair(v,w))))),x),w)** equal(not_subclass_element(complement(successor(complement(intersection(u,unordered_pair(v,w))))),x),v)**.
% 299.74/300.50 130974[0:Res:58368.0,7879.0] || -> subclass(restrict(intersection(u,unordered_pair(v,w)),x,y),z) equal(not_subclass_element(restrict(intersection(u,unordered_pair(v,w)),x,y),z),w)** equal(not_subclass_element(restrict(intersection(u,unordered_pair(v,w)),x,y),z),v)**.
% 299.74/300.50 130941[4:Res:95477.0,7879.0] || -> subclass(complement(successor(union(null_class,complement(unordered_pair(u,v))))),w) equal(not_subclass_element(complement(successor(union(null_class,complement(unordered_pair(u,v))))),w),v)** equal(not_subclass_element(complement(successor(union(null_class,complement(unordered_pair(u,v))))),w),u)**.
% 299.74/300.50 130939[4:Res:123487.0,7879.0] || -> subclass(complement(successor(complement(intersection(unordered_pair(u,v),w)))),x) equal(not_subclass_element(complement(successor(complement(intersection(unordered_pair(u,v),w)))),x),v)** equal(not_subclass_element(complement(successor(complement(intersection(unordered_pair(u,v),w)))),x),u)**.
% 299.74/300.50 130931[4:Res:59822.0,7879.0] || -> subclass(union(null_class,restrict(unordered_pair(u,v),w,x)),y) equal(not_subclass_element(union(null_class,restrict(unordered_pair(u,v),w,x)),y),v)** equal(not_subclass_element(union(null_class,restrict(unordered_pair(u,v),w,x)),y),u)**.
% 299.74/300.50 130924[0:Res:57833.0,7879.0] || -> subclass(restrict(intersection(unordered_pair(u,v),w),x,y),z) equal(not_subclass_element(restrict(intersection(unordered_pair(u,v),w),x,y),z),v)** equal(not_subclass_element(restrict(intersection(unordered_pair(u,v),w),x,y),z),u)**.
% 299.74/300.50 131011[4:Rew:80005.0,130923.2,80005.0,130923.1,80005.0,130923.0] || -> subclass(restrict(union(null_class,unordered_pair(u,v)),w,x),y) equal(not_subclass_element(restrict(union(null_class,unordered_pair(u,v)),w,x),y),v)** equal(not_subclass_element(restrict(union(null_class,unordered_pair(u,v)),w,x),y),u)**.
% 299.74/300.50 133224[4:Rew:80005.0,133213.2,80005.0,133213.1,80005.0,133213.0] || member(regular(union(compose(element_relation,universal_class),complement(successor(u)))),universal_class) member(apply(choice,regular(union(compose(element_relation,universal_class),complement(successor(u))))),element_relation)* -> equal(regular(union(compose(element_relation,universal_class),complement(successor(u)))),null_class).
% 299.74/300.50 133225[4:Rew:80005.0,133212.2,80005.0,133212.1,80005.0,133212.0] || member(regular(union(compose(element_relation,universal_class),complement(power_class(u)))),universal_class) member(apply(choice,regular(union(compose(element_relation,universal_class),complement(power_class(u))))),element_relation)* -> equal(regular(union(compose(element_relation,universal_class),complement(power_class(u)))),null_class).
% 299.74/300.50 133182[4:Res:60803.0,10200.1] || member(union(null_class,intersection(u,complement(compose(element_relation,universal_class)))),universal_class) member(apply(choice,union(null_class,intersection(u,complement(compose(element_relation,universal_class))))),element_relation)* -> equal(union(null_class,intersection(u,complement(compose(element_relation,universal_class)))),null_class).
% 299.74/300.50 133176[4:Res:59447.0,10200.1] || member(intersection(intersection(u,complement(compose(element_relation,universal_class))),v),universal_class) member(apply(choice,intersection(intersection(u,complement(compose(element_relation,universal_class))),v)),element_relation)* -> equal(intersection(intersection(u,complement(compose(element_relation,universal_class))),v),null_class).
% 299.74/300.50 133227[4:Rew:80005.0,133172.2,80005.0,133172.1,80005.0,133172.0] || member(intersection(u,union(null_class,complement(compose(element_relation,universal_class)))),universal_class) member(apply(choice,intersection(u,union(null_class,complement(compose(element_relation,universal_class))))),element_relation)* -> equal(intersection(u,union(null_class,complement(compose(element_relation,universal_class)))),null_class).
% 299.74/300.50 133166[4:Res:57711.0,10200.1] || member(intersection(u,intersection(complement(compose(element_relation,universal_class)),v)),universal_class) member(apply(choice,intersection(u,intersection(complement(compose(element_relation,universal_class)),v))),element_relation)* -> equal(intersection(u,intersection(complement(compose(element_relation,universal_class)),v)),null_class).
% 299.74/300.50 133228[4:Rew:80005.0,133154.2,80005.0,133154.1,80005.0,133154.0] || member(intersection(union(null_class,complement(compose(element_relation,universal_class))),u),universal_class) member(apply(choice,intersection(union(null_class,complement(compose(element_relation,universal_class))),u)),element_relation)* -> equal(intersection(union(null_class,complement(compose(element_relation,universal_class))),u),null_class).
% 299.74/300.50 133144[4:Res:58246.0,10200.1] || member(intersection(u,intersection(v,complement(compose(element_relation,universal_class)))),universal_class) member(apply(choice,intersection(u,intersection(v,complement(compose(element_relation,universal_class))))),element_relation)* -> equal(intersection(u,intersection(v,complement(compose(element_relation,universal_class)))),null_class).
% 299.74/300.50 133138[4:Res:59213.0,10200.1] || member(union(null_class,intersection(complement(compose(element_relation,universal_class)),u)),universal_class) member(apply(choice,union(null_class,intersection(complement(compose(element_relation,universal_class)),u))),element_relation)* -> equal(union(null_class,intersection(complement(compose(element_relation,universal_class)),u)),null_class).
% 299.74/300.50 133134[4:Res:59078.0,10200.1] || member(intersection(intersection(complement(compose(element_relation,universal_class)),u),v),universal_class) member(apply(choice,intersection(intersection(complement(compose(element_relation,universal_class)),u),v)),element_relation)* -> equal(intersection(intersection(complement(compose(element_relation,universal_class)),u),v),null_class).
% 299.74/300.50 133125[4:Res:51.1,10200.1] inductive(complement(compose(element_relation,universal_class))) || member(image(successor_relation,complement(compose(element_relation,universal_class))),universal_class) member(apply(choice,image(successor_relation,complement(compose(element_relation,universal_class)))),element_relation)* -> equal(image(successor_relation,complement(compose(element_relation,universal_class))),null_class).
% 299.74/300.50 135008[4:Res:8432.2,17395.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,cantor(regular(cross_product(singleton(ordered_pair(flip(cross_product(u,universal_class)),inverse(u))),universal_class))))* -> equal(cross_product(singleton(ordered_pair(flip(cross_product(u,universal_class)),inverse(u))),universal_class),null_class).
% 299.74/300.50 135586[4:Res:8431.2,17395.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,cantor(regular(cross_product(singleton(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u))),universal_class))))* -> equal(cross_product(singleton(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u))),universal_class),null_class).
% 299.74/300.50 138589[0:SpL:102302.0,48887.0] || member(regular(union(intersection(complement(u),union(v,w)),complement(power_class(x)))),intersection(union(u,complement(union(v,w))),power_class(x)))* -> equal(union(intersection(complement(u),union(v,w)),complement(power_class(x))),null_class).
% 299.74/300.50 138579[0:SpL:102312.0,48887.0] || member(regular(union(intersection(union(u,v),complement(w)),complement(power_class(x)))),intersection(union(complement(union(u,v)),w),power_class(x)))* -> equal(union(intersection(union(u,v),complement(w)),complement(power_class(x))),null_class).
% 299.74/300.50 138847[0:SpL:102302.0,48893.0] || member(regular(union(complement(power_class(u)),intersection(complement(v),union(w,x)))),intersection(power_class(u),union(v,complement(union(w,x)))))* -> equal(union(complement(power_class(u)),intersection(complement(v),union(w,x))),null_class).
% 299.74/300.50 138837[0:SpL:102312.0,48893.0] || member(regular(union(complement(power_class(u)),intersection(union(v,w),complement(x)))),intersection(power_class(u),union(complement(union(v,w)),x)))* -> equal(union(complement(power_class(u)),intersection(union(v,w),complement(x))),null_class).
% 299.74/300.50 142521[0:Res:283.1,9362.0] || -> equal(restrict(symmetric_difference(union(u,v),union(complement(u),complement(v))),w,x),null_class) member(regular(restrict(symmetric_difference(union(u,v),union(complement(u),complement(v))),w,x)),complement(symmetric_difference(complement(u),complement(v))))*.
% 299.74/300.50 142508[0:Res:1040.2,9362.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,symmetric_difference(union(w,x),union(complement(w),complement(x))))* -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),complement(symmetric_difference(complement(w),complement(x))))*.
% 299.74/300.50 145470[0:SpR:103074.0,102540.1] || member(u,universal_class) -> member(u,intersection(union(image(element_relation,power_class(v)),complement(union(w,x))),union(y,z)))* member(u,union(intersection(power_class(complement(power_class(v))),union(w,x)),complement(union(y,z)))).
% 299.74/300.50 145468[0:SpR:48874.0,102540.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),intersection(power_class(w),complement(x))),union(y,z)))* member(u,union(intersection(power_class(v),union(complement(power_class(w)),x)),complement(union(y,z)))).
% 299.74/300.50 145467[0:SpR:48870.0,102540.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),intersection(complement(w),power_class(x))),union(y,z)))* member(u,union(intersection(power_class(v),union(w,complement(power_class(x)))),complement(union(y,z)))).
% 299.74/300.50 145466[0:SpR:103450.0,102540.1] || member(u,universal_class) -> member(u,intersection(union(complement(union(v,w)),image(element_relation,power_class(x))),union(y,z)))* member(u,union(intersection(union(v,w),power_class(complement(power_class(x)))),complement(union(y,z)))).
% 299.74/300.50 145465[0:SpR:48872.0,102540.1] || member(u,universal_class) -> member(u,intersection(union(intersection(power_class(v),complement(w)),complement(power_class(x))),union(y,z)))* member(u,union(intersection(union(complement(power_class(v)),w),power_class(x)),complement(union(y,z)))).
% 299.74/300.50 145464[0:SpR:48871.0,102540.1] || member(u,universal_class) -> member(u,intersection(union(intersection(complement(v),power_class(w)),complement(power_class(x))),union(y,z)))* member(u,union(intersection(union(v,complement(power_class(w))),power_class(x)),complement(union(y,z)))).
% 299.74/300.50 145463[0:SpR:103320.0,102540.1] || member(u,universal_class) -> member(u,intersection(union(image(element_relation,union(v,w)),complement(power_class(x))),union(y,z)))* member(u,union(intersection(power_class(complement(union(v,w))),power_class(x)),complement(union(y,z)))).
% 299.74/300.50 145461[0:SpR:102945.0,102540.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),image(element_relation,union(w,x))),union(y,z)))* member(u,union(intersection(power_class(v),power_class(complement(union(w,x)))),complement(union(y,z)))).
% 299.74/300.50 145664[0:MRR:145542.0,138.0] || member(intersection(complement(u),union(v,w)),universal_class) -> member(singleton(intersection(complement(u),union(v,w))),union(u,complement(union(v,w))))* member(singleton(singleton(singleton(intersection(complement(u),union(v,w))))),element_relation).
% 299.74/300.50 146282[0:Rew:104218.0,146046.1] || member(not_subclass_element(union(complement(u),union(v,w)),symmetric_difference(complement(u),union(v,w))),union(u,complement(union(v,w))))* -> subclass(union(complement(u),union(v,w)),symmetric_difference(complement(u),union(v,w))).
% 299.74/300.50 146283[4:Rew:104218.0,146013.1] || member(regular(union(null_class,symmetric_difference(complement(u),union(v,w)))),symmetric_difference(union(u,complement(union(v,w))),union(complement(u),union(v,w))))* -> equal(union(null_class,symmetric_difference(complement(u),union(v,w))),null_class).
% 299.74/300.50 146335[0:SpR:103074.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),union(image(element_relation,power_class(x)),complement(union(y,z)))))* member(u,union(complement(union(v,w)),intersection(power_class(complement(power_class(x))),union(y,z)))).
% 299.74/300.50 146333[0:SpR:48874.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),union(complement(power_class(x)),intersection(power_class(y),complement(z)))))* member(u,union(complement(union(v,w)),intersection(power_class(x),union(complement(power_class(y)),z)))).
% 299.74/300.50 146332[0:SpR:48870.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),union(complement(power_class(x)),intersection(complement(y),power_class(z)))))* member(u,union(complement(union(v,w)),intersection(power_class(x),union(y,complement(power_class(z)))))).
% 299.74/300.50 146331[0:SpR:103450.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),union(complement(union(x,y)),image(element_relation,power_class(z)))))* member(u,union(complement(union(v,w)),intersection(union(x,y),power_class(complement(power_class(z)))))).
% 299.74/300.50 146330[0:SpR:48872.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),union(intersection(power_class(x),complement(y)),complement(power_class(z)))))* member(u,union(complement(union(v,w)),intersection(union(complement(power_class(x)),y),power_class(z)))).
% 299.74/300.50 146329[0:SpR:48871.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),union(intersection(complement(x),power_class(y)),complement(power_class(z)))))* member(u,union(complement(union(v,w)),intersection(union(x,complement(power_class(y))),power_class(z)))).
% 299.74/300.50 146328[0:SpR:103320.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),union(image(element_relation,union(x,y)),complement(power_class(z)))))* member(u,union(complement(union(v,w)),intersection(power_class(complement(union(x,y))),power_class(z)))).
% 299.74/300.50 146326[0:SpR:102945.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),union(complement(power_class(x)),image(element_relation,union(y,z)))))* member(u,union(complement(union(v,w)),intersection(power_class(x),power_class(complement(union(y,z)))))).
% 299.74/300.50 146574[0:MRR:146449.0,138.0] || member(intersection(union(u,v),complement(w)),universal_class) -> member(singleton(intersection(union(u,v),complement(w))),union(complement(union(u,v)),w))* member(singleton(singleton(singleton(intersection(union(u,v),complement(w))))),element_relation).
% 299.74/300.50 147232[0:Rew:103225.0,146965.1] || member(not_subclass_element(union(complement(union(u,v)),w),symmetric_difference(union(u,v),complement(w))),union(union(u,v),complement(w)))* -> subclass(union(complement(union(u,v)),w),symmetric_difference(union(u,v),complement(w))).
% 299.74/300.50 147233[4:Rew:103225.0,146932.1] || member(regular(union(null_class,symmetric_difference(union(u,v),complement(w)))),symmetric_difference(union(union(u,v),complement(w)),union(complement(union(u,v)),w)))* -> equal(union(null_class,symmetric_difference(union(u,v),complement(w))),null_class).
% 299.74/300.50 148242[2:Res:13412.1,9821.2] || member(apply(choice,u),union(v,w)) member(u,universal_class) subclass(u,regular(intersection(v,w))) -> member(apply(choice,u),symmetric_difference(v,w))* equal(u,null_class) equal(intersection(v,w),null_class).
% 299.74/300.50 149804[0:Res:283.1,47989.0] || member(regular(restrict(intersection(complement(u),union(v,complement(power_class(w)))),x,y)),union(u,intersection(complement(v),power_class(w))))* -> equal(restrict(intersection(complement(u),union(v,complement(power_class(w)))),x,y),null_class).
% 299.74/300.50 149801[0:Res:8431.2,47989.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,intersection(complement(v),union(w,complement(power_class(x))))) member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),union(v,intersection(complement(w),power_class(x))))* -> .
% 299.74/300.50 149800[0:Res:8432.2,47989.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,intersection(complement(v),union(w,complement(power_class(x))))) member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),union(v,intersection(complement(w),power_class(x))))* -> .
% 299.74/300.50 150141[0:Res:283.1,48009.0] || member(regular(restrict(intersection(union(u,complement(power_class(v))),complement(w)),x,y)),union(intersection(complement(u),power_class(v)),w))* -> equal(restrict(intersection(union(u,complement(power_class(v))),complement(w)),x,y),null_class).
% 299.74/300.50 150138[0:Res:8431.2,48009.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,intersection(union(v,complement(power_class(w))),complement(x))) member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),union(intersection(complement(v),power_class(w)),x))* -> .
% 299.74/300.50 150137[0:Res:8432.2,48009.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,intersection(union(v,complement(power_class(w))),complement(x))) member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),union(intersection(complement(v),power_class(w)),x))* -> .
% 299.74/300.50 150477[0:Res:283.1,48038.0] || member(regular(restrict(intersection(complement(u),union(complement(power_class(v)),w)),x,y)),union(u,intersection(power_class(v),complement(w))))* -> equal(restrict(intersection(complement(u),union(complement(power_class(v)),w)),x,y),null_class).
% 299.74/300.50 150474[0:Res:8431.2,48038.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,intersection(complement(v),union(complement(power_class(w)),x))) member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),union(v,intersection(power_class(w),complement(x))))* -> .
% 299.74/300.50 150473[0:Res:8432.2,48038.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,intersection(complement(v),union(complement(power_class(w)),x))) member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),union(v,intersection(power_class(w),complement(x))))* -> .
% 299.74/300.50 150718[0:Res:283.1,48198.0] || member(regular(restrict(intersection(union(complement(power_class(u)),v),complement(w)),x,y)),union(intersection(power_class(u),complement(v)),w))* -> equal(restrict(intersection(union(complement(power_class(u)),v),complement(w)),x,y),null_class).
% 299.74/300.50 150715[0:Res:8431.2,48198.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,intersection(union(complement(power_class(v)),w),complement(x))) member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),union(intersection(power_class(v),complement(w)),x))* -> .
% 299.74/300.50 150714[0:Res:8432.2,48198.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,intersection(union(complement(power_class(v)),w),complement(x))) member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),union(intersection(power_class(v),complement(w)),x))* -> .
% 299.74/300.50 150977[0:Res:13412.1,48910.0] || member(not_subclass_element(union(u,complement(power_class(v))),w),union(complement(u),power_class(v))) -> member(not_subclass_element(union(u,complement(power_class(v))),w),symmetric_difference(complement(u),power_class(v)))* subclass(union(u,complement(power_class(v))),w).
% 299.74/300.50 151250[0:Res:13412.1,48918.0] || member(not_subclass_element(union(complement(power_class(u)),v),w),union(power_class(u),complement(v))) -> member(not_subclass_element(union(complement(power_class(u)),v),w),symmetric_difference(power_class(u),complement(v)))* subclass(union(complement(power_class(u)),v),w).
% 299.74/300.50 151634[0:SpL:102583.0,102308.0] || member(u,intersection(union(v,w),union(complement(power_class(x)),intersection(complement(y),union(z,x1)))))* member(u,union(complement(union(v,w)),intersection(power_class(x),union(y,complement(union(z,x1)))))) -> .
% 299.74/300.50 151618[0:SpL:102583.0,102294.0] || member(u,intersection(union(complement(power_class(v)),intersection(complement(w),union(x,y))),union(z,x1)))* member(u,union(intersection(power_class(v),union(w,complement(union(x,y)))),complement(union(z,x1)))) -> .
% 299.74/300.50 151469[0:SpR:102583.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(v),union(complement(power_class(w)),intersection(complement(x),union(y,z)))))* member(u,union(complement(power_class(v)),intersection(power_class(w),union(x,complement(union(y,z)))))).
% 299.74/300.50 151448[0:SpR:102583.0,47997.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),intersection(complement(w),union(x,y))),power_class(z)))* member(u,union(intersection(power_class(v),union(w,complement(union(x,y)))),complement(power_class(z)))).
% 299.74/300.50 151780[0:Rew:102583.0,151445.1] || -> member(not_subclass_element(u,union(complement(power_class(v)),intersection(complement(w),union(x,y)))),intersection(power_class(v),union(w,complement(union(x,y)))))* subclass(u,union(complement(power_class(v)),intersection(complement(w),union(x,y)))).
% 299.74/300.50 151979[0:Res:283.1,102607.0] || member(regular(restrict(intersection(complement(u),power_class(complement(union(v,w)))),x,y)),union(u,image(element_relation,union(v,w))))* -> equal(restrict(intersection(complement(u),power_class(complement(union(v,w)))),x,y),null_class).
% 299.74/300.50 151976[0:Res:8431.2,102607.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,intersection(complement(v),power_class(complement(union(w,x))))) member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),union(v,image(element_relation,union(w,x))))* -> .
% 299.74/300.50 151975[0:Res:8432.2,102607.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,intersection(complement(v),power_class(complement(union(w,x))))) member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),union(v,image(element_relation,union(w,x))))* -> .
% 299.74/300.50 152684[0:SpL:102667.0,102308.0] || member(u,intersection(union(v,w),union(intersection(complement(x),power_class(y)),complement(union(z,x1)))))* member(u,union(complement(union(v,w)),intersection(union(x,complement(power_class(y))),union(z,x1)))) -> .
% 299.74/300.50 152667[0:SpL:102667.0,102294.0] || member(u,intersection(union(intersection(complement(v),power_class(w)),complement(union(x,y))),union(z,x1)))* member(u,union(intersection(union(v,complement(power_class(w))),union(x,y)),complement(union(z,x1)))) -> .
% 299.74/300.50 152827[0:Rew:102667.0,152617.1] || member(regular(union(intersection(complement(u),power_class(v)),complement(union(w,x)))),intersection(union(u,complement(power_class(v))),union(w,x)))* -> equal(union(intersection(complement(u),power_class(v)),complement(union(w,x))),null_class).
% 299.74/300.50 152512[0:SpR:102667.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(v),union(intersection(complement(w),power_class(x)),complement(union(y,z)))))* member(u,union(complement(power_class(v)),intersection(union(w,complement(power_class(x))),union(y,z)))).
% 299.74/300.50 152493[0:SpR:102667.0,47997.1] || member(u,universal_class) -> member(u,intersection(union(intersection(complement(v),power_class(w)),complement(union(x,y))),power_class(z)))* member(u,union(intersection(union(v,complement(power_class(w))),union(x,y)),complement(power_class(z)))).
% 299.74/300.50 152828[0:Rew:102667.0,152490.1] || -> member(not_subclass_element(u,union(intersection(complement(v),power_class(w)),complement(union(x,y)))),intersection(union(v,complement(power_class(w))),union(x,y)))* subclass(u,union(intersection(complement(v),power_class(w)),complement(union(x,y)))).
% 299.74/300.50 153152[0:SpL:102668.0,102308.0] || member(u,intersection(union(v,w),union(intersection(power_class(x),complement(y)),complement(union(z,x1)))))* member(u,union(complement(union(v,w)),intersection(union(complement(power_class(x)),y),union(z,x1)))) -> .
% 299.74/300.50 153135[0:SpL:102668.0,102294.0] || member(u,intersection(union(intersection(power_class(v),complement(w)),complement(union(x,y))),union(z,x1)))* member(u,union(intersection(union(complement(power_class(v)),w),union(x,y)),complement(union(z,x1)))) -> .
% 299.74/300.50 153301[0:Rew:102668.0,153085.1] || member(regular(union(intersection(power_class(u),complement(v)),complement(union(w,x)))),intersection(union(complement(power_class(u)),v),union(w,x)))* -> equal(union(intersection(power_class(u),complement(v)),complement(union(w,x))),null_class).
% 299.74/300.50 152974[0:SpR:102668.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(v),union(intersection(power_class(w),complement(x)),complement(union(y,z)))))* member(u,union(complement(power_class(v)),intersection(union(complement(power_class(w)),x),union(y,z)))).
% 299.74/300.50 152954[0:SpR:102668.0,47997.1] || member(u,universal_class) -> member(u,intersection(union(intersection(power_class(v),complement(w)),complement(union(x,y))),power_class(z)))* member(u,union(intersection(union(complement(power_class(v)),w),union(x,y)),complement(power_class(z)))).
% 299.74/300.50 153302[0:Rew:102668.0,152951.1] || -> member(not_subclass_element(u,union(intersection(power_class(v),complement(w)),complement(union(x,y)))),intersection(union(complement(power_class(v)),w),union(x,y)))* subclass(u,union(intersection(power_class(v),complement(w)),complement(union(x,y)))).
% 299.74/300.50 153618[0:SpL:102866.0,102308.0] || member(u,intersection(union(v,w),union(intersection(complement(x),union(y,z)),complement(power_class(x1)))))* member(u,union(complement(union(v,w)),intersection(union(x,complement(union(y,z))),power_class(x1)))) -> .
% 299.74/300.50 153601[0:SpL:102866.0,102294.0] || member(u,intersection(union(intersection(complement(v),union(w,x)),complement(power_class(y))),union(z,x1)))* member(u,union(intersection(union(v,complement(union(w,x))),power_class(y)),complement(union(z,x1)))) -> .
% 299.74/300.50 153452[0:SpR:102866.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(v),union(intersection(complement(w),union(x,y)),complement(power_class(z)))))* member(u,union(complement(power_class(v)),intersection(union(w,complement(union(x,y))),power_class(z)))).
% 299.74/300.50 153431[0:SpR:102866.0,47997.1] || member(u,universal_class) -> member(u,intersection(union(intersection(complement(v),union(w,x)),complement(power_class(y))),power_class(z)))* member(u,union(intersection(union(v,complement(union(w,x))),power_class(y)),complement(power_class(z)))).
% 299.74/300.50 153762[0:Rew:102866.0,153428.1] || -> member(not_subclass_element(u,union(intersection(complement(v),union(w,x)),complement(power_class(y)))),intersection(union(v,complement(union(w,x))),power_class(y)))* subclass(u,union(intersection(complement(v),union(w,x)),complement(power_class(y)))).
% 299.74/300.50 153999[0:Res:283.1,102909.0] || member(regular(restrict(intersection(power_class(complement(union(u,v))),complement(w)),x,y)),union(image(element_relation,union(u,v)),w))* -> equal(restrict(intersection(power_class(complement(union(u,v))),complement(w)),x,y),null_class).
% 299.74/300.50 153996[0:Res:8431.2,102909.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,intersection(power_class(complement(union(v,w))),complement(x))) member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),union(image(element_relation,union(v,w)),x))* -> .
% 299.74/300.50 153995[0:Res:8432.2,102909.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,intersection(power_class(complement(union(v,w))),complement(x))) member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),union(image(element_relation,union(v,w)),x))* -> .
% 299.74/300.50 154394[0:SpL:103019.0,102308.0] || member(u,intersection(union(v,w),union(complement(power_class(x)),intersection(union(y,z),complement(x1)))))* member(u,union(complement(union(v,w)),intersection(power_class(x),union(complement(union(y,z)),x1)))) -> .
% 299.74/300.50 154377[0:SpL:103019.0,102294.0] || member(u,intersection(union(complement(power_class(v)),intersection(union(w,x),complement(y))),union(z,x1)))* member(u,union(intersection(power_class(v),union(complement(union(w,x)),y)),complement(union(z,x1)))) -> .
% 299.74/300.50 154223[0:SpR:103019.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(v),union(complement(power_class(w)),intersection(union(x,y),complement(z)))))* member(u,union(complement(power_class(v)),intersection(power_class(w),union(complement(union(x,y)),z)))).
% 299.74/300.50 154201[0:SpR:103019.0,47997.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),intersection(union(w,x),complement(y))),power_class(z)))* member(u,union(intersection(power_class(v),union(complement(union(w,x)),y)),complement(power_class(z)))).
% 299.74/300.50 154546[0:Rew:103019.0,154198.1] || -> member(not_subclass_element(u,union(complement(power_class(v)),intersection(union(w,x),complement(y)))),intersection(power_class(v),union(complement(union(w,x)),y)))* subclass(u,union(complement(power_class(v)),intersection(union(w,x),complement(y)))).
% 299.74/300.50 154877[0:SpL:103205.0,102308.0] || member(u,intersection(union(v,w),union(intersection(union(x,y),complement(z)),complement(power_class(x1)))))* member(u,union(complement(union(v,w)),intersection(union(complement(union(x,y)),z),power_class(x1)))) -> .
% 299.74/300.50 154860[0:SpL:103205.0,102294.0] || member(u,intersection(union(intersection(union(v,w),complement(x)),complement(power_class(y))),union(z,x1)))* member(u,union(intersection(union(complement(union(v,w)),x),power_class(y)),complement(union(z,x1)))) -> .
% 299.74/300.50 154706[0:SpR:103205.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(v),union(intersection(union(w,x),complement(y)),complement(power_class(z)))))* member(u,union(complement(power_class(v)),intersection(union(complement(union(w,x)),y),power_class(z)))).
% 299.74/300.50 154684[0:SpR:103205.0,47997.1] || member(u,universal_class) -> member(u,intersection(union(intersection(union(v,w),complement(x)),complement(power_class(y))),power_class(z)))* member(u,union(intersection(union(complement(union(v,w)),x),power_class(y)),complement(power_class(z)))).
% 299.74/300.50 155028[0:Rew:103205.0,154681.1] || -> member(not_subclass_element(u,union(intersection(union(v,w),complement(x)),complement(power_class(y)))),intersection(union(complement(union(v,w)),x),power_class(y)))* subclass(u,union(intersection(union(v,w),complement(x)),complement(power_class(y)))).
% 299.74/300.50 155317[0:SpL:103451.0,102308.0] || member(u,intersection(union(v,w),union(complement(union(x,y)),intersection(complement(z),power_class(x1)))))* member(u,union(complement(union(v,w)),intersection(union(x,y),union(z,complement(power_class(x1)))))) -> .
% 299.74/300.50 155300[0:SpL:103451.0,102294.0] || member(u,intersection(union(complement(union(v,w)),intersection(complement(x),power_class(y))),union(z,x1)))* member(u,union(intersection(union(v,w),union(x,complement(power_class(y)))),complement(union(z,x1)))) -> .
% 299.74/300.50 155455[0:Rew:103451.0,155250.1] || member(regular(union(complement(union(u,v)),intersection(complement(w),power_class(x)))),intersection(union(u,v),union(w,complement(power_class(x)))))* -> equal(union(complement(union(u,v)),intersection(complement(w),power_class(x))),null_class).
% 299.74/300.50 155151[0:SpR:103451.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(v),union(complement(union(w,x)),intersection(complement(y),power_class(z)))))* member(u,union(complement(power_class(v)),intersection(union(w,x),union(y,complement(power_class(z)))))).
% 299.74/300.50 155130[0:SpR:103451.0,47997.1] || member(u,universal_class) -> member(u,intersection(union(complement(union(v,w)),intersection(complement(x),power_class(y))),power_class(z)))* member(u,union(intersection(union(v,w),union(x,complement(power_class(y)))),complement(power_class(z)))).
% 299.74/300.50 155456[0:Rew:103451.0,155127.1] || -> member(not_subclass_element(u,union(complement(union(v,w)),intersection(complement(x),power_class(y)))),intersection(union(v,w),union(x,complement(power_class(y)))))* subclass(u,union(complement(union(v,w)),intersection(complement(x),power_class(y)))).
% 299.74/300.50 156086[0:SpL:103452.0,102308.0] || member(u,intersection(union(v,w),union(complement(union(x,y)),intersection(power_class(z),complement(x1)))))* member(u,union(complement(union(v,w)),intersection(union(x,y),union(complement(power_class(z)),x1)))) -> .
% 299.74/300.50 156069[0:SpL:103452.0,102294.0] || member(u,intersection(union(complement(union(v,w)),intersection(power_class(x),complement(y))),union(z,x1)))* member(u,union(intersection(union(v,w),union(complement(power_class(x)),y)),complement(union(z,x1)))) -> .
% 299.74/300.50 156235[0:Rew:103452.0,156019.1] || member(regular(union(complement(union(u,v)),intersection(power_class(w),complement(x)))),intersection(union(u,v),union(complement(power_class(w)),x)))* -> equal(union(complement(union(u,v)),intersection(power_class(w),complement(x))),null_class).
% 299.74/300.50 155912[0:SpR:103452.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(v),union(complement(union(w,x)),intersection(power_class(y),complement(z)))))* member(u,union(complement(power_class(v)),intersection(union(w,x),union(complement(power_class(y)),z)))).
% 299.74/300.50 155890[0:SpR:103452.0,47997.1] || member(u,universal_class) -> member(u,intersection(union(complement(union(v,w)),intersection(power_class(x),complement(y))),power_class(z)))* member(u,union(intersection(union(v,w),union(complement(power_class(x)),y)),complement(power_class(z)))).
% 299.74/300.50 156236[0:Rew:103452.0,155887.1] || -> member(not_subclass_element(u,union(complement(union(v,w)),intersection(power_class(x),complement(y)))),intersection(union(v,w),union(complement(power_class(x)),y)))* subclass(u,union(complement(union(v,w)),intersection(power_class(x),complement(y)))).
% 299.74/300.50 156987[0:SpL:104283.0,102308.0] || member(u,intersection(union(v,w),union(complement(union(x,y)),image(element_relation,union(z,x1)))))* member(u,union(complement(union(v,w)),intersection(union(x,y),power_class(complement(union(z,x1)))))) -> .
% 299.74/300.50 156970[0:SpL:104283.0,102294.0] || member(u,intersection(union(complement(union(v,w)),image(element_relation,union(x,y))),union(z,x1)))* member(u,union(intersection(union(v,w),power_class(complement(union(x,y)))),complement(union(z,x1)))) -> .
% 299.74/300.50 157166[0:Rew:104283.0,156920.1] || member(regular(union(complement(union(u,v)),image(element_relation,union(w,x)))),intersection(union(u,v),power_class(complement(union(w,x)))))* -> equal(union(complement(union(u,v)),image(element_relation,union(w,x))),null_class).
% 299.74/300.50 156800[0:SpR:104283.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(v),union(complement(union(w,x)),image(element_relation,union(y,z)))))* member(u,union(complement(power_class(v)),intersection(union(w,x),power_class(complement(union(y,z)))))).
% 299.74/300.50 156777[0:SpR:104283.0,47997.1] || member(u,universal_class) -> member(u,intersection(union(complement(union(v,w)),image(element_relation,union(x,y))),power_class(z)))* member(u,union(intersection(union(v,w),power_class(complement(union(x,y)))),complement(power_class(z)))).
% 299.74/300.50 157167[0:Rew:104283.0,156774.1] || -> member(not_subclass_element(u,union(complement(union(v,w)),image(element_relation,union(x,y)))),intersection(union(v,w),power_class(complement(union(x,y)))))* subclass(u,union(complement(union(v,w)),image(element_relation,union(x,y)))).
% 299.74/300.50 157821[0:SpL:104284.0,102308.0] || member(u,intersection(union(v,w),union(image(element_relation,union(x,y)),complement(union(z,x1)))))* member(u,union(complement(union(v,w)),intersection(power_class(complement(union(x,y))),union(z,x1)))) -> .
% 299.74/300.50 157804[0:SpL:104284.0,102294.0] || member(u,intersection(union(image(element_relation,union(v,w)),complement(union(x,y))),union(z,x1)))* member(u,union(intersection(power_class(complement(union(v,w))),union(x,y)),complement(union(z,x1)))) -> .
% 299.74/300.50 158008[0:Rew:104284.0,157754.1] || member(regular(union(image(element_relation,union(u,v)),complement(union(w,x)))),intersection(power_class(complement(union(u,v))),union(w,x)))* -> equal(union(image(element_relation,union(u,v)),complement(union(w,x))),null_class).
% 299.74/300.50 157629[0:SpR:104284.0,48186.1] || member(u,universal_class) -> member(u,intersection(power_class(v),union(image(element_relation,union(w,x)),complement(union(y,z)))))* member(u,union(complement(power_class(v)),intersection(power_class(complement(union(w,x))),union(y,z)))).
% 299.74/300.50 157606[0:SpR:104284.0,47997.1] || member(u,universal_class) -> member(u,intersection(union(image(element_relation,union(v,w)),complement(union(x,y))),power_class(z)))* member(u,union(intersection(power_class(complement(union(v,w))),union(x,y)),complement(power_class(z)))).
% 299.74/300.50 158009[0:Rew:104284.0,157603.1] || -> member(not_subclass_element(u,union(image(element_relation,union(v,w)),complement(union(x,y)))),intersection(power_class(complement(union(v,w))),union(x,y)))* subclass(u,union(image(element_relation,union(v,w)),complement(union(x,y)))).
% 299.74/300.50 158465[0:Res:9363.2,9740.3] function(u) || member(image(u,v),union(complement(w),complement(x)))* member(image(u,v),union(w,x)) member(v,universal_class) subclass(universal_class,complement(symmetric_difference(complement(w),complement(x)))) -> .
% 299.74/300.50 158451[0:Res:9363.2,9802.2] || member(apply(choice,u),union(complement(v),complement(w)))* member(apply(choice,u),union(v,w)) member(u,universal_class) subclass(u,complement(symmetric_difference(complement(v),complement(w)))) -> equal(u,null_class).
% 299.74/300.50 158421[0:Res:9363.2,174.0] || member(regular(complement(symmetric_difference(complement(u),complement(v)))),union(complement(u),complement(v)))* member(regular(complement(symmetric_difference(complement(u),complement(v)))),union(u,v)) -> equal(complement(symmetric_difference(complement(u),complement(v))),null_class).
% 299.74/300.50 158524[0:Rew:102302.0,158394.0] || member(u,union(union(v,complement(union(w,x))),complement(y))) member(u,union(intersection(complement(v),union(w,x)),y)) -> member(u,symmetric_difference(union(v,complement(union(w,x))),complement(y)))*.
% 299.74/300.50 158525[0:Rew:102312.0,158378.0] || member(u,union(union(complement(union(v,w)),x),complement(y))) member(u,union(intersection(union(v,w),complement(x)),y)) -> member(u,symmetric_difference(union(complement(union(v,w)),x),complement(y)))*.
% 299.74/300.50 158526[0:Rew:102302.0,158347.0] || member(u,union(complement(v),union(w,complement(union(x,y))))) member(u,union(v,intersection(complement(w),union(x,y)))) -> member(u,symmetric_difference(complement(v),union(w,complement(union(x,y)))))*.
% 299.74/300.50 158527[0:Rew:102312.0,158331.0] || member(u,union(complement(v),union(complement(union(w,x)),y))) member(u,union(v,intersection(union(w,x),complement(y)))) -> member(u,symmetric_difference(complement(v),union(complement(union(w,x)),y)))*.
% 299.74/300.50 158538[4:MRR:158459.3,158458.2] || member(regular(regular(symmetric_difference(complement(u),complement(v)))),union(complement(u),complement(v)))* member(regular(regular(symmetric_difference(complement(u),complement(v)))),union(u,v)) -> equal(regular(symmetric_difference(complement(u),complement(v))),null_class).
% 299.74/300.50 158539[4:MRR:158450.5,158458.2] || member(apply(choice,u),union(complement(v),complement(w)))* member(apply(choice,u),union(v,w)) member(u,universal_class) subclass(u,regular(symmetric_difference(complement(v),complement(w)))) -> equal(u,null_class).
% 299.74/300.50 161613[0:Res:500.2,47968.0] || member(restrict(image(element_relation,power_class(u)),v,w),universal_class) member(apply(choice,restrict(image(element_relation,power_class(u)),v,w)),power_class(complement(power_class(u))))* -> equal(restrict(image(element_relation,power_class(u)),v,w),null_class).
% 299.74/300.50 161881[2:Res:7760.1,11968.1] || member(not_subclass_element(intersection(restrict(unordered_pair(u,v),w,x),y),z),u)* -> subclass(intersection(restrict(unordered_pair(u,v),w,x),y),z) equal(regular(unordered_pair(u,v)),v) equal(unordered_pair(u,v),null_class).
% 299.74/300.50 161880[2:Res:6567.1,11968.1] || member(not_subclass_element(intersection(u,restrict(unordered_pair(v,w),x,y)),z),v)* -> subclass(intersection(u,restrict(unordered_pair(v,w),x,y)),z) equal(regular(unordered_pair(v,w)),w) equal(unordered_pair(v,w),null_class).
% 299.74/300.50 161850[2:Res:8431.2,11968.1] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,unordered_pair(v,w))* member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),v)* -> equal(regular(unordered_pair(v,w)),w) equal(unordered_pair(v,w),null_class).
% 299.74/300.50 161849[2:Res:8432.2,11968.1] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,unordered_pair(v,w))* member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),v)* -> equal(regular(unordered_pair(v,w)),w) equal(unordered_pair(v,w),null_class).
% 299.74/300.50 162012[2:Res:7760.1,11969.1] || member(not_subclass_element(intersection(restrict(unordered_pair(u,v),w,x),y),z),v)* -> subclass(intersection(restrict(unordered_pair(u,v),w,x),y),z) equal(regular(unordered_pair(u,v)),u) equal(unordered_pair(u,v),null_class).
% 299.74/300.50 162011[2:Res:6567.1,11969.1] || member(not_subclass_element(intersection(u,restrict(unordered_pair(v,w),x,y)),z),w)* -> subclass(intersection(u,restrict(unordered_pair(v,w),x,y)),z) equal(regular(unordered_pair(v,w)),v) equal(unordered_pair(v,w),null_class).
% 299.74/300.50 161981[2:Res:8431.2,11969.1] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,unordered_pair(v,w))* member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),w)* -> equal(regular(unordered_pair(v,w)),v) equal(unordered_pair(v,w),null_class).
% 299.74/300.50 161980[2:Res:8432.2,11969.1] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,unordered_pair(v,w))* member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),w)* -> equal(regular(unordered_pair(v,w)),v) equal(unordered_pair(v,w),null_class).
% 299.74/300.50 164213[4:Res:12960.4,17679.1] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,cross_product(singleton(w),universal_class))* member(w,universal_class) member(ordered_pair(v,u),x)* -> member(w,cantor(x))*.
% 299.74/300.50 164126[0:Res:12960.4,48062.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,intersection(power_class(complement(power_class(w))),complement(x))) member(ordered_pair(v,u),union(image(element_relation,power_class(w)),x))* -> .
% 299.74/300.50 164120[0:Res:12960.4,48030.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,intersection(complement(w),power_class(complement(power_class(x))))) member(ordered_pair(v,u),union(w,image(element_relation,power_class(x))))* -> .
% 299.74/300.50 164893[4:Rew:48808.0,164808.2,28759.0,164808.1,48808.0,164808.0] || member(complement(intersection(power_class(u),power_class(v))),universal_class) member(apply(choice,complement(intersection(power_class(u),power_class(v)))),union(null_class,intersection(power_class(u),power_class(v))))* -> equal(complement(intersection(power_class(u),power_class(v))),null_class).
% 299.74/300.50 165210[4:Res:13089.3,17679.1] || member(intersection(u,v),universal_class) subclass(v,cross_product(singleton(w),universal_class))* member(w,universal_class) member(apply(choice,intersection(u,v)),x)* -> equal(intersection(u,v),null_class) member(w,cantor(x))*.
% 299.74/300.50 165191[4:Res:13089.3,17395.0] || member(intersection(u,v),universal_class) subclass(v,cantor(regular(cross_product(singleton(apply(choice,intersection(u,v))),universal_class))))* -> equal(intersection(u,v),null_class) equal(cross_product(singleton(apply(choice,intersection(u,v))),universal_class),null_class).
% 299.74/300.50 165157[0:Res:13089.3,48062.0] || member(intersection(u,v),universal_class) subclass(v,intersection(power_class(complement(power_class(w))),complement(x))) member(apply(choice,intersection(u,v)),union(image(element_relation,power_class(w)),x))* -> equal(intersection(u,v),null_class).
% 299.74/300.50 165151[0:Res:13089.3,48030.0] || member(intersection(u,v),universal_class) subclass(v,intersection(complement(w),power_class(complement(power_class(x))))) member(apply(choice,intersection(u,v)),union(w,image(element_relation,power_class(x))))* -> equal(intersection(u,v),null_class).
% 299.74/300.50 165525[4:Res:13287.3,17679.1] || member(intersection(u,v),universal_class) subclass(u,cross_product(singleton(w),universal_class))* member(w,universal_class) member(apply(choice,intersection(u,v)),x)* -> equal(intersection(u,v),null_class) member(w,cantor(x))*.
% 299.74/300.50 165506[4:Res:13287.3,17395.0] || member(intersection(u,v),universal_class) subclass(u,cantor(regular(cross_product(singleton(apply(choice,intersection(u,v))),universal_class))))* -> equal(intersection(u,v),null_class) equal(cross_product(singleton(apply(choice,intersection(u,v))),universal_class),null_class).
% 299.74/300.50 165472[0:Res:13287.3,48062.0] || member(intersection(u,v),universal_class) subclass(u,intersection(power_class(complement(power_class(w))),complement(x))) member(apply(choice,intersection(u,v)),union(image(element_relation,power_class(w)),x))* -> equal(intersection(u,v),null_class).
% 299.74/300.50 165466[0:Res:13287.3,48030.0] || member(intersection(u,v),universal_class) subclass(u,intersection(complement(w),power_class(complement(power_class(x))))) member(apply(choice,intersection(u,v)),union(w,image(element_relation,power_class(x))))* -> equal(intersection(u,v),null_class).
% 299.74/300.50 167858[0:Res:12468.3,12416.1] || member(u,universal_class) member(v,u) subclass(element_relation,complement(intersection(w,x))) member(ordered_pair(v,u),union(w,x))* subclass(symmetric_difference(w,x),y)* -> member(ordered_pair(v,u),y)*.
% 299.74/300.50 167997[4:Rew:28759.0,167812.3,28759.0,167812.2,28759.0,167812.0] || member(not_subclass_element(u,union(null_class,intersection(v,w))),union(v,w))* subclass(symmetric_difference(v,w),x) -> subclass(u,union(null_class,intersection(v,w))) member(not_subclass_element(u,union(null_class,intersection(v,w))),x)*.
% 299.74/300.50 167762[0:SpL:48838.0,12416.1] || member(u,union(power_class(complement(power_class(v))),power_class(w))) member(u,union(image(element_relation,power_class(v)),complement(power_class(w))))* subclass(symmetric_difference(power_class(complement(power_class(v))),power_class(w)),x)* -> member(u,x)*.
% 299.74/300.50 167760[0:SpL:48835.0,12416.1] || member(u,union(power_class(v),power_class(complement(power_class(w))))) member(u,union(complement(power_class(v)),image(element_relation,power_class(w))))* subclass(symmetric_difference(power_class(v),power_class(complement(power_class(w)))),x)* -> member(u,x)*.
% 299.74/300.50 168239[2:Res:72136.0,78949.0] || -> equal(singleton(complement(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))))),null_class) member(complement(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v)))),complement(symmetric_difference(cross_product(u,v),w)))*.
% 299.74/300.50 168539[2:Res:72136.0,79442.0] || -> equal(singleton(complement(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))))),null_class) member(complement(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w)))),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.74/300.50 170327[0:SpR:13472.2,9529.1] || equal(u,v) member(restrict(element_relation,universal_class,image(choice,singleton(unordered_pair(v,u)))),universal_class) -> equal(unordered_pair(v,u),null_class) member(ordered_pair(restrict(element_relation,universal_class,image(choice,singleton(unordered_pair(v,u)))),v),domain_relation)*.
% 299.74/300.50 171765[0:MRR:171764.0,308.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,union(w,complement(union(x,complement(power_class(y)))))) -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),union(w,intersection(complement(x),power_class(y))))*.
% 299.74/300.50 172559[0:MRR:172558.0,308.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,union(complement(union(w,complement(power_class(x)))),y)) -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),union(intersection(complement(w),power_class(x)),y))*.
% 299.74/300.50 173115[0:MRR:173114.0,308.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,union(w,complement(union(complement(power_class(x)),y)))) -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),union(w,intersection(power_class(x),complement(y))))*.
% 299.74/300.50 9595[0:Res:61.1,495.1] || member(ordered_pair(u,apply(choice,complement(image(v,image(w,singleton(u)))))),compose(v,w))* member(complement(image(v,image(w,singleton(u)))),universal_class) -> equal(complement(image(v,image(w,singleton(u)))),null_class).
% 299.74/300.50 9751[0:Res:530.3,62.0] function(u) || member(v,universal_class) subclass(universal_class,image(w,image(x,singleton(y)))) member(ordered_pair(y,image(u,v)),cross_product(universal_class,universal_class))* -> member(ordered_pair(y,image(u,v)),compose(w,x))*.
% 299.74/300.50 9813[0:Res:494.3,62.0] || member(u,universal_class) subclass(u,image(v,image(w,singleton(x)))) member(ordered_pair(x,apply(choice,u)),cross_product(universal_class,universal_class))* -> equal(u,null_class) member(ordered_pair(x,apply(choice,u)),compose(v,w))*.
% 299.74/300.50 13128[0:Rew:31.0,13099.2,31.0,13099.1,31.0,13099.0] || member(restrict(u,v,w),universal_class) -> equal(restrict(u,v,w),null_class) equal(ordered_pair(first(apply(choice,restrict(u,v,w))),second(apply(choice,restrict(u,v,w)))),apply(choice,restrict(u,v,w)))**.
% 299.74/300.50 13944[0:Rew:823.1,13934.3] || equal(compose(u,first(regular(cross_product(v,w)))),second(regular(cross_product(v,w))))** member(regular(cross_product(v,w)),cross_product(universal_class,universal_class))* -> equal(cross_product(v,w),null_class) member(regular(cross_product(v,w)),compose_class(u)).
% 299.74/300.50 14599[0:Rew:566.0,14529.2,566.0,14529.1] || member(not_subclass_element(u,symmetric_difference(cross_product(v,w),x)),union(cross_product(v,w),x)) member(not_subclass_element(u,symmetric_difference(cross_product(v,w),x)),complement(restrict(x,v,w)))* -> subclass(u,symmetric_difference(cross_product(v,w),x)).
% 299.74/300.50 14600[0:Rew:565.0,14528.2,565.0,14528.1] || member(not_subclass_element(u,symmetric_difference(v,cross_product(w,x))),union(v,cross_product(w,x))) member(not_subclass_element(u,symmetric_difference(v,cross_product(w,x))),complement(restrict(v,w,x)))* -> subclass(u,symmetric_difference(v,cross_product(w,x))).
% 299.74/300.50 15098[0:SpR:826.1,12453.2] || member(second(not_subclass_element(cross_product(u,v),w)),universal_class) member(first(not_subclass_element(cross_product(u,v),w)),second(not_subclass_element(cross_product(u,v),w)))* -> subclass(cross_product(u,v),w) member(not_subclass_element(cross_product(u,v),w),element_relation).
% 299.74/300.50 15713[0:SpL:829.2,96.0] || member(cross_product(u,v),universal_class) member(apply(choice,cross_product(u,v)),compose_class(w)) -> equal(cross_product(u,v),null_class) equal(compose(w,first(apply(choice,cross_product(u,v)))),second(apply(choice,cross_product(u,v))))**.
% 299.74/300.50 16517[0:MRR:16512.0,12507.2] || member(u,universal_class) member(image(v,image(w,singleton(u))),universal_class) -> equal(image(v,image(w,singleton(u))),null_class) member(ordered_pair(u,apply(choice,image(v,image(w,singleton(u))))),compose(v,w))*.
% 299.74/300.50 33254[2:Res:882.2,12576.0] || member(apply(choice,regular(restrict(u,v,w))),cross_product(v,w))* member(apply(choice,regular(restrict(u,v,w))),u)* -> equal(regular(restrict(u,v,w)),null_class) equal(restrict(u,v,w),null_class).
% 299.74/300.50 35604[2:Res:882.2,7719.0] || member(not_subclass_element(regular(restrict(u,v,w)),x),cross_product(v,w))* member(not_subclass_element(regular(restrict(u,v,w)),x),u)* -> subclass(regular(restrict(u,v,w)),x) equal(restrict(u,v,w),null_class).
% 299.74/300.50 38523[4:Res:1040.2,17395.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,cantor(regular(cross_product(singleton(ordered_pair(u,ordered_pair(v,compose(u,v)))),universal_class))))* -> equal(cross_product(singleton(ordered_pair(u,ordered_pair(v,compose(u,v)))),universal_class),null_class).
% 299.74/300.50 40128[9:Rew:39752.1,39973.3,39752.1,39973.2] function(u) || member(ordered_pair(u,regular(image(v,image(w,null_class)))),cross_product(universal_class,universal_class))* -> equal(image(v,image(w,null_class)),null_class) member(ordered_pair(u,regular(image(v,image(w,null_class)))),compose(v,w))*.
% 299.74/300.50 41747[4:Res:17398.1,20.0] || subclass(domain_relation,rotate(cross_product(u,v)))* -> equal(ordered_pair(first(ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),x)),second(ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),x))),ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),x))**.
% 299.74/300.50 41865[4:Res:17399.1,20.0] || subclass(domain_relation,flip(cross_product(u,v)))* -> equal(ordered_pair(first(ordered_pair(ordered_pair(w,x),cantor(ordered_pair(x,w)))),second(ordered_pair(ordered_pair(w,x),cantor(ordered_pair(x,w))))),ordered_pair(ordered_pair(w,x),cantor(ordered_pair(x,w))))**.
% 299.74/300.50 41994[0:Res:3143.2,62.0] || subclass(u,image(v,image(w,singleton(x)))) member(ordered_pair(x,regular(intersection(y,u))),cross_product(universal_class,universal_class))* -> equal(intersection(y,u),null_class) member(ordered_pair(x,regular(intersection(y,u))),compose(v,w))*.
% 299.74/300.50 43454[0:Res:3315.2,62.0] || subclass(u,image(v,image(w,singleton(x)))) member(ordered_pair(x,regular(intersection(u,y))),cross_product(universal_class,universal_class))* -> equal(intersection(u,y),null_class) member(ordered_pair(x,regular(intersection(u,y))),compose(v,w))*.
% 299.74/300.50 46071[0:Res:882.2,6564.0] || member(not_subclass_element(intersection(u,complement(restrict(v,w,x))),y),cross_product(w,x))* member(not_subclass_element(intersection(u,complement(restrict(v,w,x))),y),v)* -> subclass(intersection(u,complement(restrict(v,w,x))),y).
% 299.74/300.50 46437[0:Res:882.2,7756.0] || member(not_subclass_element(intersection(complement(restrict(u,v,w)),x),y),cross_product(v,w))* member(not_subclass_element(intersection(complement(restrict(u,v,w)),x),y),u)* -> subclass(intersection(complement(restrict(u,v,w)),x),y).
% 299.74/300.50 52806[2:Res:48052.1,12576.0] || member(apply(choice,regular(image(element_relation,power_class(u)))),universal_class) -> member(apply(choice,regular(image(element_relation,power_class(u)))),power_class(complement(power_class(u))))* equal(regular(image(element_relation,power_class(u))),null_class) equal(image(element_relation,power_class(u)),null_class).
% 299.74/300.50 55639[0:Res:497.2,47998.0] || member(intersection(u,intersection(complement(v),power_class(w))),universal_class) member(apply(choice,intersection(u,intersection(complement(v),power_class(w)))),union(v,complement(power_class(w))))* -> equal(intersection(u,intersection(complement(v),power_class(w))),null_class).
% 299.74/300.50 55618[0:Res:496.2,47998.0] || member(intersection(intersection(complement(u),power_class(v)),w),universal_class) member(apply(choice,intersection(intersection(complement(u),power_class(v)),w)),union(u,complement(power_class(v))))* -> equal(intersection(intersection(complement(u),power_class(v)),w),null_class).
% 299.74/300.50 55786[0:Res:497.2,48187.0] || member(intersection(u,intersection(power_class(v),complement(w))),universal_class) member(apply(choice,intersection(u,intersection(power_class(v),complement(w)))),union(complement(power_class(v)),w))* -> equal(intersection(u,intersection(power_class(v),complement(w))),null_class).
% 299.74/300.50 55765[0:Res:496.2,48187.0] || member(intersection(intersection(power_class(u),complement(v)),w),universal_class) member(apply(choice,intersection(intersection(power_class(u),complement(v)),w)),union(complement(power_class(u)),v))* -> equal(intersection(intersection(power_class(u),complement(v)),w),null_class).
% 299.74/300.50 57684[0:Res:6565.1,617.0] || -> subclass(intersection(u,intersection(ordered_pair(v,w),x)),y) equal(not_subclass_element(intersection(u,intersection(ordered_pair(v,w),x)),y),unordered_pair(v,singleton(w)))** equal(not_subclass_element(intersection(u,intersection(ordered_pair(v,w),x)),y),singleton(v)).
% 299.74/300.50 57681[0:Res:6565.1,8686.2] || member(not_subclass_element(intersection(u,intersection(union(v,w),x)),y),complement(w))* member(not_subclass_element(intersection(u,intersection(union(v,w),x)),y),complement(v))* -> subclass(intersection(u,intersection(union(v,w),x)),y).
% 299.74/300.50 58219[0:Res:6566.1,617.0] || -> subclass(intersection(u,intersection(v,ordered_pair(w,x))),y) equal(not_subclass_element(intersection(u,intersection(v,ordered_pair(w,x))),y),unordered_pair(w,singleton(x)))** equal(not_subclass_element(intersection(u,intersection(v,ordered_pair(w,x))),y),singleton(w)).
% 299.74/300.50 58216[0:Res:6566.1,8686.2] || member(not_subclass_element(intersection(u,intersection(v,union(w,x))),y),complement(x))* member(not_subclass_element(intersection(u,intersection(v,union(w,x))),y),complement(w))* -> subclass(intersection(u,intersection(v,union(w,x))),y).
% 299.74/300.50 59052[0:Res:7758.1,617.0] || -> subclass(intersection(intersection(ordered_pair(u,v),w),x),y) equal(not_subclass_element(intersection(intersection(ordered_pair(u,v),w),x),y),unordered_pair(u,singleton(v)))** equal(not_subclass_element(intersection(intersection(ordered_pair(u,v),w),x),y),singleton(u)).
% 299.74/300.50 59049[0:Res:7758.1,8686.2] || member(not_subclass_element(intersection(intersection(union(u,v),w),x),y),complement(v))* member(not_subclass_element(intersection(intersection(union(u,v),w),x),y),complement(u))* -> subclass(intersection(intersection(union(u,v),w),x),y).
% 299.74/300.50 59421[0:Res:7759.1,617.0] || -> subclass(intersection(intersection(u,ordered_pair(v,w)),x),y) equal(not_subclass_element(intersection(intersection(u,ordered_pair(v,w)),x),y),unordered_pair(v,singleton(w)))** equal(not_subclass_element(intersection(intersection(u,ordered_pair(v,w)),x),y),singleton(v)).
% 299.74/300.50 59418[0:Res:7759.1,8686.2] || member(not_subclass_element(intersection(intersection(u,union(v,w)),x),y),complement(w))* member(not_subclass_element(intersection(intersection(u,union(v,w)),x),y),complement(v))* -> subclass(intersection(intersection(u,union(v,w)),x),y).
% 299.74/300.50 65689[0:Rew:48838.0,65611.0] || -> equal(symmetric_difference(union(image(element_relation,power_class(u)),complement(power_class(v))),complement(w)),null_class) member(regular(symmetric_difference(union(image(element_relation,power_class(u)),complement(power_class(v))),complement(w))),union(intersection(power_class(complement(power_class(u))),power_class(v)),w))*.
% 299.74/300.50 65690[0:Rew:48835.0,65610.0] || -> equal(symmetric_difference(union(complement(power_class(u)),image(element_relation,power_class(v))),complement(w)),null_class) member(regular(symmetric_difference(union(complement(power_class(u)),image(element_relation,power_class(v))),complement(w))),union(intersection(power_class(u),power_class(complement(power_class(v)))),w))*.
% 299.74/300.50 65691[0:Rew:48838.0,65593.0] || -> equal(symmetric_difference(complement(u),union(image(element_relation,power_class(v)),complement(power_class(w)))),null_class) member(regular(symmetric_difference(complement(u),union(image(element_relation,power_class(v)),complement(power_class(w))))),union(u,intersection(power_class(complement(power_class(v))),power_class(w))))*.
% 299.74/300.50 65692[0:Rew:48835.0,65592.0] || -> equal(symmetric_difference(complement(u),union(complement(power_class(v)),image(element_relation,power_class(w)))),null_class) member(regular(symmetric_difference(complement(u),union(complement(power_class(v)),image(element_relation,power_class(w))))),union(u,intersection(power_class(v),power_class(complement(power_class(w))))))*.
% 299.74/300.50 66708[0:SpL:829.2,14013.0] || member(cross_product(u,v),universal_class) member(apply(choice,cross_product(u,v)),cross_product(universal_class,universal_class))* subclass(composition_function,cross_product(w,x))* -> equal(cross_product(u,v),null_class) member(first(apply(choice,cross_product(u,v))),w)*.
% 299.74/300.50 67070[0:SpR:48838.0,48104.0] || -> equal(intersection(union(intersection(power_class(complement(power_class(u))),power_class(v)),complement(power_class(w))),union(union(image(element_relation,power_class(u)),complement(power_class(v))),power_class(w))),symmetric_difference(union(image(element_relation,power_class(u)),complement(power_class(v))),power_class(w)))**.
% 299.74/300.50 67069[0:SpR:48835.0,48104.0] || -> equal(intersection(union(intersection(power_class(u),power_class(complement(power_class(v)))),complement(power_class(w))),union(union(complement(power_class(u)),image(element_relation,power_class(v))),power_class(w))),symmetric_difference(union(complement(power_class(u)),image(element_relation,power_class(v))),power_class(w)))**.
% 299.74/300.50 67209[0:Rew:48104.0,67134.2,48104.0,67134.1] || member(not_subclass_element(u,symmetric_difference(complement(v),power_class(w))),union(complement(v),power_class(w)))* member(not_subclass_element(u,symmetric_difference(complement(v),power_class(w))),union(v,complement(power_class(w)))) -> subclass(u,symmetric_difference(complement(v),power_class(w))).
% 299.74/300.50 67457[0:Rew:48392.0,67382.2,48392.0,67382.1] || member(not_subclass_element(u,symmetric_difference(power_class(v),complement(w))),union(power_class(v),complement(w))) member(not_subclass_element(u,symmetric_difference(power_class(v),complement(w))),union(complement(power_class(v)),w))* -> subclass(u,symmetric_difference(power_class(v),complement(w))).
% 299.74/300.50 68323[0:SpR:823.1,12468.3] || member(second(regular(cross_product(u,v))),universal_class) member(first(regular(cross_product(u,v))),second(regular(cross_product(u,v))))* subclass(element_relation,w) -> equal(cross_product(u,v),null_class) member(regular(cross_product(u,v)),w)*.
% 299.74/300.50 69185[0:SpL:48838.0,3106.0] || member(not_subclass_element(union(intersection(power_class(complement(power_class(u))),power_class(v)),w),x),intersection(union(image(element_relation,power_class(u)),complement(power_class(v))),complement(w)))* -> subclass(union(intersection(power_class(complement(power_class(u))),power_class(v)),w),x).
% 299.74/300.50 69184[0:SpL:48835.0,3106.0] || member(not_subclass_element(union(intersection(power_class(u),power_class(complement(power_class(v)))),w),x),intersection(union(complement(power_class(u)),image(element_relation,power_class(v))),complement(w)))* -> subclass(union(intersection(power_class(u),power_class(complement(power_class(v)))),w),x).
% 299.74/300.50 69167[0:SpL:48838.0,3106.0] || member(not_subclass_element(union(u,intersection(power_class(complement(power_class(v))),power_class(w))),x),intersection(complement(u),union(image(element_relation,power_class(v)),complement(power_class(w)))))* -> subclass(union(u,intersection(power_class(complement(power_class(v))),power_class(w))),x).
% 299.74/300.50 69166[0:SpL:48835.0,3106.0] || member(not_subclass_element(union(u,intersection(power_class(v),power_class(complement(power_class(w))))),x),intersection(complement(u),union(complement(power_class(v)),image(element_relation,power_class(w)))))* -> subclass(union(u,intersection(power_class(v),power_class(complement(power_class(w))))),x).
% 299.74/300.50 69383[0:Rew:69304.0,69368.2,69304.0,69368.1] || member(ordered_pair(u,not_subclass_element(image(v,range_of(null_class)),w)),cross_product(universal_class,universal_class)) -> subclass(image(v,range_of(null_class)),w) member(ordered_pair(u,not_subclass_element(image(v,range_of(null_class)),w)),compose(v,complement(cross_product(singleton(u),universal_class))))*.
% 299.74/300.50 70201[0:SpL:48104.0,6527.0] || member(u,symmetric_difference(complement(symmetric_difference(complement(v),power_class(w))),union(union(v,complement(power_class(w))),union(complement(v),power_class(w)))))* -> member(u,complement(symmetric_difference(union(v,complement(power_class(w))),union(complement(v),power_class(w))))).
% 299.74/300.50 75611[0:Rew:75578.0,67312.0] || -> equal(intersection(union(power_class(u),union(complement(power_class(v)),image(element_relation,power_class(w)))),union(complement(power_class(u)),intersection(power_class(v),power_class(complement(power_class(w)))))),symmetric_difference(power_class(u),union(complement(power_class(v)),image(element_relation,power_class(w)))))**.
% 299.74/300.50 75612[0:Rew:75578.0,67313.0] || -> equal(intersection(union(power_class(u),union(image(element_relation,power_class(v)),complement(power_class(w)))),union(complement(power_class(u)),intersection(power_class(complement(power_class(v))),power_class(w)))),symmetric_difference(power_class(u),union(image(element_relation,power_class(v)),complement(power_class(w)))))**.
% 299.74/300.50 79024[0:SpL:75586.0,6527.0] || member(u,symmetric_difference(complement(symmetric_difference(cross_product(v,w),x)),union(union(cross_product(v,w),x),complement(restrict(x,v,w)))))* -> member(u,complement(symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))))).
% 299.74/300.50 79516[0:SpL:75587.0,6527.0] || member(u,symmetric_difference(complement(symmetric_difference(v,cross_product(w,x))),union(union(v,cross_product(w,x)),complement(restrict(v,w,x)))))* -> member(u,complement(symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))))).
% 299.74/300.50 80294[0:Rew:80128.0,80013.1] || member(u,symmetric_difference(complement(symmetric_difference(power_class(v),complement(w))),union(union(power_class(v),complement(w)),union(complement(power_class(v)),w))))* -> member(u,complement(symmetric_difference(union(power_class(v),complement(w)),union(complement(power_class(v)),w)))).
% 299.74/300.50 90590[4:MRR:90512.3,52650.2] || member(not_subclass_element(intersection(u,regular(restrict(v,w,x))),y),cross_product(w,x))* member(not_subclass_element(intersection(u,regular(restrict(v,w,x))),y),v)* -> subclass(intersection(u,regular(restrict(v,w,x))),y).
% 299.74/300.50 91367[4:MRR:91287.3,52650.2] || member(not_subclass_element(intersection(regular(restrict(u,v,w)),x),y),cross_product(v,w))* member(not_subclass_element(intersection(regular(restrict(u,v,w)),x),y),u)* -> subclass(intersection(regular(restrict(u,v,w)),x),y).
% 299.74/300.50 94218[0:Res:6567.1,77406.0] || -> subclass(intersection(u,restrict(symmetric_difference(union(v,w),complement(intersection(v,w))),x,y)),z) member(not_subclass_element(intersection(u,restrict(symmetric_difference(union(v,w),complement(intersection(v,w))),x,y)),z),complement(symmetric_difference(v,w)))*.
% 299.74/300.50 94597[0:Res:7760.1,77406.0] || -> subclass(intersection(restrict(symmetric_difference(union(u,v),complement(intersection(u,v))),w,x),y),z) member(not_subclass_element(intersection(restrict(symmetric_difference(union(u,v),complement(intersection(u,v))),w,x),y),z),complement(symmetric_difference(u,v)))*.
% 299.74/300.50 96253[0:Res:3147.1,48030.0] || member(regular(intersection(u,restrict(intersection(complement(v),power_class(complement(power_class(w)))),x,y))),union(v,image(element_relation,power_class(w))))* -> equal(intersection(u,restrict(intersection(complement(v),power_class(complement(power_class(w)))),x,y)),null_class).
% 299.74/300.50 96250[0:Res:3319.1,48030.0] || member(regular(intersection(restrict(intersection(complement(u),power_class(complement(power_class(v)))),w,x),y)),union(u,image(element_relation,power_class(v))))* -> equal(intersection(restrict(intersection(complement(u),power_class(complement(power_class(v)))),w,x),y),null_class).
% 299.74/300.50 96572[0:Res:3147.1,48062.0] || member(regular(intersection(u,restrict(intersection(power_class(complement(power_class(v))),complement(w)),x,y))),union(image(element_relation,power_class(v)),w))* -> equal(intersection(u,restrict(intersection(power_class(complement(power_class(v))),complement(w)),x,y)),null_class).
% 299.74/300.50 96569[0:Res:3319.1,48062.0] || member(regular(intersection(restrict(intersection(power_class(complement(power_class(u))),complement(v)),w,x),y)),union(image(element_relation,power_class(u)),v))* -> equal(intersection(restrict(intersection(power_class(complement(power_class(u))),complement(v)),w,x),y),null_class).
% 299.74/300.50 96701[4:Res:95315.0,3477.0] || -> equal(union(null_class,intersection(union(null_class,unordered_pair(u,v)),w)),null_class) equal(regular(union(null_class,intersection(union(null_class,unordered_pair(u,v)),w))),v)** equal(regular(union(null_class,intersection(union(null_class,unordered_pair(u,v)),w))),u)**.
% 299.74/300.50 97033[4:Res:95358.0,3477.0] || -> equal(union(null_class,intersection(u,union(null_class,unordered_pair(v,w)))),null_class) equal(regular(union(null_class,intersection(u,union(null_class,unordered_pair(v,w))))),w)** equal(regular(union(null_class,intersection(u,union(null_class,unordered_pair(v,w))))),v)**.
% 299.74/300.50 97335[0:Rew:48870.0,97243.1] || member(regular(intersection(u,union(complement(power_class(v)),intersection(complement(w),power_class(x))))),intersection(power_class(v),union(w,complement(power_class(x)))))* -> equal(intersection(u,union(complement(power_class(v)),intersection(complement(w),power_class(x)))),null_class).
% 299.74/300.50 97336[0:Rew:48870.0,97219.1] || member(regular(intersection(union(complement(power_class(u)),intersection(complement(v),power_class(w))),x)),intersection(power_class(u),union(v,complement(power_class(w)))))* -> equal(intersection(union(complement(power_class(u)),intersection(complement(v),power_class(w))),x),null_class).
% 299.74/300.50 97117[0:SpR:48870.0,9310.0] || -> equal(union(intersection(u,intersection(power_class(v),union(w,complement(power_class(x))))),intersection(complement(u),union(complement(power_class(v)),intersection(complement(w),power_class(x))))),complement(symmetric_difference(u,intersection(power_class(v),union(w,complement(power_class(x)))))))**.
% 299.74/300.50 97065[0:SpR:48870.0,9310.0] || -> equal(union(intersection(intersection(power_class(u),union(v,complement(power_class(w)))),x),intersection(union(complement(power_class(u)),intersection(complement(v),power_class(w))),complement(x))),complement(symmetric_difference(intersection(power_class(u),union(v,complement(power_class(w)))),x)))**.
% 299.74/300.50 98034[0:Rew:48871.0,97945.1] || member(regular(intersection(u,union(intersection(complement(v),power_class(w)),complement(power_class(x))))),intersection(union(v,complement(power_class(w))),power_class(x)))* -> equal(intersection(u,union(intersection(complement(v),power_class(w)),complement(power_class(x)))),null_class).
% 299.74/300.50 98035[0:Rew:48871.0,97921.1] || member(regular(intersection(union(intersection(complement(u),power_class(v)),complement(power_class(w))),x)),intersection(union(u,complement(power_class(v))),power_class(w)))* -> equal(intersection(union(intersection(complement(u),power_class(v)),complement(power_class(w))),x),null_class).
% 299.74/300.50 97819[0:SpR:48871.0,9310.0] || -> equal(union(intersection(u,intersection(union(v,complement(power_class(w))),power_class(x))),intersection(complement(u),union(intersection(complement(v),power_class(w)),complement(power_class(x))))),complement(symmetric_difference(u,intersection(union(v,complement(power_class(w))),power_class(x)))))**.
% 299.74/300.50 97767[0:SpR:48871.0,9310.0] || -> equal(union(intersection(intersection(union(u,complement(power_class(v))),power_class(w)),x),intersection(union(intersection(complement(u),power_class(v)),complement(power_class(w))),complement(x))),complement(symmetric_difference(intersection(union(u,complement(power_class(v))),power_class(w)),x)))**.
% 299.74/300.50 98730[0:Rew:48872.0,98636.1] || member(regular(intersection(u,union(intersection(power_class(v),complement(w)),complement(power_class(x))))),intersection(union(complement(power_class(v)),w),power_class(x)))* -> equal(intersection(u,union(intersection(power_class(v),complement(w)),complement(power_class(x)))),null_class).
% 299.74/300.50 98731[0:Rew:48872.0,98612.1] || member(regular(intersection(union(intersection(power_class(u),complement(v)),complement(power_class(w))),x)),intersection(union(complement(power_class(u)),v),power_class(w)))* -> equal(intersection(union(intersection(power_class(u),complement(v)),complement(power_class(w))),x),null_class).
% 299.74/300.50 98506[0:SpR:48872.0,9310.0] || -> equal(union(intersection(u,intersection(union(complement(power_class(v)),w),power_class(x))),intersection(complement(u),union(intersection(power_class(v),complement(w)),complement(power_class(x))))),complement(symmetric_difference(u,intersection(union(complement(power_class(v)),w),power_class(x)))))**.
% 299.74/300.50 98454[0:SpR:48872.0,9310.0] || -> equal(union(intersection(intersection(union(complement(power_class(u)),v),power_class(w)),x),intersection(union(intersection(power_class(u),complement(v)),complement(power_class(w))),complement(x))),complement(symmetric_difference(intersection(union(complement(power_class(u)),v),power_class(w)),x)))**.
% 299.74/300.50 98872[4:Res:95309.0,3477.0] || -> equal(intersection(intersection(union(null_class,unordered_pair(u,v)),w),x),null_class) equal(regular(intersection(intersection(union(null_class,unordered_pair(u,v)),w),x)),v)** equal(regular(intersection(intersection(union(null_class,unordered_pair(u,v)),w),x)),u)**.
% 299.74/300.50 99004[4:Res:95320.0,3477.0] || -> equal(intersection(u,intersection(v,union(null_class,unordered_pair(w,x)))),null_class) equal(regular(intersection(u,intersection(v,union(null_class,unordered_pair(w,x))))),x)** equal(regular(intersection(u,intersection(v,union(null_class,unordered_pair(w,x))))),w)**.
% 299.74/300.50 99130[4:Res:95350.0,3477.0] || -> equal(intersection(u,intersection(union(null_class,unordered_pair(v,w)),x)),null_class) equal(regular(intersection(u,intersection(union(null_class,unordered_pair(v,w)),x))),w)** equal(regular(intersection(u,intersection(union(null_class,unordered_pair(v,w)),x))),v)**.
% 299.74/300.50 99450[0:Rew:48874.0,99355.1] || member(regular(intersection(u,union(complement(power_class(v)),intersection(power_class(w),complement(x))))),intersection(power_class(v),union(complement(power_class(w)),x)))* -> equal(intersection(u,union(complement(power_class(v)),intersection(power_class(w),complement(x)))),null_class).
% 299.74/300.50 99451[0:Rew:48874.0,99331.1] || member(regular(intersection(union(complement(power_class(u)),intersection(power_class(v),complement(w))),x)),intersection(power_class(u),union(complement(power_class(v)),w)))* -> equal(intersection(union(complement(power_class(u)),intersection(power_class(v),complement(w))),x),null_class).
% 299.74/300.50 99225[0:SpR:48874.0,9310.0] || -> equal(union(intersection(u,intersection(power_class(v),union(complement(power_class(w)),x))),intersection(complement(u),union(complement(power_class(v)),intersection(power_class(w),complement(x))))),complement(symmetric_difference(u,intersection(power_class(v),union(complement(power_class(w)),x)))))**.
% 299.74/300.50 99173[0:SpR:48874.0,9310.0] || -> equal(union(intersection(intersection(power_class(u),union(complement(power_class(v)),w)),x),intersection(union(complement(power_class(u)),intersection(power_class(v),complement(w))),complement(x))),complement(symmetric_difference(intersection(power_class(u),union(complement(power_class(v)),w)),x)))**.
% 299.74/300.50 99557[4:Res:95356.0,3477.0] || -> equal(intersection(intersection(u,union(null_class,unordered_pair(v,w))),x),null_class) equal(regular(intersection(intersection(u,union(null_class,unordered_pair(v,w))),x)),w)** equal(regular(intersection(intersection(u,union(null_class,unordered_pair(v,w))),x)),v)**.
% 299.74/300.50 104793[0:Rew:80005.0,102889.0,80566.0,102889.0] || -> equal(intersection(complement(symmetric_difference(complement(u),union(v,w))),union(union(u,complement(union(v,w))),union(complement(u),union(v,w)))),symmetric_difference(union(u,complement(union(v,w))),union(complement(u),union(v,w))))**.
% 299.74/300.50 103226[0:Rew:102293.0,80587.0] || -> equal(intersection(complement(symmetric_difference(union(u,v),complement(w))),union(union(union(u,v),complement(w)),union(complement(union(u,v)),w))),symmetric_difference(union(union(u,v),complement(w)),union(complement(union(u,v)),w)))**.
% 299.74/300.50 103963[0:Rew:103948.0,98519.0] || -> equal(union(u,intersection(union(intersection(power_class(v),complement(w)),complement(power_class(x))),complement(singleton(intersection(union(complement(power_class(v)),w),power_class(x)))))),union(u,complement(successor(intersection(union(complement(power_class(v)),w),power_class(x))))))**.
% 299.74/300.50 103964[0:Rew:103948.0,97832.0] || -> equal(union(u,intersection(union(intersection(complement(v),power_class(w)),complement(power_class(x))),complement(singleton(intersection(union(v,complement(power_class(w))),power_class(x)))))),union(u,complement(successor(intersection(union(v,complement(power_class(w))),power_class(x))))))**.
% 299.74/300.50 103965[0:Rew:103948.0,99238.0] || -> equal(union(u,intersection(union(complement(power_class(v)),intersection(power_class(w),complement(x))),complement(singleton(intersection(power_class(v),union(complement(power_class(w)),x)))))),union(u,complement(successor(intersection(power_class(v),union(complement(power_class(w)),x))))))**.
% 299.74/300.50 103966[0:Rew:103948.0,97130.0] || -> equal(union(u,intersection(union(complement(power_class(v)),intersection(complement(w),power_class(x))),complement(singleton(intersection(power_class(v),union(w,complement(power_class(x)))))))),union(u,complement(successor(intersection(power_class(v),union(w,complement(power_class(x))))))))**.
% 299.74/300.50 103983[0:Rew:103959.0,99188.0] || -> equal(union(intersection(union(complement(power_class(u)),intersection(power_class(v),complement(w))),complement(singleton(intersection(power_class(u),union(complement(power_class(v)),w))))),x),union(x,complement(successor(intersection(power_class(u),union(complement(power_class(v)),w))))))**.
% 299.74/300.50 103984[0:Rew:103959.0,97080.0] || -> equal(union(intersection(union(complement(power_class(u)),intersection(complement(v),power_class(w))),complement(singleton(intersection(power_class(u),union(v,complement(power_class(w))))))),x),union(x,complement(successor(intersection(power_class(u),union(v,complement(power_class(w))))))))**.
% 299.74/300.50 103985[0:Rew:103959.0,98469.0] || -> equal(union(intersection(union(intersection(power_class(u),complement(v)),complement(power_class(w))),complement(singleton(intersection(union(complement(power_class(u)),v),power_class(w))))),x),union(x,complement(successor(intersection(union(complement(power_class(u)),v),power_class(w))))))**.
% 299.74/300.50 103986[0:Rew:103959.0,97782.0] || -> equal(union(intersection(union(intersection(complement(u),power_class(v)),complement(power_class(w))),complement(singleton(intersection(union(u,complement(power_class(v))),power_class(w))))),x),union(x,complement(successor(intersection(union(u,complement(power_class(v))),power_class(w))))))**.
% 299.74/300.50 104806[0:Rew:102293.0,102823.2,102293.0,102823.0] || member(singleton(union(u,complement(union(v,w)))),symmetric_difference(complement(u),union(v,w)))* member(union(u,complement(union(v,w))),universal_class) -> member(singleton(singleton(singleton(union(u,complement(union(v,w)))))),element_relation).
% 299.74/300.50 104807[0:Rew:102293.0,102938.1,102293.0,102938.0] || member(intersection(u,power_class(complement(union(v,w)))),universal_class) member(apply(choice,intersection(u,power_class(complement(union(v,w))))),image(element_relation,union(v,w)))* -> equal(intersection(u,power_class(complement(union(v,w)))),null_class).
% 299.74/300.50 104808[0:Rew:102293.0,103162.2,102293.0,103162.0] || member(singleton(union(complement(union(u,v)),w)),symmetric_difference(union(u,v),complement(w)))* member(union(complement(union(u,v)),w),universal_class) -> member(singleton(singleton(singleton(union(complement(union(u,v)),w)))),element_relation).
% 299.74/300.50 104809[0:Rew:102293.0,103310.1,102293.0,103310.0] || member(intersection(power_class(complement(union(u,v))),w),universal_class) member(apply(choice,intersection(power_class(complement(union(u,v))),w)),image(element_relation,union(u,v)))* -> equal(intersection(power_class(complement(union(u,v))),w),null_class).
% 299.74/300.50 110722[0:Res:497.2,102304.0] || member(intersection(u,image(element_relation,union(v,w))),universal_class) member(apply(choice,intersection(u,image(element_relation,union(v,w)))),power_class(complement(union(v,w))))* -> equal(intersection(u,image(element_relation,union(v,w))),null_class).
% 299.74/300.50 110700[0:Res:496.2,102304.0] || member(intersection(image(element_relation,union(u,v)),w),universal_class) member(apply(choice,intersection(image(element_relation,union(u,v)),w)),power_class(complement(union(u,v))))* -> equal(intersection(image(element_relation,union(u,v)),w),null_class).
% 299.74/300.50 119016[0:Rew:102945.0,118885.1] || member(regular(intersection(u,union(complement(power_class(v)),image(element_relation,union(w,x))))),intersection(power_class(v),power_class(complement(union(w,x)))))* -> equal(intersection(u,union(complement(power_class(v)),image(element_relation,union(w,x)))),null_class).
% 299.74/300.50 119017[0:Rew:102945.0,118866.1] || member(regular(intersection(union(complement(power_class(u)),image(element_relation,union(v,w))),x)),intersection(power_class(u),power_class(complement(union(v,w)))))* -> equal(intersection(union(complement(power_class(u)),image(element_relation,union(v,w))),x),null_class).
% 299.74/300.50 123340[0:Rew:103074.0,123212.1] || member(regular(intersection(u,union(image(element_relation,power_class(v)),complement(union(w,x))))),intersection(power_class(complement(power_class(v))),union(w,x)))* -> equal(intersection(u,union(image(element_relation,power_class(v)),complement(union(w,x)))),null_class).
% 299.74/300.50 123341[0:Rew:103074.0,123192.1] || member(regular(intersection(union(image(element_relation,power_class(u)),complement(union(v,w))),x)),intersection(power_class(complement(power_class(u))),union(v,w)))* -> equal(intersection(union(image(element_relation,power_class(u)),complement(union(v,w))),x),null_class).
% 299.74/300.50 123894[0:Rew:103320.0,123758.1] || member(regular(intersection(u,union(image(element_relation,union(v,w)),complement(power_class(x))))),intersection(power_class(complement(union(v,w))),power_class(x)))* -> equal(intersection(u,union(image(element_relation,union(v,w)),complement(power_class(x)))),null_class).
% 299.74/300.50 123895[0:Rew:103320.0,123738.1] || member(regular(intersection(union(image(element_relation,union(u,v)),complement(power_class(w))),x)),intersection(power_class(complement(union(u,v))),power_class(w)))* -> equal(intersection(union(image(element_relation,union(u,v)),complement(power_class(w))),x),null_class).
% 299.74/300.50 124328[4:Res:123484.0,3477.0] || -> equal(regular(union(null_class,complement(intersection(unordered_pair(u,v),w)))),null_class) equal(regular(regular(union(null_class,complement(intersection(unordered_pair(u,v),w))))),v)** equal(regular(regular(union(null_class,complement(intersection(unordered_pair(u,v),w))))),u)**.
% 299.74/300.50 124508[4:Res:124223.0,3477.0] || -> equal(regular(union(null_class,complement(intersection(u,unordered_pair(v,w))))),null_class) equal(regular(regular(union(null_class,complement(intersection(u,unordered_pair(v,w)))))),w)** equal(regular(regular(union(null_class,complement(intersection(u,unordered_pair(v,w)))))),v)**.
% 299.74/300.50 124905[0:Rew:103450.0,124773.1] || member(regular(intersection(u,union(complement(union(v,w)),image(element_relation,power_class(x))))),intersection(union(v,w),power_class(complement(power_class(x)))))* -> equal(intersection(u,union(complement(union(v,w)),image(element_relation,power_class(x)))),null_class).
% 299.74/300.50 124906[0:Rew:103450.0,124753.1] || member(regular(intersection(union(complement(union(u,v)),image(element_relation,power_class(w))),x)),intersection(union(u,v),power_class(complement(power_class(w)))))* -> equal(intersection(union(complement(union(u,v)),image(element_relation,power_class(w))),x),null_class).
% 299.74/300.50 126159[4:Res:123479.0,3477.0] || -> equal(union(null_class,intersection(intersection(unordered_pair(u,v),w),x)),null_class) equal(regular(union(null_class,intersection(intersection(unordered_pair(u,v),w),x))),v)** equal(regular(union(null_class,intersection(intersection(unordered_pair(u,v),w),x))),u)**.
% 299.74/300.50 126334[4:Res:123491.0,3477.0] || -> equal(intersection(union(null_class,intersection(unordered_pair(u,v),w)),x),null_class) equal(regular(intersection(union(null_class,intersection(unordered_pair(u,v),w)),x)),v)** equal(regular(intersection(union(null_class,intersection(unordered_pair(u,v),w)),x)),u)**.
% 299.74/300.50 126501[4:Res:123520.0,3477.0] || -> equal(intersection(u,union(null_class,intersection(unordered_pair(v,w),x))),null_class) equal(regular(intersection(u,union(null_class,intersection(unordered_pair(v,w),x)))),w)** equal(regular(intersection(u,union(null_class,intersection(unordered_pair(v,w),x)))),v)**.
% 299.74/300.50 126665[4:Res:123529.0,3477.0] || -> equal(union(null_class,intersection(u,intersection(unordered_pair(v,w),x))),null_class) equal(regular(union(null_class,intersection(u,intersection(unordered_pair(v,w),x)))),w)** equal(regular(union(null_class,intersection(u,intersection(unordered_pair(v,w),x)))),v)**.
% 299.74/300.50 126806[4:Res:123909.0,3477.0] || -> equal(complement(successor(complement(restrict(unordered_pair(u,v),w,x)))),null_class) equal(regular(complement(successor(complement(restrict(unordered_pair(u,v),w,x))))),v)** equal(regular(complement(successor(complement(restrict(unordered_pair(u,v),w,x))))),u)**.
% 299.74/300.50 127085[4:Res:126047.0,3477.0] || -> equal(union(null_class,intersection(intersection(u,unordered_pair(v,w)),x)),null_class) equal(regular(union(null_class,intersection(intersection(u,unordered_pair(v,w)),x))),w)** equal(regular(union(null_class,intersection(intersection(u,unordered_pair(v,w)),x))),v)**.
% 299.74/300.50 127260[4:Res:126220.0,3477.0] || -> equal(intersection(union(null_class,intersection(u,unordered_pair(v,w))),x),null_class) equal(regular(intersection(union(null_class,intersection(u,unordered_pair(v,w))),x)),w)** equal(regular(intersection(union(null_class,intersection(u,unordered_pair(v,w))),x)),v)**.
% 299.74/300.50 127481[4:Res:126395.0,3477.0] || -> equal(intersection(u,union(null_class,intersection(v,unordered_pair(w,x)))),null_class) equal(regular(intersection(u,union(null_class,intersection(v,unordered_pair(w,x))))),x)** equal(regular(intersection(u,union(null_class,intersection(v,unordered_pair(w,x))))),w)**.
% 299.74/300.50 127648[4:Res:126557.0,3477.0] || -> equal(union(null_class,intersection(u,intersection(v,unordered_pair(w,x)))),null_class) equal(regular(union(null_class,intersection(u,intersection(v,unordered_pair(w,x))))),x)** equal(regular(union(null_class,intersection(u,intersection(v,unordered_pair(w,x))))),w)**.
% 299.74/300.50 135000[0:Res:8432.2,617.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,ordered_pair(v,w))* -> equal(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),unordered_pair(v,singleton(w)))* equal(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),singleton(v)).
% 299.74/300.50 134995[0:Res:8432.2,8686.2] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,union(v,w))* member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),complement(w))* member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),complement(v))* -> .
% 299.74/300.50 135578[0:Res:8431.2,617.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,ordered_pair(v,w))* -> equal(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),unordered_pair(v,singleton(w)))* equal(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),singleton(v)).
% 299.74/300.50 135573[0:Res:8431.2,8686.2] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,union(v,w))* member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),complement(w))* member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),complement(v))* -> .
% 299.74/300.50 136946[4:Rew:136834.0,136930.2,136834.0,136930.1] || member(ordered_pair(u,not_subclass_element(image(v,range_of(null_class)),w)),cross_product(universal_class,universal_class)) -> subclass(image(v,range_of(null_class)),w) member(ordered_pair(u,not_subclass_element(image(v,range_of(null_class)),w)),compose(v,singleton(cross_product(singleton(u),universal_class))))*.
% 299.74/300.50 141333[0:Res:123475.0,3477.0] || -> equal(intersection(intersection(intersection(unordered_pair(u,v),w),x),y),null_class) equal(regular(intersection(intersection(intersection(unordered_pair(u,v),w),x),y)),v)** equal(regular(intersection(intersection(intersection(unordered_pair(u,v),w),x),y)),u)**.
% 299.74/300.50 141456[0:SpR:49205.0,5425.2] || member(symmetric_difference(u,complement(power_class(complement(power_class(v))))),universal_class) -> equal(symmetric_difference(u,complement(power_class(complement(power_class(v))))),null_class) member(apply(choice,symmetric_difference(u,complement(power_class(complement(power_class(v)))))),union(u,image(element_relation,power_class(v))))*.
% 299.74/300.50 141443[0:SpR:49204.0,5425.2] || member(symmetric_difference(complement(power_class(complement(power_class(u)))),v),universal_class) -> equal(symmetric_difference(complement(power_class(complement(power_class(u)))),v),null_class) member(apply(choice,symmetric_difference(complement(power_class(complement(power_class(u)))),v)),union(image(element_relation,power_class(u)),v))*.
% 299.74/300.50 141694[0:Res:123485.0,3477.0] || -> equal(intersection(u,intersection(v,intersection(unordered_pair(w,x),y))),null_class) equal(regular(intersection(u,intersection(v,intersection(unordered_pair(w,x),y)))),x)** equal(regular(intersection(u,intersection(v,intersection(unordered_pair(w,x),y)))),w)**.
% 299.74/300.50 141936[0:Res:123517.0,3477.0] || -> equal(intersection(u,intersection(intersection(unordered_pair(v,w),x),y)),null_class) equal(regular(intersection(u,intersection(intersection(unordered_pair(v,w),x),y))),w)** equal(regular(intersection(u,intersection(intersection(unordered_pair(v,w),x),y))),v)**.
% 299.74/300.50 142183[0:Res:123525.0,3477.0] || -> equal(intersection(intersection(u,intersection(unordered_pair(v,w),x)),y),null_class) equal(regular(intersection(intersection(u,intersection(unordered_pair(v,w),x)),y)),w)** equal(regular(intersection(intersection(u,intersection(unordered_pair(v,w),x)),y)),v)**.
% 299.74/300.50 142534[0:Res:285.1,9362.0] || -> subclass(restrict(symmetric_difference(union(u,v),union(complement(u),complement(v))),w,x),y) member(not_subclass_element(restrict(symmetric_difference(union(u,v),union(complement(u),complement(v))),w,x),y),complement(symmetric_difference(complement(u),complement(v))))*.
% 299.74/300.50 142831[0:Res:127908.0,3477.0] || -> equal(intersection(intersection(intersection(u,unordered_pair(v,w)),x),y),null_class) equal(regular(intersection(intersection(intersection(u,unordered_pair(v,w)),x),y)),w)** equal(regular(intersection(intersection(intersection(u,unordered_pair(v,w)),x),y)),v)**.
% 299.74/300.50 143074[0:Res:127918.0,3477.0] || -> equal(intersection(u,intersection(v,intersection(w,unordered_pair(x,y)))),null_class) equal(regular(intersection(u,intersection(v,intersection(w,unordered_pair(x,y))))),y)** equal(regular(intersection(u,intersection(v,intersection(w,unordered_pair(x,y))))),x)**.
% 299.74/300.50 143316[0:Res:127954.0,3477.0] || -> equal(intersection(u,intersection(intersection(v,unordered_pair(w,x)),y)),null_class) equal(regular(intersection(u,intersection(intersection(v,unordered_pair(w,x)),y))),x)** equal(regular(intersection(u,intersection(intersection(v,unordered_pair(w,x)),y))),w)**.
% 299.74/300.50 143563[0:Res:127963.0,3477.0] || -> equal(intersection(intersection(u,intersection(v,unordered_pair(w,x))),y),null_class) equal(regular(intersection(intersection(u,intersection(v,unordered_pair(w,x))),y)),x)** equal(regular(intersection(intersection(u,intersection(v,unordered_pair(w,x))),y)),w)**.
% 299.74/300.50 143803[0:Res:58786.0,3477.0] || -> equal(restrict(restrict(unordered_pair(u,v),w,x),y,z),null_class) equal(regular(restrict(restrict(unordered_pair(u,v),w,x),y,z)),v)** equal(regular(restrict(restrict(unordered_pair(u,v),w,x),y,z)),u)**.
% 299.74/300.50 144345[4:Res:17597.3,9801.0] || member(u,universal_class) member(range_of(null_class),universal_class) subclass(apply(v,u),w)* subclass(w,x)* -> member(u,cantor(v)) equal(apply(v,u),null_class) member(apply(choice,apply(v,u)),x)*.
% 299.74/300.50 145135[4:Res:17597.3,14385.0] || member(u,universal_class) member(range_of(null_class),universal_class) -> member(u,cantor(v)) equal(ordered_pair(first(ordered_pair(apply(v,u),singleton(w))),second(ordered_pair(apply(v,u),singleton(w)))),ordered_pair(apply(v,u),singleton(w)))**.
% 299.74/300.50 146284[4:Rew:104218.0,146014.1] || member(not_subclass_element(union(null_class,symmetric_difference(complement(u),union(v,w))),x),symmetric_difference(union(u,complement(union(v,w))),union(complement(u),union(v,w))))* -> subclass(union(null_class,symmetric_difference(complement(u),union(v,w))),x).
% 299.74/300.50 147234[4:Rew:103225.0,146933.1] || member(not_subclass_element(union(null_class,symmetric_difference(union(u,v),complement(w))),x),symmetric_difference(union(union(u,v),complement(w)),union(complement(union(u,v)),w)))* -> subclass(union(null_class,symmetric_difference(union(u,v),complement(w))),x).
% 299.74/300.50 148318[2:MRR:148247.0,12507.2] || member(u,universal_class) subclass(u,regular(intersection(union(v,w),complement(x)))) -> member(apply(choice,u),union(complement(union(v,w)),x))* equal(u,null_class) equal(intersection(union(v,w),complement(x)),null_class).
% 299.74/300.50 148319[2:MRR:148245.0,12507.2] || member(u,universal_class) subclass(u,regular(intersection(complement(v),union(w,x)))) -> member(apply(choice,u),union(v,complement(union(w,x))))* equal(u,null_class) equal(intersection(complement(v),union(w,x)),null_class).
% 299.74/300.50 148957[0:SpR:103074.0,48029.1] || member(u,universal_class) -> member(u,intersection(union(image(element_relation,power_class(v)),complement(union(w,x))),power_class(complement(power_class(y)))))* member(u,union(intersection(power_class(complement(power_class(v))),union(w,x)),image(element_relation,power_class(y)))).
% 299.74/300.50 148955[0:SpR:48874.0,48029.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),intersection(power_class(w),complement(x))),power_class(complement(power_class(y)))))* member(u,union(intersection(power_class(v),union(complement(power_class(w)),x)),image(element_relation,power_class(y)))).
% 299.74/300.50 148954[0:SpR:48870.0,48029.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),intersection(complement(w),power_class(x))),power_class(complement(power_class(y)))))* member(u,union(intersection(power_class(v),union(w,complement(power_class(x)))),image(element_relation,power_class(y)))).
% 299.74/300.50 148953[0:SpR:103450.0,48029.1] || member(u,universal_class) -> member(u,intersection(union(complement(union(v,w)),image(element_relation,power_class(x))),power_class(complement(power_class(y)))))* member(u,union(intersection(union(v,w),power_class(complement(power_class(x)))),image(element_relation,power_class(y)))).
% 299.74/300.50 148952[0:SpR:48872.0,48029.1] || member(u,universal_class) -> member(u,intersection(union(intersection(power_class(v),complement(w)),complement(power_class(x))),power_class(complement(power_class(y)))))* member(u,union(intersection(union(complement(power_class(v)),w),power_class(x)),image(element_relation,power_class(y)))).
% 299.74/300.50 148951[0:SpR:48871.0,48029.1] || member(u,universal_class) -> member(u,intersection(union(intersection(complement(v),power_class(w)),complement(power_class(x))),power_class(complement(power_class(y)))))* member(u,union(intersection(union(v,complement(power_class(w))),power_class(x)),image(element_relation,power_class(y)))).
% 299.74/300.50 148950[0:SpR:103320.0,48029.1] || member(u,universal_class) -> member(u,intersection(union(image(element_relation,union(v,w)),complement(power_class(x))),power_class(complement(power_class(y)))))* member(u,union(intersection(power_class(complement(union(v,w))),power_class(x)),image(element_relation,power_class(y)))).
% 299.74/300.50 148948[0:SpR:102945.0,48029.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),image(element_relation,union(w,x))),power_class(complement(power_class(y)))))* member(u,union(intersection(power_class(v),power_class(complement(union(w,x)))),image(element_relation,power_class(y)))).
% 299.74/300.50 149082[4:MRR:149018.0,308.0] || member(u,universal_class) subclass(domain_relation,regular(intersection(complement(v),power_class(complement(power_class(w)))))) -> member(ordered_pair(u,cantor(u)),union(v,image(element_relation,power_class(w))))* equal(intersection(complement(v),power_class(complement(power_class(w)))),null_class).
% 299.74/300.50 149090[2:MRR:149025.0,12497.1] || -> member(regular(regular(intersection(complement(u),power_class(complement(power_class(v)))))),union(u,image(element_relation,power_class(v))))* equal(regular(intersection(complement(u),power_class(complement(power_class(v))))),null_class) equal(intersection(complement(u),power_class(complement(power_class(v)))),null_class).
% 299.74/300.50 149154[0:SpR:103074.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),union(image(element_relation,power_class(w)),complement(union(x,y)))))* member(u,union(image(element_relation,power_class(v)),intersection(power_class(complement(power_class(w))),union(x,y)))).
% 299.74/300.50 149152[0:SpR:48874.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),union(complement(power_class(w)),intersection(power_class(x),complement(y)))))* member(u,union(image(element_relation,power_class(v)),intersection(power_class(w),union(complement(power_class(x)),y)))).
% 299.74/300.50 149151[0:SpR:48870.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),union(complement(power_class(w)),intersection(complement(x),power_class(y)))))* member(u,union(image(element_relation,power_class(v)),intersection(power_class(w),union(x,complement(power_class(y)))))).
% 299.74/300.50 149150[0:SpR:103450.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),union(complement(union(w,x)),image(element_relation,power_class(y)))))* member(u,union(image(element_relation,power_class(v)),intersection(union(w,x),power_class(complement(power_class(y)))))).
% 299.74/300.50 149149[0:SpR:48872.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),union(intersection(power_class(w),complement(x)),complement(power_class(y)))))* member(u,union(image(element_relation,power_class(v)),intersection(union(complement(power_class(w)),x),power_class(y)))).
% 299.74/300.50 149148[0:SpR:48871.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),union(intersection(complement(w),power_class(x)),complement(power_class(y)))))* member(u,union(image(element_relation,power_class(v)),intersection(union(w,complement(power_class(x))),power_class(y)))).
% 299.74/300.50 149147[0:SpR:103320.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),union(image(element_relation,union(w,x)),complement(power_class(y)))))* member(u,union(image(element_relation,power_class(v)),intersection(power_class(complement(union(w,x))),power_class(y)))).
% 299.74/300.50 149145[0:SpR:102945.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),union(complement(power_class(w)),image(element_relation,union(x,y)))))* member(u,union(image(element_relation,power_class(v)),intersection(power_class(w),power_class(complement(union(x,y)))))).
% 299.74/300.50 149296[4:MRR:149231.0,308.0] || member(u,universal_class) subclass(domain_relation,regular(intersection(power_class(complement(power_class(v))),complement(w)))) -> member(ordered_pair(u,cantor(u)),union(image(element_relation,power_class(v)),w))* equal(intersection(power_class(complement(power_class(v))),complement(w)),null_class).
% 299.74/300.50 149304[2:MRR:149238.0,12497.1] || -> member(regular(regular(intersection(power_class(complement(power_class(u))),complement(v)))),union(image(element_relation,power_class(u)),v))* equal(regular(intersection(power_class(complement(power_class(u))),complement(v))),null_class) equal(intersection(power_class(complement(power_class(u))),complement(v)),null_class).
% 299.74/300.50 149605[0:Res:1040.2,14014.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,cross_product(universal_class,universal_class)) subclass(composition_function,cross_product(w,x))* -> member(ordered_pair(ordered_pair(v,compose(u,v)),compose(u,ordered_pair(v,compose(u,v)))),x)*.
% 299.74/300.50 149819[0:Res:285.1,47989.0] || member(not_subclass_element(restrict(intersection(complement(u),union(v,complement(power_class(w)))),x,y),z),union(u,intersection(complement(v),power_class(w))))* -> subclass(restrict(intersection(complement(u),union(v,complement(power_class(w)))),x,y),z).
% 299.74/300.50 149791[0:Res:1040.2,47989.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,intersection(complement(w),union(x,complement(power_class(y))))) member(ordered_pair(u,ordered_pair(v,compose(u,v))),union(w,intersection(complement(x),power_class(y))))* -> .
% 299.74/300.50 149720[0:SpL:103074.0,47989.0] || member(u,intersection(union(image(element_relation,power_class(v)),complement(union(w,x))),union(y,complement(power_class(z)))))* member(u,union(intersection(power_class(complement(power_class(v))),union(w,x)),intersection(complement(y),power_class(z)))) -> .
% 299.74/300.50 149718[0:SpL:48874.0,47989.0] || member(u,intersection(union(complement(power_class(v)),intersection(power_class(w),complement(x))),union(y,complement(power_class(z)))))* member(u,union(intersection(power_class(v),union(complement(power_class(w)),x)),intersection(complement(y),power_class(z)))) -> .
% 299.74/300.50 149717[0:SpL:48870.0,47989.0] || member(u,intersection(union(complement(power_class(v)),intersection(complement(w),power_class(x))),union(y,complement(power_class(z)))))* member(u,union(intersection(power_class(v),union(w,complement(power_class(x)))),intersection(complement(y),power_class(z)))) -> .
% 299.74/300.50 149716[0:SpL:103450.0,47989.0] || member(u,intersection(union(complement(union(v,w)),image(element_relation,power_class(x))),union(y,complement(power_class(z)))))* member(u,union(intersection(union(v,w),power_class(complement(power_class(x)))),intersection(complement(y),power_class(z)))) -> .
% 299.74/300.50 149715[0:SpL:48872.0,47989.0] || member(u,intersection(union(intersection(power_class(v),complement(w)),complement(power_class(x))),union(y,complement(power_class(z)))))* member(u,union(intersection(union(complement(power_class(v)),w),power_class(x)),intersection(complement(y),power_class(z)))) -> .
% 299.74/300.50 149714[0:SpL:48871.0,47989.0] || member(u,intersection(union(intersection(complement(v),power_class(w)),complement(power_class(x))),union(y,complement(power_class(z)))))* member(u,union(intersection(union(v,complement(power_class(w))),power_class(x)),intersection(complement(y),power_class(z)))) -> .
% 299.74/300.50 149713[0:SpL:103320.0,47989.0] || member(u,intersection(union(image(element_relation,union(v,w)),complement(power_class(x))),union(y,complement(power_class(z)))))* member(u,union(intersection(power_class(complement(union(v,w))),power_class(x)),intersection(complement(y),power_class(z)))) -> .
% 299.74/300.50 149711[0:SpL:102945.0,47989.0] || member(u,intersection(union(complement(power_class(v)),image(element_relation,union(w,x))),union(y,complement(power_class(z)))))* member(u,union(intersection(power_class(v),power_class(complement(union(w,x)))),intersection(complement(y),power_class(z)))) -> .
% 299.74/300.50 150157[0:Res:285.1,48009.0] || member(not_subclass_element(restrict(intersection(union(u,complement(power_class(v))),complement(w)),x,y),z),union(intersection(complement(u),power_class(v)),w))* -> subclass(restrict(intersection(union(u,complement(power_class(v))),complement(w)),x,y),z).
% 299.74/300.50 150128[0:Res:1040.2,48009.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,intersection(union(w,complement(power_class(x))),complement(y))) member(ordered_pair(u,ordered_pair(v,compose(u,v))),union(intersection(complement(w),power_class(x)),y))* -> .
% 299.74/300.50 150025[0:SpL:103074.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),union(image(element_relation,power_class(x)),complement(union(y,z)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(power_class(complement(power_class(x))),union(y,z)))) -> .
% 299.74/300.50 150023[0:SpL:48874.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),union(complement(power_class(x)),intersection(power_class(y),complement(z)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(power_class(x),union(complement(power_class(y)),z)))) -> .
% 299.74/300.50 150022[0:SpL:48870.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),union(complement(power_class(x)),intersection(complement(y),power_class(z)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(power_class(x),union(y,complement(power_class(z)))))) -> .
% 299.74/300.50 150021[0:SpL:103450.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),union(complement(union(x,y)),image(element_relation,power_class(z)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(union(x,y),power_class(complement(power_class(z)))))) -> .
% 299.74/300.50 150020[0:SpL:48872.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),union(intersection(power_class(x),complement(y)),complement(power_class(z)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(union(complement(power_class(x)),y),power_class(z)))) -> .
% 299.74/300.50 150019[0:SpL:48871.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),union(intersection(complement(x),power_class(y)),complement(power_class(z)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(union(x,complement(power_class(y))),power_class(z)))) -> .
% 299.74/300.50 150018[0:SpL:103320.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),union(image(element_relation,union(x,y)),complement(power_class(z)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(power_class(complement(union(x,y))),power_class(z)))) -> .
% 299.74/300.50 150016[0:SpL:102945.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),union(complement(power_class(x)),image(element_relation,union(y,z)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(power_class(x),power_class(complement(union(y,z)))))) -> .
% 299.74/300.50 150494[0:Res:285.1,48038.0] || member(not_subclass_element(restrict(intersection(complement(u),union(complement(power_class(v)),w)),x,y),z),union(u,intersection(power_class(v),complement(w))))* -> subclass(restrict(intersection(complement(u),union(complement(power_class(v)),w)),x,y),z).
% 299.74/300.50 150464[0:Res:1040.2,48038.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,intersection(complement(w),union(complement(power_class(x)),y))) member(ordered_pair(u,ordered_pair(v,compose(u,v))),union(w,intersection(power_class(x),complement(y))))* -> .
% 299.74/300.50 150393[0:SpL:103074.0,48038.0] || member(u,intersection(union(image(element_relation,power_class(v)),complement(union(w,x))),union(complement(power_class(y)),z)))* member(u,union(intersection(power_class(complement(power_class(v))),union(w,x)),intersection(power_class(y),complement(z)))) -> .
% 299.74/300.50 150391[0:SpL:48874.0,48038.0] || member(u,intersection(union(complement(power_class(v)),intersection(power_class(w),complement(x))),union(complement(power_class(y)),z)))* member(u,union(intersection(power_class(v),union(complement(power_class(w)),x)),intersection(power_class(y),complement(z)))) -> .
% 299.74/300.50 150390[0:SpL:48870.0,48038.0] || member(u,intersection(union(complement(power_class(v)),intersection(complement(w),power_class(x))),union(complement(power_class(y)),z)))* member(u,union(intersection(power_class(v),union(w,complement(power_class(x)))),intersection(power_class(y),complement(z)))) -> .
% 299.74/300.50 150389[0:SpL:103450.0,48038.0] || member(u,intersection(union(complement(union(v,w)),image(element_relation,power_class(x))),union(complement(power_class(y)),z)))* member(u,union(intersection(union(v,w),power_class(complement(power_class(x)))),intersection(power_class(y),complement(z)))) -> .
% 299.74/300.50 150388[0:SpL:48872.0,48038.0] || member(u,intersection(union(intersection(power_class(v),complement(w)),complement(power_class(x))),union(complement(power_class(y)),z)))* member(u,union(intersection(union(complement(power_class(v)),w),power_class(x)),intersection(power_class(y),complement(z)))) -> .
% 299.74/300.50 150387[0:SpL:48871.0,48038.0] || member(u,intersection(union(intersection(complement(v),power_class(w)),complement(power_class(x))),union(complement(power_class(y)),z)))* member(u,union(intersection(union(v,complement(power_class(w))),power_class(x)),intersection(power_class(y),complement(z)))) -> .
% 299.74/300.50 150386[0:SpL:103320.0,48038.0] || member(u,intersection(union(image(element_relation,union(v,w)),complement(power_class(x))),union(complement(power_class(y)),z)))* member(u,union(intersection(power_class(complement(union(v,w))),power_class(x)),intersection(power_class(y),complement(z)))) -> .
% 299.74/300.50 150384[0:SpL:102945.0,48038.0] || member(u,intersection(union(complement(power_class(v)),image(element_relation,union(w,x))),union(complement(power_class(y)),z)))* member(u,union(intersection(power_class(v),power_class(complement(union(w,x)))),intersection(power_class(y),complement(z)))) -> .
% 299.74/300.50 150735[0:Res:285.1,48198.0] || member(not_subclass_element(restrict(intersection(union(complement(power_class(u)),v),complement(w)),x,y),z),union(intersection(power_class(u),complement(v)),w))* -> subclass(restrict(intersection(union(complement(power_class(u)),v),complement(w)),x,y),z).
% 299.74/300.50 150705[0:Res:1040.2,48198.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,intersection(union(complement(power_class(w)),x),complement(y))) member(ordered_pair(u,ordered_pair(v,compose(u,v))),union(intersection(power_class(w),complement(x)),y))* -> .
% 299.74/300.50 150595[0:SpL:103074.0,48198.0] || member(u,intersection(union(complement(power_class(v)),w),union(image(element_relation,power_class(x)),complement(union(y,z)))))* member(u,union(intersection(power_class(v),complement(w)),intersection(power_class(complement(power_class(x))),union(y,z)))) -> .
% 299.74/300.50 150593[0:SpL:48874.0,48198.0] || member(u,intersection(union(complement(power_class(v)),w),union(complement(power_class(x)),intersection(power_class(y),complement(z)))))* member(u,union(intersection(power_class(v),complement(w)),intersection(power_class(x),union(complement(power_class(y)),z)))) -> .
% 299.74/300.50 150592[0:SpL:48870.0,48198.0] || member(u,intersection(union(complement(power_class(v)),w),union(complement(power_class(x)),intersection(complement(y),power_class(z)))))* member(u,union(intersection(power_class(v),complement(w)),intersection(power_class(x),union(y,complement(power_class(z)))))) -> .
% 299.74/300.50 150591[0:SpL:103450.0,48198.0] || member(u,intersection(union(complement(power_class(v)),w),union(complement(union(x,y)),image(element_relation,power_class(z)))))* member(u,union(intersection(power_class(v),complement(w)),intersection(union(x,y),power_class(complement(power_class(z)))))) -> .
% 299.74/300.50 150590[0:SpL:48872.0,48198.0] || member(u,intersection(union(complement(power_class(v)),w),union(intersection(power_class(x),complement(y)),complement(power_class(z)))))* member(u,union(intersection(power_class(v),complement(w)),intersection(union(complement(power_class(x)),y),power_class(z)))) -> .
% 299.74/300.50 150589[0:SpL:48871.0,48198.0] || member(u,intersection(union(complement(power_class(v)),w),union(intersection(complement(x),power_class(y)),complement(power_class(z)))))* member(u,union(intersection(power_class(v),complement(w)),intersection(union(x,complement(power_class(y))),power_class(z)))) -> .
% 299.74/300.50 150588[0:SpL:103320.0,48198.0] || member(u,intersection(union(complement(power_class(v)),w),union(image(element_relation,union(x,y)),complement(power_class(z)))))* member(u,union(intersection(power_class(v),complement(w)),intersection(power_class(complement(union(x,y))),power_class(z)))) -> .
% 299.74/300.50 150586[0:SpL:102945.0,48198.0] || member(u,intersection(union(complement(power_class(v)),w),union(complement(power_class(x)),image(element_relation,union(y,z)))))* member(u,union(intersection(power_class(v),complement(w)),intersection(power_class(x),power_class(complement(union(y,z)))))) -> .
% 299.74/300.50 150916[0:SpL:102302.0,48910.0] || member(not_subclass_element(union(intersection(complement(u),union(v,w)),complement(power_class(x))),y),intersection(union(u,complement(union(v,w))),power_class(x)))* -> subclass(union(intersection(complement(u),union(v,w)),complement(power_class(x))),y).
% 299.74/300.50 150906[0:SpL:102312.0,48910.0] || member(not_subclass_element(union(intersection(union(u,v),complement(w)),complement(power_class(x))),y),intersection(union(complement(union(u,v)),w),power_class(x)))* -> subclass(union(intersection(union(u,v),complement(w)),complement(power_class(x))),y).
% 299.74/300.50 151172[0:SpL:102302.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),intersection(complement(v),union(w,x))),y),intersection(power_class(u),union(v,complement(union(w,x)))))* -> subclass(union(complement(power_class(u)),intersection(complement(v),union(w,x))),y).
% 299.74/300.50 151162[0:SpL:102312.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),intersection(union(v,w),complement(x))),y),intersection(power_class(u),union(complement(union(v,w)),x)))* -> subclass(union(complement(power_class(u)),intersection(union(v,w),complement(x))),y).
% 299.74/300.50 151631[0:SpL:102583.0,48062.0] || member(u,intersection(power_class(complement(power_class(v))),union(complement(power_class(w)),intersection(complement(x),union(y,z)))))* member(u,union(image(element_relation,power_class(v)),intersection(power_class(w),union(x,complement(union(y,z)))))) -> .
% 299.74/300.50 151627[0:SpL:102583.0,77406.0] || member(u,symmetric_difference(union(power_class(v),union(w,complement(union(x,y)))),union(complement(power_class(v)),intersection(complement(w),union(x,y)))))* -> member(u,complement(symmetric_difference(power_class(v),union(w,complement(union(x,y)))))).
% 299.74/300.50 151781[0:Rew:102583.0,151626.1] || member(not_subclass_element(u,union(complement(power_class(v)),intersection(complement(w),union(x,y)))),symmetric_difference(power_class(v),union(w,complement(union(x,y)))))* -> subclass(u,union(complement(power_class(v)),intersection(complement(w),union(x,y)))).
% 299.74/300.50 151616[0:SpL:102583.0,48030.0] || member(u,intersection(union(complement(power_class(v)),intersection(complement(w),union(x,y))),power_class(complement(power_class(z)))))* member(u,union(intersection(power_class(v),union(w,complement(union(x,y)))),image(element_relation,power_class(z)))) -> .
% 299.74/300.50 151996[0:Res:285.1,102607.0] || member(not_subclass_element(restrict(intersection(complement(u),power_class(complement(union(v,w)))),x,y),z),union(u,image(element_relation,union(v,w))))* -> subclass(restrict(intersection(complement(u),power_class(complement(union(v,w)))),x,y),z).
% 299.74/300.50 151966[0:Res:1040.2,102607.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,intersection(complement(w),power_class(complement(union(x,y))))) member(ordered_pair(u,ordered_pair(v,compose(u,v))),union(w,image(element_relation,union(x,y))))* -> .
% 299.74/300.50 151899[0:SpL:103074.0,102607.0] || member(u,intersection(union(image(element_relation,power_class(v)),complement(union(w,x))),power_class(complement(union(y,z)))))* member(u,union(intersection(power_class(complement(power_class(v))),union(w,x)),image(element_relation,union(y,z)))) -> .
% 299.74/300.50 151897[0:SpL:48874.0,102607.0] || member(u,intersection(union(complement(power_class(v)),intersection(power_class(w),complement(x))),power_class(complement(union(y,z)))))* member(u,union(intersection(power_class(v),union(complement(power_class(w)),x)),image(element_relation,union(y,z)))) -> .
% 299.74/300.50 151895[0:SpL:48870.0,102607.0] || member(u,intersection(union(complement(power_class(v)),intersection(complement(w),power_class(x))),power_class(complement(union(y,z)))))* member(u,union(intersection(power_class(v),union(w,complement(power_class(x)))),image(element_relation,union(y,z)))) -> .
% 299.74/300.50 151894[0:SpL:103450.0,102607.0] || member(u,intersection(union(complement(union(v,w)),image(element_relation,power_class(x))),power_class(complement(union(y,z)))))* member(u,union(intersection(union(v,w),power_class(complement(power_class(x)))),image(element_relation,union(y,z)))) -> .
% 299.74/300.50 151893[0:SpL:48872.0,102607.0] || member(u,intersection(union(intersection(power_class(v),complement(w)),complement(power_class(x))),power_class(complement(union(y,z)))))* member(u,union(intersection(union(complement(power_class(v)),w),power_class(x)),image(element_relation,union(y,z)))) -> .
% 299.74/300.50 151892[0:SpL:48871.0,102607.0] || member(u,intersection(union(intersection(complement(v),power_class(w)),complement(power_class(x))),power_class(complement(union(y,z)))))* member(u,union(intersection(union(v,complement(power_class(w))),power_class(x)),image(element_relation,union(y,z)))) -> .
% 299.74/300.50 151891[0:SpL:103320.0,102607.0] || member(u,intersection(union(image(element_relation,union(v,w)),complement(power_class(x))),power_class(complement(union(y,z)))))* member(u,union(intersection(power_class(complement(union(v,w))),power_class(x)),image(element_relation,union(y,z)))) -> .
% 299.74/300.50 151889[0:SpL:102945.0,102607.0] || member(u,intersection(union(complement(power_class(v)),image(element_relation,union(w,x))),power_class(complement(union(y,z)))))* member(u,union(intersection(power_class(v),power_class(complement(union(w,x)))),image(element_relation,union(y,z)))) -> .
% 299.74/300.50 152681[0:SpL:102667.0,48062.0] || member(u,intersection(power_class(complement(power_class(v))),union(intersection(complement(w),power_class(x)),complement(union(y,z)))))* member(u,union(image(element_relation,power_class(v)),intersection(union(w,complement(power_class(x))),union(y,z)))) -> .
% 299.74/300.50 152677[0:SpL:102667.0,77406.0] || member(u,symmetric_difference(union(union(v,complement(power_class(w))),union(x,y)),union(intersection(complement(v),power_class(w)),complement(union(x,y)))))* -> member(u,complement(symmetric_difference(union(v,complement(power_class(w))),union(x,y)))).
% 299.74/300.50 152829[0:Rew:102667.0,152676.1] || member(not_subclass_element(u,union(intersection(complement(v),power_class(w)),complement(union(x,y)))),symmetric_difference(union(v,complement(power_class(w))),union(x,y)))* -> subclass(u,union(intersection(complement(v),power_class(w)),complement(union(x,y)))).
% 299.74/300.50 152665[0:SpL:102667.0,48030.0] || member(u,intersection(union(intersection(complement(v),power_class(w)),complement(union(x,y))),power_class(complement(power_class(z)))))* member(u,union(intersection(union(v,complement(power_class(w))),union(x,y)),image(element_relation,power_class(z)))) -> .
% 299.74/300.50 152830[0:Rew:102667.0,152624.1] || member(not_subclass_element(union(intersection(complement(u),power_class(v)),complement(union(w,x))),y),intersection(union(u,complement(power_class(v))),union(w,x)))* -> subclass(union(intersection(complement(u),power_class(v)),complement(union(w,x))),y).
% 299.74/300.50 153149[0:SpL:102668.0,48062.0] || member(u,intersection(power_class(complement(power_class(v))),union(intersection(power_class(w),complement(x)),complement(union(y,z)))))* member(u,union(image(element_relation,power_class(v)),intersection(union(complement(power_class(w)),x),union(y,z)))) -> .
% 299.74/300.50 153145[0:SpL:102668.0,77406.0] || member(u,symmetric_difference(union(union(complement(power_class(v)),w),union(x,y)),union(intersection(power_class(v),complement(w)),complement(union(x,y)))))* -> member(u,complement(symmetric_difference(union(complement(power_class(v)),w),union(x,y)))).
% 299.74/300.50 153303[0:Rew:102668.0,153144.1] || member(not_subclass_element(u,union(intersection(power_class(v),complement(w)),complement(union(x,y)))),symmetric_difference(union(complement(power_class(v)),w),union(x,y)))* -> subclass(u,union(intersection(power_class(v),complement(w)),complement(union(x,y)))).
% 299.74/300.50 153133[0:SpL:102668.0,48030.0] || member(u,intersection(union(intersection(power_class(v),complement(w)),complement(union(x,y))),power_class(complement(power_class(z)))))* member(u,union(intersection(union(complement(power_class(v)),w),union(x,y)),image(element_relation,power_class(z)))) -> .
% 299.74/300.50 153304[0:Rew:102668.0,153092.1] || member(not_subclass_element(union(intersection(power_class(u),complement(v)),complement(union(w,x))),y),intersection(union(complement(power_class(u)),v),union(w,x)))* -> subclass(union(intersection(power_class(u),complement(v)),complement(union(w,x))),y).
% 299.74/300.50 153615[0:SpL:102866.0,48062.0] || member(u,intersection(power_class(complement(power_class(v))),union(intersection(complement(w),union(x,y)),complement(power_class(z)))))* member(u,union(image(element_relation,power_class(v)),intersection(union(w,complement(union(x,y))),power_class(z)))) -> .
% 299.74/300.50 153611[0:SpL:102866.0,77406.0] || member(u,symmetric_difference(union(union(v,complement(union(w,x))),power_class(y)),union(intersection(complement(v),union(w,x)),complement(power_class(y)))))* -> member(u,complement(symmetric_difference(union(v,complement(union(w,x))),power_class(y)))).
% 299.74/300.50 153763[0:Rew:102866.0,153610.1] || member(not_subclass_element(u,union(intersection(complement(v),union(w,x)),complement(power_class(y)))),symmetric_difference(union(v,complement(union(w,x))),power_class(y)))* -> subclass(u,union(intersection(complement(v),union(w,x)),complement(power_class(y)))).
% 299.74/300.50 153599[0:SpL:102866.0,48030.0] || member(u,intersection(union(intersection(complement(v),union(w,x)),complement(power_class(y))),power_class(complement(power_class(z)))))* member(u,union(intersection(union(v,complement(union(w,x))),power_class(y)),image(element_relation,power_class(z)))) -> .
% 299.74/300.50 154016[0:Res:285.1,102909.0] || member(not_subclass_element(restrict(intersection(power_class(complement(union(u,v))),complement(w)),x,y),z),union(image(element_relation,union(u,v)),w))* -> subclass(restrict(intersection(power_class(complement(union(u,v))),complement(w)),x,y),z).
% 299.74/300.50 153986[0:Res:1040.2,102909.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,intersection(power_class(complement(union(w,x))),complement(y))) member(ordered_pair(u,ordered_pair(v,compose(u,v))),union(image(element_relation,union(w,x)),y))* -> .
% 299.74/300.50 153860[0:SpL:103074.0,102909.0] || member(u,intersection(power_class(complement(union(v,w))),union(image(element_relation,power_class(x)),complement(union(y,z)))))* member(u,union(image(element_relation,union(v,w)),intersection(power_class(complement(power_class(x))),union(y,z)))) -> .
% 299.74/300.50 153858[0:SpL:48874.0,102909.0] || member(u,intersection(power_class(complement(union(v,w))),union(complement(power_class(x)),intersection(power_class(y),complement(z)))))* member(u,union(image(element_relation,union(v,w)),intersection(power_class(x),union(complement(power_class(y)),z)))) -> .
% 299.74/300.50 153856[0:SpL:48870.0,102909.0] || member(u,intersection(power_class(complement(union(v,w))),union(complement(power_class(x)),intersection(complement(y),power_class(z)))))* member(u,union(image(element_relation,union(v,w)),intersection(power_class(x),union(y,complement(power_class(z)))))) -> .
% 299.74/300.50 153854[0:SpL:103450.0,102909.0] || member(u,intersection(power_class(complement(union(v,w))),union(complement(union(x,y)),image(element_relation,power_class(z)))))* member(u,union(image(element_relation,union(v,w)),intersection(union(x,y),power_class(complement(power_class(z)))))) -> .
% 299.74/300.50 153853[0:SpL:48872.0,102909.0] || member(u,intersection(power_class(complement(union(v,w))),union(intersection(power_class(x),complement(y)),complement(power_class(z)))))* member(u,union(image(element_relation,union(v,w)),intersection(union(complement(power_class(x)),y),power_class(z)))) -> .
% 299.74/300.50 153852[0:SpL:48871.0,102909.0] || member(u,intersection(power_class(complement(union(v,w))),union(intersection(complement(x),power_class(y)),complement(power_class(z)))))* member(u,union(image(element_relation,union(v,w)),intersection(union(x,complement(power_class(y))),power_class(z)))) -> .
% 299.74/300.50 153851[0:SpL:103320.0,102909.0] || member(u,intersection(power_class(complement(union(v,w))),union(image(element_relation,union(x,y)),complement(power_class(z)))))* member(u,union(image(element_relation,union(v,w)),intersection(power_class(complement(union(x,y))),power_class(z)))) -> .
% 299.74/300.50 153849[0:SpL:102945.0,102909.0] || member(u,intersection(power_class(complement(union(v,w))),union(complement(power_class(x)),image(element_relation,union(y,z)))))* member(u,union(image(element_relation,union(v,w)),intersection(power_class(x),power_class(complement(union(y,z)))))) -> .
% 299.74/300.50 154391[0:SpL:103019.0,48062.0] || member(u,intersection(power_class(complement(power_class(v))),union(complement(power_class(w)),intersection(union(x,y),complement(z)))))* member(u,union(image(element_relation,power_class(v)),intersection(power_class(w),union(complement(union(x,y)),z)))) -> .
% 299.74/300.50 154387[0:SpL:103019.0,77406.0] || member(u,symmetric_difference(union(power_class(v),union(complement(union(w,x)),y)),union(complement(power_class(v)),intersection(union(w,x),complement(y)))))* -> member(u,complement(symmetric_difference(power_class(v),union(complement(union(w,x)),y)))).
% 299.74/300.50 154547[0:Rew:103019.0,154386.1] || member(not_subclass_element(u,union(complement(power_class(v)),intersection(union(w,x),complement(y)))),symmetric_difference(power_class(v),union(complement(union(w,x)),y)))* -> subclass(u,union(complement(power_class(v)),intersection(union(w,x),complement(y)))).
% 299.74/300.50 154375[0:SpL:103019.0,48030.0] || member(u,intersection(union(complement(power_class(v)),intersection(union(w,x),complement(y))),power_class(complement(power_class(z)))))* member(u,union(intersection(power_class(v),union(complement(union(w,x)),y)),image(element_relation,power_class(z)))) -> .
% 299.74/300.50 154874[0:SpL:103205.0,48062.0] || member(u,intersection(power_class(complement(power_class(v))),union(intersection(union(w,x),complement(y)),complement(power_class(z)))))* member(u,union(image(element_relation,power_class(v)),intersection(union(complement(union(w,x)),y),power_class(z)))) -> .
% 299.74/300.50 154870[0:SpL:103205.0,77406.0] || member(u,symmetric_difference(union(union(complement(union(v,w)),x),power_class(y)),union(intersection(union(v,w),complement(x)),complement(power_class(y)))))* -> member(u,complement(symmetric_difference(union(complement(union(v,w)),x),power_class(y)))).
% 299.74/300.50 155029[0:Rew:103205.0,154869.1] || member(not_subclass_element(u,union(intersection(union(v,w),complement(x)),complement(power_class(y)))),symmetric_difference(union(complement(union(v,w)),x),power_class(y)))* -> subclass(u,union(intersection(union(v,w),complement(x)),complement(power_class(y)))).
% 299.74/300.50 154858[0:SpL:103205.0,48030.0] || member(u,intersection(union(intersection(union(v,w),complement(x)),complement(power_class(y))),power_class(complement(power_class(z)))))* member(u,union(intersection(union(complement(union(v,w)),x),power_class(y)),image(element_relation,power_class(z)))) -> .
% 299.74/300.50 155314[0:SpL:103451.0,48062.0] || member(u,intersection(power_class(complement(power_class(v))),union(complement(union(w,x)),intersection(complement(y),power_class(z)))))* member(u,union(image(element_relation,power_class(v)),intersection(union(w,x),union(y,complement(power_class(z)))))) -> .
% 299.74/300.50 155310[0:SpL:103451.0,77406.0] || member(u,symmetric_difference(union(union(v,w),union(x,complement(power_class(y)))),union(complement(union(v,w)),intersection(complement(x),power_class(y)))))* -> member(u,complement(symmetric_difference(union(v,w),union(x,complement(power_class(y)))))).
% 299.74/300.50 155457[0:Rew:103451.0,155309.1] || member(not_subclass_element(u,union(complement(union(v,w)),intersection(complement(x),power_class(y)))),symmetric_difference(union(v,w),union(x,complement(power_class(y)))))* -> subclass(u,union(complement(union(v,w)),intersection(complement(x),power_class(y)))).
% 299.74/300.50 155298[0:SpL:103451.0,48030.0] || member(u,intersection(union(complement(union(v,w)),intersection(complement(x),power_class(y))),power_class(complement(power_class(z)))))* member(u,union(intersection(union(v,w),union(x,complement(power_class(y)))),image(element_relation,power_class(z)))) -> .
% 299.74/300.50 155458[0:Rew:103451.0,155257.1] || member(not_subclass_element(union(complement(union(u,v)),intersection(complement(w),power_class(x))),y),intersection(union(u,v),union(w,complement(power_class(x)))))* -> subclass(union(complement(union(u,v)),intersection(complement(w),power_class(x))),y).
% 299.74/300.50 156083[0:SpL:103452.0,48062.0] || member(u,intersection(power_class(complement(power_class(v))),union(complement(union(w,x)),intersection(power_class(y),complement(z)))))* member(u,union(image(element_relation,power_class(v)),intersection(union(w,x),union(complement(power_class(y)),z)))) -> .
% 299.74/300.50 156079[0:SpL:103452.0,77406.0] || member(u,symmetric_difference(union(union(v,w),union(complement(power_class(x)),y)),union(complement(union(v,w)),intersection(power_class(x),complement(y)))))* -> member(u,complement(symmetric_difference(union(v,w),union(complement(power_class(x)),y)))).
% 299.74/300.50 156237[0:Rew:103452.0,156078.1] || member(not_subclass_element(u,union(complement(union(v,w)),intersection(power_class(x),complement(y)))),symmetric_difference(union(v,w),union(complement(power_class(x)),y)))* -> subclass(u,union(complement(union(v,w)),intersection(power_class(x),complement(y)))).
% 299.74/300.50 156067[0:SpL:103452.0,48030.0] || member(u,intersection(union(complement(union(v,w)),intersection(power_class(x),complement(y))),power_class(complement(power_class(z)))))* member(u,union(intersection(union(v,w),union(complement(power_class(x)),y)),image(element_relation,power_class(z)))) -> .
% 299.74/300.50 156238[0:Rew:103452.0,156026.1] || member(not_subclass_element(union(complement(union(u,v)),intersection(power_class(w),complement(x))),y),intersection(union(u,v),union(complement(power_class(w)),x)))* -> subclass(union(complement(union(u,v)),intersection(power_class(w),complement(x))),y).
% 299.74/300.50 156984[0:SpL:104283.0,48062.0] || member(u,intersection(power_class(complement(power_class(v))),union(complement(union(w,x)),image(element_relation,union(y,z)))))* member(u,union(image(element_relation,power_class(v)),intersection(union(w,x),power_class(complement(union(y,z)))))) -> .
% 299.74/300.50 156980[0:SpL:104283.0,77406.0] || member(u,symmetric_difference(union(union(v,w),power_class(complement(union(x,y)))),union(complement(union(v,w)),image(element_relation,union(x,y)))))* -> member(u,complement(symmetric_difference(union(v,w),power_class(complement(union(x,y)))))).
% 299.74/300.50 157168[0:Rew:104283.0,156979.1] || member(not_subclass_element(u,union(complement(union(v,w)),image(element_relation,union(x,y)))),symmetric_difference(union(v,w),power_class(complement(union(x,y)))))* -> subclass(u,union(complement(union(v,w)),image(element_relation,union(x,y)))).
% 299.74/300.50 156968[0:SpL:104283.0,48030.0] || member(u,intersection(union(complement(union(v,w)),image(element_relation,union(x,y))),power_class(complement(power_class(z)))))* member(u,union(intersection(union(v,w),power_class(complement(union(x,y)))),image(element_relation,power_class(z)))) -> .
% 299.74/300.50 157169[0:Rew:104283.0,156927.1] || member(not_subclass_element(union(complement(union(u,v)),image(element_relation,union(w,x))),y),intersection(union(u,v),power_class(complement(union(w,x)))))* -> subclass(union(complement(union(u,v)),image(element_relation,union(w,x))),y).
% 299.74/300.50 157818[0:SpL:104284.0,48062.0] || member(u,intersection(power_class(complement(power_class(v))),union(image(element_relation,union(w,x)),complement(union(y,z)))))* member(u,union(image(element_relation,power_class(v)),intersection(power_class(complement(union(w,x))),union(y,z)))) -> .
% 299.74/300.50 157814[0:SpL:104284.0,77406.0] || member(u,symmetric_difference(union(power_class(complement(union(v,w))),union(x,y)),union(image(element_relation,union(v,w)),complement(union(x,y)))))* -> member(u,complement(symmetric_difference(power_class(complement(union(v,w))),union(x,y)))).
% 299.74/300.50 158010[0:Rew:104284.0,157813.1] || member(not_subclass_element(u,union(image(element_relation,union(v,w)),complement(union(x,y)))),symmetric_difference(power_class(complement(union(v,w))),union(x,y)))* -> subclass(u,union(image(element_relation,union(v,w)),complement(union(x,y)))).
% 299.74/300.50 157802[0:SpL:104284.0,48030.0] || member(u,intersection(union(image(element_relation,union(v,w)),complement(union(x,y))),power_class(complement(power_class(z)))))* member(u,union(intersection(power_class(complement(union(v,w))),union(x,y)),image(element_relation,power_class(z)))) -> .
% 299.74/300.50 158011[0:Rew:104284.0,157761.1] || member(not_subclass_element(union(image(element_relation,union(u,v)),complement(union(w,x))),y),intersection(power_class(complement(union(u,v))),union(w,x)))* -> subclass(union(image(element_relation,union(u,v)),complement(union(w,x))),y).
% 299.74/300.50 158764[4:Res:60803.0,9807.1] || member(union(null_class,intersection(u,restrict(v,w,x))),universal_class) -> equal(union(null_class,intersection(u,restrict(v,w,x))),null_class) member(apply(choice,union(null_class,intersection(u,restrict(v,w,x)))),cross_product(w,x))*.
% 299.74/300.50 158756[0:Res:59447.0,9807.1] || member(intersection(intersection(u,restrict(v,w,x)),y),universal_class) -> equal(intersection(intersection(u,restrict(v,w,x)),y),null_class) member(apply(choice,intersection(intersection(u,restrict(v,w,x)),y)),cross_product(w,x))*.
% 299.74/300.50 158786[4:Rew:80005.0,158752.2,80005.0,158752.1,80005.0,158752.0] || member(intersection(u,union(null_class,restrict(v,w,x))),universal_class) -> equal(intersection(u,union(null_class,restrict(v,w,x))),null_class) member(apply(choice,intersection(u,union(null_class,restrict(v,w,x)))),cross_product(w,x))*.
% 299.74/300.50 158745[0:Res:57711.0,9807.1] || member(intersection(u,intersection(restrict(v,w,x),y)),universal_class) -> equal(intersection(u,intersection(restrict(v,w,x),y)),null_class) member(apply(choice,intersection(u,intersection(restrict(v,w,x),y))),cross_product(w,x))*.
% 299.74/300.50 158787[4:Rew:80005.0,158729.2,80005.0,158729.1,80005.0,158729.0] || member(intersection(union(null_class,restrict(u,v,w)),x),universal_class) -> equal(intersection(union(null_class,restrict(u,v,w)),x),null_class) member(apply(choice,intersection(union(null_class,restrict(u,v,w)),x)),cross_product(v,w))*.
% 299.74/300.50 158720[0:Res:58246.0,9807.1] || member(intersection(u,intersection(v,restrict(w,x,y))),universal_class) -> equal(intersection(u,intersection(v,restrict(w,x,y))),null_class) member(apply(choice,intersection(u,intersection(v,restrict(w,x,y)))),cross_product(x,y))*.
% 299.74/300.50 158719[4:Res:106506.0,9807.1] || member(regular(union(null_class,complement(restrict(u,v,w)))),universal_class) -> equal(regular(union(null_class,complement(restrict(u,v,w)))),null_class) member(apply(choice,regular(union(null_class,complement(restrict(u,v,w))))),cross_product(v,w))*.
% 299.74/300.50 158714[4:Res:59213.0,9807.1] || member(union(null_class,intersection(restrict(u,v,w),x)),universal_class) -> equal(union(null_class,intersection(restrict(u,v,w),x)),null_class) member(apply(choice,union(null_class,intersection(restrict(u,v,w),x))),cross_product(v,w))*.
% 299.74/300.50 158710[0:Res:59078.0,9807.1] || member(intersection(intersection(restrict(u,v,w),x),y),universal_class) -> equal(intersection(intersection(restrict(u,v,w),x),y),null_class) member(apply(choice,intersection(intersection(restrict(u,v,w),x),y)),cross_product(v,w))*.
% 299.74/300.50 161617[0:Res:500.2,6535.0] || member(restrict(symmetric_difference(complement(u),complement(v)),w,x),universal_class) -> equal(restrict(symmetric_difference(complement(u),complement(v)),w,x),null_class) member(apply(choice,restrict(symmetric_difference(complement(u),complement(v)),w,x)),union(u,v))*.
% 299.74/300.50 161840[2:Res:1040.2,11968.1] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,unordered_pair(w,x))* member(ordered_pair(u,ordered_pair(v,compose(u,v))),w)* -> equal(regular(unordered_pair(w,x)),x) equal(unordered_pair(w,x),null_class).
% 299.74/300.50 161971[2:Res:1040.2,11969.1] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,unordered_pair(w,x))* member(ordered_pair(u,ordered_pair(v,compose(u,v))),x)* -> equal(regular(unordered_pair(w,x)),w) equal(unordered_pair(w,x),null_class).
% 299.74/300.50 162849[0:Rew:75578.0,162613.0] || -> equal(intersection(union(union(u,complement(union(v,w))),power_class(complement(power_class(x)))),union(intersection(complement(u),union(v,w)),image(element_relation,power_class(x)))),symmetric_difference(union(u,complement(union(v,w))),power_class(complement(power_class(x)))))**.
% 299.74/300.50 162850[0:Rew:75578.0,162597.0] || -> equal(intersection(union(union(complement(union(u,v)),w),power_class(complement(power_class(x)))),union(intersection(union(u,v),complement(w)),image(element_relation,power_class(x)))),symmetric_difference(union(complement(union(u,v)),w),power_class(complement(power_class(x)))))**.
% 299.74/300.50 162864[0:Rew:48063.0,162693.1] || member(not_subclass_element(symmetric_difference(complement(u),power_class(complement(power_class(v)))),intersection(w,union(u,image(element_relation,power_class(v))))),w)* -> subclass(symmetric_difference(complement(u),power_class(complement(power_class(v)))),intersection(w,union(u,image(element_relation,power_class(v))))).
% 299.74/300.50 162874[0:Rew:48063.0,162466.1,48063.0,162466.0] || member(symmetric_difference(complement(u),power_class(complement(power_class(v)))),universal_class) -> equal(symmetric_difference(complement(u),power_class(complement(power_class(v)))),null_class) member(apply(choice,symmetric_difference(complement(u),power_class(complement(power_class(v))))),union(u,image(element_relation,power_class(v))))*.
% 299.74/300.50 163324[0:Rew:75578.0,163066.0] || -> equal(intersection(union(power_class(complement(power_class(u))),union(v,complement(union(w,x)))),union(image(element_relation,power_class(u)),intersection(complement(v),union(w,x)))),symmetric_difference(power_class(complement(power_class(u))),union(v,complement(union(w,x)))))**.
% 299.74/300.50 163325[0:Rew:75578.0,163050.0] || -> equal(intersection(union(power_class(complement(power_class(u))),union(complement(union(v,w)),x)),union(image(element_relation,power_class(u)),intersection(union(v,w),complement(x)))),symmetric_difference(power_class(complement(power_class(u))),union(complement(union(v,w)),x)))**.
% 299.74/300.50 163341[0:Rew:48279.0,163168.1] || member(not_subclass_element(symmetric_difference(power_class(complement(power_class(u))),complement(v)),intersection(w,union(image(element_relation,power_class(u)),v))),w)* -> subclass(symmetric_difference(power_class(complement(power_class(u))),complement(v)),intersection(w,union(image(element_relation,power_class(u)),v))).
% 299.74/300.50 163351[0:Rew:48279.0,162934.1,48279.0,162934.0] || member(symmetric_difference(power_class(complement(power_class(u))),complement(v)),universal_class) -> equal(symmetric_difference(power_class(complement(power_class(u))),complement(v)),null_class) member(apply(choice,symmetric_difference(power_class(complement(power_class(u))),complement(v))),union(image(element_relation,power_class(u)),v))*.
% 299.74/300.50 163510[0:Rew:47973.0,163389.2,47973.0,163389.0] || member(intersection(u,union(complement(power_class(v)),w)),universal_class) member(apply(choice,intersection(u,union(complement(power_class(v)),w))),intersection(power_class(v),complement(w)))* -> equal(intersection(u,union(complement(power_class(v)),w)),null_class).
% 299.74/300.50 163511[0:Rew:103948.0,163388.2,103948.0,163388.0] || member(intersection(u,union(v,complement(successor(w)))),universal_class) member(apply(choice,intersection(u,union(v,complement(successor(w))))),intersection(complement(v),successor(w)))* -> equal(intersection(u,union(v,complement(successor(w)))),null_class).
% 299.74/300.50 163512[0:Rew:47967.0,163387.2,47967.0,163387.0] || member(intersection(u,union(v,complement(power_class(w)))),universal_class) member(apply(choice,intersection(u,union(v,complement(power_class(w))))),intersection(complement(v),power_class(w)))* -> equal(intersection(u,union(v,complement(power_class(w)))),null_class).
% 299.74/300.50 163720[0:Rew:47973.0,163580.2,47973.0,163580.0] || member(intersection(union(complement(power_class(u)),v),w),universal_class) member(apply(choice,intersection(union(complement(power_class(u)),v),w)),intersection(power_class(u),complement(v)))* -> equal(intersection(union(complement(power_class(u)),v),w),null_class).
% 299.74/300.50 163721[0:Rew:103948.0,163579.2,103948.0,163579.0] || member(intersection(union(u,complement(successor(v))),w),universal_class) member(apply(choice,intersection(union(u,complement(successor(v))),w)),intersection(complement(u),successor(v)))* -> equal(intersection(union(u,complement(successor(v))),w),null_class).
% 299.74/300.50 163722[0:Rew:47967.0,163578.2,47967.0,163578.0] || member(intersection(union(u,complement(power_class(v))),w),universal_class) member(apply(choice,intersection(union(u,complement(power_class(v))),w)),intersection(complement(u),power_class(v)))* -> equal(intersection(union(u,complement(power_class(v))),w),null_class).
% 299.74/300.50 164146[0:Res:12960.4,9362.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,symmetric_difference(union(w,x),union(complement(w),complement(x))))* -> member(ordered_pair(v,u),complement(symmetric_difference(complement(w),complement(x))))*.
% 299.74/300.50 164114[0:Res:12960.4,885.1] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,complement(intersection(w,x))) member(ordered_pair(v,u),union(w,x)) -> member(ordered_pair(v,u),symmetric_difference(w,x))*.
% 299.74/300.50 164231[0:MRR:164193.1,308.0] || member(u,universal_class) equal(successor(ordered_pair(v,w)),u) subclass(successor_relation,cross_product(cross_product(universal_class,universal_class),universal_class)) member(ordered_pair(ordered_pair(w,u),v),x) -> member(ordered_pair(ordered_pair(v,w),u),rotate(x))*.
% 299.74/300.50 164232[0:MRR:164192.1,308.0] || member(u,universal_class) equal(successor(ordered_pair(v,w)),u) subclass(successor_relation,cross_product(cross_product(universal_class,universal_class),universal_class)) member(ordered_pair(ordered_pair(w,v),u),x) -> member(ordered_pair(ordered_pair(v,w),u),flip(x))*.
% 299.74/300.50 164626[4:SpR:13472.2,17769.2] || equal(u,v) member(ordered_pair(choice,unordered_pair(v,u)),cross_product(universal_class,universal_class)) member(unordered_pair(v,u),cantor(choice)) -> equal(unordered_pair(v,u),null_class) member(ordered_pair(choice,ordered_pair(unordered_pair(v,u),v)),application_function)*.
% 299.74/300.50 164646[4:MRR:164621.0,12451.1] || member(ordered_pair(choice,intersection(singleton(u),v)),cross_product(universal_class,universal_class)) member(intersection(singleton(u),v),cantor(choice)) -> equal(intersection(singleton(u),v),null_class) member(ordered_pair(choice,ordered_pair(intersection(singleton(u),v),u)),application_function)*.
% 299.74/300.50 164647[4:MRR:164620.0,12451.1] || member(ordered_pair(choice,intersection(u,singleton(v))),cross_product(universal_class,universal_class)) member(intersection(u,singleton(v)),cantor(choice)) -> equal(intersection(u,singleton(v)),null_class) member(ordered_pair(choice,ordered_pair(intersection(u,singleton(v)),v)),application_function)*.
% 299.74/300.50 165184[0:Res:13089.3,617.0] || member(intersection(u,v),universal_class) subclass(v,ordered_pair(w,x))* -> equal(intersection(u,v),null_class) equal(apply(choice,intersection(u,v)),unordered_pair(w,singleton(x)))* equal(apply(choice,intersection(u,v)),singleton(w)).
% 299.74/300.50 165179[0:Res:13089.3,8686.2] || member(intersection(u,v),universal_class) subclass(v,union(w,x))* member(apply(choice,intersection(u,v)),complement(x))* member(apply(choice,intersection(u,v)),complement(w))* -> equal(intersection(u,v),null_class).
% 299.74/300.50 165177[0:Res:13089.3,9362.0] || member(intersection(u,v),universal_class) subclass(v,symmetric_difference(union(w,x),union(complement(w),complement(x))))* -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),complement(symmetric_difference(complement(w),complement(x))))*.
% 299.74/300.50 165499[0:Res:13287.3,617.0] || member(intersection(u,v),universal_class) subclass(u,ordered_pair(w,x))* -> equal(intersection(u,v),null_class) equal(apply(choice,intersection(u,v)),unordered_pair(w,singleton(x)))* equal(apply(choice,intersection(u,v)),singleton(w)).
% 299.74/300.50 165494[0:Res:13287.3,8686.2] || member(intersection(u,v),universal_class) subclass(u,union(w,x))* member(apply(choice,intersection(u,v)),complement(x))* member(apply(choice,intersection(u,v)),complement(w))* -> equal(intersection(u,v),null_class).
% 299.74/300.50 165492[0:Res:13287.3,9362.0] || member(intersection(u,v),universal_class) subclass(u,symmetric_difference(union(w,x),union(complement(w),complement(x))))* -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),complement(symmetric_difference(complement(w),complement(x))))*.
% 299.74/300.50 167863[0:Res:7755.2,12416.1] || subclass(u,complement(intersection(v,w))) member(not_subclass_element(intersection(u,x),y),union(v,w))* subclass(symmetric_difference(v,w),z)* -> subclass(intersection(u,x),y) member(not_subclass_element(intersection(u,x),y),z)*.
% 299.74/300.50 167861[0:Res:6563.2,12416.1] || subclass(u,complement(intersection(v,w))) member(not_subclass_element(intersection(x,u),y),union(v,w))* subclass(symmetric_difference(v,w),z)* -> subclass(intersection(x,u),y) member(not_subclass_element(intersection(x,u),y),z)*.
% 299.74/300.50 167837[4:Res:30316.0,12416.1] || member(regular(union(null_class,complement(intersection(u,v)))),union(u,v))* subclass(symmetric_difference(u,v),w) -> equal(union(null_class,complement(intersection(u,v))),null_class) member(regular(union(null_class,complement(intersection(u,v)))),w)*.
% 299.74/300.50 167829[0:Res:5957.2,12416.1] || member(inverse(u),universal_class) subclass(domain_relation,complement(intersection(v,w))) member(ordered_pair(inverse(u),range_of(u)),union(v,w))* subclass(symmetric_difference(v,w),x)* -> member(ordered_pair(inverse(u),range_of(u)),x)*.
% 299.74/300.50 167815[0:Res:184.1,12416.1] || member(regular(intersection(u,complement(intersection(v,w)))),union(v,w))* subclass(symmetric_difference(v,w),x) -> equal(intersection(u,complement(intersection(v,w))),null_class) member(regular(intersection(u,complement(intersection(v,w)))),x)*.
% 299.74/300.50 167783[0:Res:192.1,12416.1] || member(regular(intersection(complement(intersection(u,v)),w)),union(u,v))* subclass(symmetric_difference(u,v),x) -> equal(intersection(complement(intersection(u,v)),w),null_class) member(regular(intersection(complement(intersection(u,v)),w)),x)*.
% 299.74/300.50 168259[0:Res:8431.2,78949.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))))* -> member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),complement(symmetric_difference(cross_product(v,w),x)))*.
% 299.74/300.50 168258[0:Res:8432.2,78949.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))))* -> member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),complement(symmetric_difference(cross_product(v,w),x)))*.
% 299.74/300.50 168240[0:Res:11931.0,78949.0] || -> subclass(u,complement(symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))))) member(not_subclass_element(u,complement(symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))))),complement(symmetric_difference(cross_product(v,w),x)))*.
% 299.74/300.50 168559[0:Res:8431.2,79442.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))))* -> member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),complement(symmetric_difference(v,cross_product(w,x))))*.
% 299.74/300.50 168558[0:Res:8432.2,79442.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))))* -> member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),complement(symmetric_difference(v,cross_product(w,x))))*.
% 299.74/300.50 168540[0:Res:11931.0,79442.0] || -> subclass(u,complement(symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))))) member(not_subclass_element(u,complement(symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))))),complement(symmetric_difference(v,cross_product(w,x))))*.
% 299.74/300.50 170325[0:SpR:13493.0,9529.1] || member(restrict(element_relation,universal_class,image(choice,singleton(unordered_pair(u,v)))),universal_class) -> equal(unordered_pair(u,v),null_class) member(u,unordered_pair(u,v))* member(ordered_pair(restrict(element_relation,universal_class,image(choice,singleton(unordered_pair(u,v)))),v),domain_relation)*.
% 299.74/300.50 170323[0:SpR:13495.0,9529.1] || member(restrict(element_relation,universal_class,image(choice,singleton(unordered_pair(u,v)))),universal_class) -> equal(unordered_pair(u,v),null_class) member(v,unordered_pair(u,v))* member(ordered_pair(restrict(element_relation,universal_class,image(choice,singleton(unordered_pair(u,v)))),u),domain_relation)*.
% 299.74/300.50 170632[0:Res:26.2,13991.2] || member(ordered_pair(u,ordered_pair(v,compose(u,v))),w)* member(ordered_pair(u,ordered_pair(v,compose(u,v))),x)* member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,complement(intersection(x,w)))* -> .
% 299.74/300.50 171568[0:SpR:48838.0,47988.1] || member(u,universal_class) -> member(u,intersection(union(image(element_relation,power_class(v)),complement(power_class(w))),union(x,complement(power_class(y)))))* member(u,union(intersection(power_class(complement(power_class(v))),power_class(w)),intersection(complement(x),power_class(y)))).
% 299.74/300.50 171566[0:SpR:48835.0,47988.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),image(element_relation,power_class(w))),union(x,complement(power_class(y)))))* member(u,union(intersection(power_class(v),power_class(complement(power_class(w)))),intersection(complement(x),power_class(y)))).
% 299.74/300.50 172157[4:Res:47996.2,17825.2] || member(ordered_pair(u,cantor(u)),union(complement(v),power_class(w)))* member(ordered_pair(u,cantor(u)),union(v,complement(power_class(w)))) member(u,universal_class) subclass(domain_relation,complement(symmetric_difference(complement(v),power_class(w)))) -> .
% 299.74/300.50 172222[4:MRR:172156.4,172162.2] || member(ordered_pair(u,cantor(u)),union(complement(v),power_class(w)))* member(ordered_pair(u,cantor(u)),union(v,complement(power_class(w)))) member(u,universal_class) subclass(domain_relation,regular(symmetric_difference(complement(v),power_class(w)))) -> .
% 299.74/300.50 172323[0:SpR:48838.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),union(image(element_relation,power_class(x)),complement(power_class(y)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(power_class(complement(power_class(x))),power_class(y)))).
% 299.74/300.50 172321[0:SpR:48835.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),union(complement(power_class(x)),image(element_relation,power_class(y)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(power_class(x),power_class(complement(power_class(y)))))).
% 299.74/300.50 172910[0:SpR:48838.0,48037.1] || member(u,universal_class) -> member(u,intersection(union(image(element_relation,power_class(v)),complement(power_class(w))),union(complement(power_class(x)),y)))* member(u,union(intersection(power_class(complement(power_class(v))),power_class(w)),intersection(power_class(x),complement(y)))).
% 299.74/300.50 172908[0:SpR:48835.0,48037.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),image(element_relation,power_class(w))),union(complement(power_class(x)),y)))* member(u,union(intersection(power_class(v),power_class(complement(power_class(w)))),intersection(power_class(x),complement(y)))).
% 299.74/300.50 14009[0:Res:1040.2,617.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,ordered_pair(w,x))* -> equal(ordered_pair(u,ordered_pair(v,compose(u,v))),unordered_pair(w,singleton(x)))* equal(ordered_pair(u,ordered_pair(v,compose(u,v))),singleton(w)).
% 299.74/300.50 15136[0:Rew:826.1,15115.3] || member(first(not_subclass_element(cross_product(u,v),w)),second(not_subclass_element(cross_product(u,v),w)))* member(not_subclass_element(cross_product(u,v),w),cross_product(universal_class,universal_class)) -> subclass(cross_product(u,v),w) member(not_subclass_element(cross_product(u,v),w),element_relation).
% 299.74/300.50 15729[0:SpL:829.2,99.0] || member(cross_product(u,v),universal_class) member(ordered_pair(w,apply(choice,cross_product(u,v))),composition_function)* -> equal(cross_product(u,v),null_class) equal(compose(w,first(apply(choice,cross_product(u,v)))),second(apply(choice,cross_product(u,v)))).
% 299.74/300.50 15727[0:SpL:829.2,110.0] || member(cross_product(u,v),universal_class) member(ordered_pair(w,apply(choice,cross_product(u,v))),application_function)* -> equal(cross_product(u,v),null_class) equal(apply(w,first(apply(choice,cross_product(u,v)))),second(apply(choice,cross_product(u,v)))).
% 299.74/300.50 17415[4:Rew:17265.0,1166.0] || member(u,cantor(singleton(ordered_pair(u,v)))) member(singleton(singleton(singleton(ordered_pair(u,v)))),cross_product(universal_class,cross_product(universal_class,universal_class))) -> member(ordered_pair(singleton(ordered_pair(u,v)),ordered_pair(u,apply(singleton(ordered_pair(u,v)),u))),application_function)*.
% 299.74/300.50 37706[0:Res:285.1,885.1] || member(not_subclass_element(restrict(complement(intersection(u,v)),w,x),y),union(u,v)) -> subclass(restrict(complement(intersection(u,v)),w,x),y) member(not_subclass_element(restrict(complement(intersection(u,v)),w,x),y),symmetric_difference(u,v))*.
% 299.74/300.50 39685[9:MRR:18501.4,39676.0] single_valued_class(restrict(element_relation,universal_class,u)) || subclass(range_of(restrict(element_relation,universal_class,u)),cantor(sum_class(u)))* equal(cross_product(cantor(sum_class(u)),cantor(sum_class(u))),sum_class(u)) equal(restrict(element_relation,universal_class,u),cross_product(universal_class,universal_class)) -> .
% 299.74/300.50 40133[9:SoR:39535.0,2767.2] single_valued_class(restrict(u,v,universal_class)) || subclass(image(u,v),cantor(cantor(w))) equal(cantor(cantor(x)),universal_class) equal(restrict(u,v,universal_class),cross_product(universal_class,universal_class)) -> compatible(restrict(u,v,universal_class),x,w)*.
% 299.74/300.50 52183[0:Rew:9395.0,52148.2,9395.0,52148.1] || member(not_subclass_element(u,symmetric_difference(complement(v),complement(singleton(v)))),union(complement(v),complement(singleton(v))))* member(not_subclass_element(u,symmetric_difference(complement(v),complement(singleton(v)))),successor(v)) -> subclass(u,symmetric_difference(complement(v),complement(singleton(v)))).
% 299.74/300.50 52347[4:Rew:829.2,52335.3] || member(cross_product(u,v),universal_class) member(singleton(singleton(singleton(apply(choice,cross_product(u,v))))),application_function) -> equal(cross_product(u,v),null_class) member(first(apply(choice,cross_product(u,v))),cantor(singleton(apply(choice,cross_product(u,v)))))*.
% 299.74/300.50 55915[0:Res:1040.2,8686.2] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,union(w,x))* member(ordered_pair(u,ordered_pair(v,compose(u,v))),complement(x))* member(ordered_pair(u,ordered_pair(v,compose(u,v))),complement(w))* -> .
% 299.74/300.50 57777[0:Rew:32.0,57671.1,32.0,57671.0] || -> subclass(intersection(u,restrict(v,w,x)),y) equal(ordered_pair(first(not_subclass_element(intersection(u,restrict(v,w,x)),y)),second(not_subclass_element(intersection(u,restrict(v,w,x)),y))),not_subclass_element(intersection(u,restrict(v,w,x)),y))**.
% 299.74/300.50 59147[0:Rew:32.0,59039.1,32.0,59039.0] || -> subclass(intersection(restrict(u,v,w),x),y) equal(ordered_pair(first(not_subclass_element(intersection(restrict(u,v,w),x),y)),second(not_subclass_element(intersection(restrict(u,v,w),x),y))),not_subclass_element(intersection(restrict(u,v,w),x),y))**.
% 299.74/300.50 64174[0:Rew:826.1,64163.2] || member(singleton(singleton(singleton(not_subclass_element(cross_product(u,v),w)))),application_function) -> subclass(cross_product(u,v),w) equal(apply(singleton(not_subclass_element(cross_product(u,v),w)),first(not_subclass_element(cross_product(u,v),w))),second(not_subclass_element(cross_product(u,v),w)))**.
% 299.74/300.50 64218[0:Rew:826.1,64207.2] || member(singleton(singleton(singleton(not_subclass_element(cross_product(u,v),w)))),composition_function) -> subclass(cross_product(u,v),w) equal(compose(singleton(not_subclass_element(cross_product(u,v),w)),first(not_subclass_element(cross_product(u,v),w))),second(not_subclass_element(cross_product(u,v),w)))**.
% 299.74/300.50 64437[2:Res:13412.1,7716.0] || member(regular(intersection(regular(intersection(u,v)),w)),union(u,v)) -> member(regular(intersection(regular(intersection(u,v)),w)),symmetric_difference(u,v))* equal(intersection(regular(intersection(u,v)),w),null_class) equal(intersection(u,v),null_class).
% 299.74/300.50 65119[2:Res:13412.1,7728.0] || member(regular(intersection(u,regular(intersection(v,w)))),union(v,w)) -> member(regular(intersection(u,regular(intersection(v,w)))),symmetric_difference(v,w))* equal(intersection(u,regular(intersection(v,w))),null_class) equal(intersection(v,w),null_class).
% 299.74/300.50 67132[0:SpL:48104.0,885.1] || member(u,union(union(v,complement(power_class(w))),union(complement(v),power_class(w)))) member(u,complement(symmetric_difference(complement(v),power_class(w)))) -> member(u,symmetric_difference(union(v,complement(power_class(w))),union(complement(v),power_class(w))))*.
% 299.74/300.50 68346[0:Res:12468.3,62.0] || member(u,universal_class) member(v,u) subclass(element_relation,image(w,image(x,singleton(y)))) member(ordered_pair(y,ordered_pair(v,u)),cross_product(universal_class,universal_class))* -> member(ordered_pair(y,ordered_pair(v,u)),compose(w,x))*.
% 299.74/300.50 69387[0:Rew:69304.0,69376.3,69304.0,69376.2,69304.0,69376.0] || member(range_of(null_class),universal_class) member(ordered_pair(u,apply(choice,range_of(null_class))),cross_product(universal_class,universal_class)) -> equal(range_of(null_class),null_class) member(ordered_pair(u,apply(choice,range_of(null_class))),compose(complement(cross_product(image(v,singleton(u)),universal_class)),v))*.
% 299.74/300.50 71941[4:Rew:71468.1,71641.3,71468.1,71641.2] || equal(u,universal_class) member(ordered_pair(u,regular(image(v,image(w,null_class)))),cross_product(universal_class,universal_class))* -> equal(image(v,image(w,null_class)),null_class) member(ordered_pair(u,regular(image(v,image(w,null_class)))),compose(v,w))*.
% 299.74/300.50 72353[0:Res:3147.1,617.0] || -> equal(intersection(u,restrict(ordered_pair(v,w),x,y)),null_class) equal(regular(intersection(u,restrict(ordered_pair(v,w),x,y))),unordered_pair(v,singleton(w)))** equal(regular(intersection(u,restrict(ordered_pair(v,w),x,y))),singleton(v)).
% 299.74/300.50 72348[0:Res:3147.1,8686.2] || member(regular(intersection(u,restrict(union(v,w),x,y))),complement(w))* member(regular(intersection(u,restrict(union(v,w),x,y))),complement(v))* -> equal(intersection(u,restrict(union(v,w),x,y)),null_class).
% 299.74/300.50 72589[0:Res:3319.1,617.0] || -> equal(intersection(restrict(ordered_pair(u,v),w,x),y),null_class) equal(regular(intersection(restrict(ordered_pair(u,v),w,x),y)),unordered_pair(u,singleton(v)))** equal(regular(intersection(restrict(ordered_pair(u,v),w,x),y)),singleton(u)).
% 299.74/300.50 72584[0:Res:3319.1,8686.2] || member(regular(intersection(restrict(union(u,v),w,x),y)),complement(v))* member(regular(intersection(restrict(union(u,v),w,x),y)),complement(u))* -> equal(intersection(restrict(union(u,v),w,x),y),null_class).
% 299.74/300.50 72896[0:Res:882.2,14563.1] || member(not_subclass_element(u,intersection(restrict(v,w,x),y)),cross_product(w,x))* member(not_subclass_element(u,intersection(restrict(v,w,x),y)),v)* subclass(u,y) -> subclass(u,intersection(restrict(v,w,x),y)).
% 299.74/300.50 73150[0:Res:13412.1,14565.0] || member(not_subclass_element(intersection(u,v),intersection(intersection(w,x),v)),union(w,x)) -> member(not_subclass_element(intersection(u,v),intersection(intersection(w,x),v)),symmetric_difference(w,x))* subclass(intersection(u,v),intersection(intersection(w,x),v)).
% 299.74/300.50 73468[0:Res:13412.1,14566.0] || member(not_subclass_element(intersection(u,v),intersection(intersection(w,x),u)),union(w,x)) -> member(not_subclass_element(intersection(u,v),intersection(intersection(w,x),u)),symmetric_difference(w,x))* subclass(intersection(u,v),intersection(intersection(w,x),u)).
% 299.74/300.50 79022[0:SpL:75586.0,885.1] || member(u,union(union(cross_product(v,w),x),complement(restrict(x,v,w)))) member(u,complement(symmetric_difference(cross_product(v,w),x))) -> member(u,symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))))*.
% 299.74/300.50 79514[0:SpL:75587.0,885.1] || member(u,union(union(v,cross_product(w,x)),complement(restrict(v,w,x)))) member(u,complement(symmetric_difference(v,cross_product(w,x)))) -> member(u,symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))))*.
% 299.74/300.50 80297[0:Rew:80146.0,80199.2,80146.0,80199.0] || member(symmetric_difference(union(u,v),complement(intersection(u,v))),universal_class) -> equal(symmetric_difference(union(u,v),complement(intersection(u,v))),null_class) member(apply(choice,symmetric_difference(union(u,v),complement(intersection(u,v)))),complement(symmetric_difference(u,v)))*.
% 299.74/300.50 80589[0:Rew:80566.0,80011.2] || member(u,union(union(power_class(v),complement(w)),union(complement(power_class(v)),w))) member(u,complement(symmetric_difference(power_class(v),complement(w)))) -> member(u,symmetric_difference(union(power_class(v),complement(w)),union(complement(power_class(v)),w)))*.
% 299.74/300.50 83619[4:Res:17597.3,937.0] || member(u,universal_class) member(range_of(null_class),universal_class) member(v,w)* -> member(u,cantor(x)) equal(ordered_pair(first(ordered_pair(v,apply(x,u))),second(ordered_pair(v,apply(x,u)))),ordered_pair(v,apply(x,u)))**.
% 299.74/300.50 84945[0:Rew:48838.0,84848.1] || member(regular(intersection(union(image(element_relation,power_class(u)),complement(power_class(v))),complement(w))),union(intersection(power_class(complement(power_class(u))),power_class(v)),w))* -> equal(intersection(union(image(element_relation,power_class(u)),complement(power_class(v))),complement(w)),null_class).
% 299.74/300.50 84946[0:Rew:48835.0,84847.1] || member(regular(intersection(union(complement(power_class(u)),image(element_relation,power_class(v))),complement(w))),union(intersection(power_class(u),power_class(complement(power_class(v)))),w))* -> equal(intersection(union(complement(power_class(u)),image(element_relation,power_class(v))),complement(w)),null_class).
% 299.74/300.50 84947[0:Rew:48838.0,84826.1] || member(regular(intersection(complement(u),union(image(element_relation,power_class(v)),complement(power_class(w))))),union(u,intersection(power_class(complement(power_class(v))),power_class(w))))* -> equal(intersection(complement(u),union(image(element_relation,power_class(v)),complement(power_class(w)))),null_class).
% 299.74/300.50 84948[0:Rew:48835.0,84825.1] || member(regular(intersection(complement(u),union(complement(power_class(v)),image(element_relation,power_class(w))))),union(u,intersection(power_class(v),power_class(complement(power_class(w))))))* -> equal(intersection(complement(u),union(complement(power_class(v)),image(element_relation,power_class(w)))),null_class).
% 299.74/300.50 89021[0:MRR:88964.0,12502.1] || member(not_subclass_element(u,intersection(v,intersection(complement(w),power_class(x)))),v)* -> member(not_subclass_element(u,intersection(v,intersection(complement(w),power_class(x)))),union(w,complement(power_class(x))))* subclass(u,intersection(v,intersection(complement(w),power_class(x)))).
% 299.74/300.50 89443[0:MRR:89382.0,12502.1] || member(not_subclass_element(u,intersection(v,intersection(power_class(w),complement(x)))),v)* -> member(not_subclass_element(u,intersection(v,intersection(power_class(w),complement(x)))),union(complement(power_class(w)),x))* subclass(u,intersection(v,intersection(power_class(w),complement(x)))).
% 299.74/300.50 92542[0:Rew:48838.0,92436.0] || -> subclass(symmetric_difference(union(image(element_relation,power_class(u)),complement(power_class(v))),complement(w)),x) member(not_subclass_element(symmetric_difference(union(image(element_relation,power_class(u)),complement(power_class(v))),complement(w)),x),union(intersection(power_class(complement(power_class(u))),power_class(v)),w))*.
% 299.74/300.50 92543[0:Rew:48835.0,92435.0] || -> subclass(symmetric_difference(union(complement(power_class(u)),image(element_relation,power_class(v))),complement(w)),x) member(not_subclass_element(symmetric_difference(union(complement(power_class(u)),image(element_relation,power_class(v))),complement(w)),x),union(intersection(power_class(u),power_class(complement(power_class(v)))),w))*.
% 299.74/300.50 92544[0:Rew:48838.0,92412.0] || -> subclass(symmetric_difference(complement(u),union(image(element_relation,power_class(v)),complement(power_class(w)))),x) member(not_subclass_element(symmetric_difference(complement(u),union(image(element_relation,power_class(v)),complement(power_class(w)))),x),union(u,intersection(power_class(complement(power_class(v))),power_class(w))))*.
% 299.74/300.50 92545[0:Rew:48835.0,92411.0] || -> subclass(symmetric_difference(complement(u),union(complement(power_class(v)),image(element_relation,power_class(w)))),x) member(not_subclass_element(symmetric_difference(complement(u),union(complement(power_class(v)),image(element_relation,power_class(w)))),x),union(u,intersection(power_class(v),power_class(complement(power_class(w))))))*.
% 299.74/300.50 93335[0:Rew:48838.0,93194.1] || -> member(not_subclass_element(u,intersection(union(image(element_relation,power_class(v)),complement(power_class(w))),complement(x))),union(intersection(power_class(complement(power_class(v))),power_class(w)),x))* subclass(u,intersection(union(image(element_relation,power_class(v)),complement(power_class(w))),complement(x))).
% 299.74/300.50 93336[0:Rew:48835.0,93193.1] || -> member(not_subclass_element(u,intersection(union(complement(power_class(v)),image(element_relation,power_class(w))),complement(x))),union(intersection(power_class(v),power_class(complement(power_class(w)))),x))* subclass(u,intersection(union(complement(power_class(v)),image(element_relation,power_class(w))),complement(x))).
% 299.74/300.50 93337[0:Rew:48838.0,93170.1] || -> member(not_subclass_element(u,intersection(complement(v),union(image(element_relation,power_class(w)),complement(power_class(x))))),union(v,intersection(power_class(complement(power_class(w))),power_class(x))))* subclass(u,intersection(complement(v),union(image(element_relation,power_class(w)),complement(power_class(x))))).
% 299.74/300.50 93338[0:Rew:48835.0,93169.1] || -> member(not_subclass_element(u,intersection(complement(v),union(complement(power_class(w)),image(element_relation,power_class(x))))),union(v,intersection(power_class(w),power_class(complement(power_class(x))))))* subclass(u,intersection(complement(v),union(complement(power_class(w)),image(element_relation,power_class(x))))).
% 299.74/300.50 96268[0:Res:7760.1,48030.0] || member(not_subclass_element(intersection(restrict(intersection(complement(u),power_class(complement(power_class(v)))),w,x),y),z),union(u,image(element_relation,power_class(v))))* -> subclass(intersection(restrict(intersection(complement(u),power_class(complement(power_class(v)))),w,x),y),z).
% 299.74/300.50 96267[0:Res:6567.1,48030.0] || member(not_subclass_element(intersection(u,restrict(intersection(complement(v),power_class(complement(power_class(w)))),x,y)),z),union(v,image(element_relation,power_class(w))))* -> subclass(intersection(u,restrict(intersection(complement(v),power_class(complement(power_class(w)))),x,y)),z).
% 299.74/300.50 96209[0:Res:73.2,48030.0] || member(intersection(complement(u),power_class(complement(power_class(v)))),universal_class) member(apply(choice,intersection(complement(u),power_class(complement(power_class(v))))),union(u,image(element_relation,power_class(v))))* -> equal(intersection(complement(u),power_class(complement(power_class(v)))),null_class).
% 299.74/300.50 96587[0:Res:7760.1,48062.0] || member(not_subclass_element(intersection(restrict(intersection(power_class(complement(power_class(u))),complement(v)),w,x),y),z),union(image(element_relation,power_class(u)),v))* -> subclass(intersection(restrict(intersection(power_class(complement(power_class(u))),complement(v)),w,x),y),z).
% 299.74/300.50 96586[0:Res:6567.1,48062.0] || member(not_subclass_element(intersection(u,restrict(intersection(power_class(complement(power_class(v))),complement(w)),x,y)),z),union(image(element_relation,power_class(v)),w))* -> subclass(intersection(u,restrict(intersection(power_class(complement(power_class(v))),complement(w)),x,y)),z).
% 299.74/300.50 96528[0:Res:73.2,48062.0] || member(intersection(power_class(complement(power_class(u))),complement(v)),universal_class) member(apply(choice,intersection(power_class(complement(power_class(u))),complement(v))),union(image(element_relation,power_class(u)),v))* -> equal(intersection(power_class(complement(power_class(u))),complement(v)),null_class).
% 299.74/300.50 96687[4:Res:95315.0,9804.1] || member(union(null_class,intersection(union(null_class,intersection(u,v)),w)),universal_class) -> equal(union(null_class,intersection(union(null_class,intersection(u,v)),w)),null_class) member(apply(choice,union(null_class,intersection(union(null_class,intersection(u,v)),w))),u)*.
% 299.74/300.50 96686[4:Res:95315.0,9805.1] || member(union(null_class,intersection(union(null_class,intersection(u,v)),w)),universal_class) -> equal(union(null_class,intersection(union(null_class,intersection(u,v)),w)),null_class) member(apply(choice,union(null_class,intersection(union(null_class,intersection(u,v)),w))),v)*.
% 299.74/300.50 97019[4:Res:95358.0,9804.1] || member(union(null_class,intersection(u,union(null_class,intersection(v,w)))),universal_class) -> equal(union(null_class,intersection(u,union(null_class,intersection(v,w)))),null_class) member(apply(choice,union(null_class,intersection(u,union(null_class,intersection(v,w))))),v)*.
% 299.74/300.50 97018[4:Res:95358.0,9805.1] || member(union(null_class,intersection(u,union(null_class,intersection(v,w)))),universal_class) -> equal(union(null_class,intersection(u,union(null_class,intersection(v,w)))),null_class) member(apply(choice,union(null_class,intersection(u,union(null_class,intersection(v,w))))),w)*.
% 299.74/300.50 97337[0:Rew:48870.0,97244.1] || member(not_subclass_element(intersection(u,union(complement(power_class(v)),intersection(complement(w),power_class(x)))),y),intersection(power_class(v),union(w,complement(power_class(x)))))* -> subclass(intersection(u,union(complement(power_class(v)),intersection(complement(w),power_class(x)))),y).
% 299.74/300.50 97338[0:Rew:48870.0,97220.1] || member(not_subclass_element(intersection(union(complement(power_class(u)),intersection(complement(v),power_class(w))),x),y),intersection(power_class(u),union(v,complement(power_class(w)))))* -> subclass(intersection(union(complement(power_class(u)),intersection(complement(v),power_class(w))),x),y).
% 299.74/300.50 97127[0:SpR:48870.0,569.0] || -> equal(intersection(union(u,intersection(power_class(v),union(w,complement(power_class(x))))),union(complement(u),union(complement(power_class(v)),intersection(complement(w),power_class(x))))),symmetric_difference(complement(u),union(complement(power_class(v)),intersection(complement(w),power_class(x)))))**.
% 299.74/300.50 97076[0:SpR:48870.0,569.0] || -> equal(intersection(union(intersection(power_class(u),union(v,complement(power_class(w)))),x),union(union(complement(power_class(u)),intersection(complement(v),power_class(w))),complement(x))),symmetric_difference(union(complement(power_class(u)),intersection(complement(v),power_class(w))),complement(x)))**.
% 299.74/300.50 98036[0:Rew:48871.0,97946.1] || member(not_subclass_element(intersection(u,union(intersection(complement(v),power_class(w)),complement(power_class(x)))),y),intersection(union(v,complement(power_class(w))),power_class(x)))* -> subclass(intersection(u,union(intersection(complement(v),power_class(w)),complement(power_class(x)))),y).
% 299.74/300.50 98037[0:Rew:48871.0,97922.1] || member(not_subclass_element(intersection(union(intersection(complement(u),power_class(v)),complement(power_class(w))),x),y),intersection(union(u,complement(power_class(v))),power_class(w)))* -> subclass(intersection(union(intersection(complement(u),power_class(v)),complement(power_class(w))),x),y).
% 299.74/300.50 97829[0:SpR:48871.0,569.0] || -> equal(intersection(union(u,intersection(union(v,complement(power_class(w))),power_class(x))),union(complement(u),union(intersection(complement(v),power_class(w)),complement(power_class(x))))),symmetric_difference(complement(u),union(intersection(complement(v),power_class(w)),complement(power_class(x)))))**.
% 299.74/300.50 97778[0:SpR:48871.0,569.0] || -> equal(intersection(union(intersection(union(u,complement(power_class(v))),power_class(w)),x),union(union(intersection(complement(u),power_class(v)),complement(power_class(w))),complement(x))),symmetric_difference(union(intersection(complement(u),power_class(v)),complement(power_class(w))),complement(x)))**.
% 299.74/300.50 98732[0:Rew:48872.0,98637.1] || member(not_subclass_element(intersection(u,union(intersection(power_class(v),complement(w)),complement(power_class(x)))),y),intersection(union(complement(power_class(v)),w),power_class(x)))* -> subclass(intersection(u,union(intersection(power_class(v),complement(w)),complement(power_class(x)))),y).
% 299.74/300.50 98733[0:Rew:48872.0,98613.1] || member(not_subclass_element(intersection(union(intersection(power_class(u),complement(v)),complement(power_class(w))),x),y),intersection(union(complement(power_class(u)),v),power_class(w)))* -> subclass(intersection(union(intersection(power_class(u),complement(v)),complement(power_class(w))),x),y).
% 299.74/300.50 98516[0:SpR:48872.0,569.0] || -> equal(intersection(union(u,intersection(union(complement(power_class(v)),w),power_class(x))),union(complement(u),union(intersection(power_class(v),complement(w)),complement(power_class(x))))),symmetric_difference(complement(u),union(intersection(power_class(v),complement(w)),complement(power_class(x)))))**.
% 299.74/300.50 98465[0:SpR:48872.0,569.0] || -> equal(intersection(union(intersection(union(complement(power_class(u)),v),power_class(w)),x),union(union(intersection(power_class(u),complement(v)),complement(power_class(w))),complement(x))),symmetric_difference(union(intersection(power_class(u),complement(v)),complement(power_class(w))),complement(x)))**.
% 299.74/300.50 98858[4:Res:95309.0,9804.1] || member(intersection(intersection(union(null_class,intersection(u,v)),w),x),universal_class) -> equal(intersection(intersection(union(null_class,intersection(u,v)),w),x),null_class) member(apply(choice,intersection(intersection(union(null_class,intersection(u,v)),w),x)),u)*.
% 299.74/300.50 98857[4:Res:95309.0,9805.1] || member(intersection(intersection(union(null_class,intersection(u,v)),w),x),universal_class) -> equal(intersection(intersection(union(null_class,intersection(u,v)),w),x),null_class) member(apply(choice,intersection(intersection(union(null_class,intersection(u,v)),w),x)),v)*.
% 299.74/300.50 98990[4:Res:95320.0,9804.1] || member(intersection(u,intersection(v,union(null_class,intersection(w,x)))),universal_class) -> equal(intersection(u,intersection(v,union(null_class,intersection(w,x)))),null_class) member(apply(choice,intersection(u,intersection(v,union(null_class,intersection(w,x))))),w)*.
% 299.74/300.50 98989[4:Res:95320.0,9805.1] || member(intersection(u,intersection(v,union(null_class,intersection(w,x)))),universal_class) -> equal(intersection(u,intersection(v,union(null_class,intersection(w,x)))),null_class) member(apply(choice,intersection(u,intersection(v,union(null_class,intersection(w,x))))),x)*.
% 299.74/300.50 99116[4:Res:95350.0,9804.1] || member(intersection(u,intersection(union(null_class,intersection(v,w)),x)),universal_class) -> equal(intersection(u,intersection(union(null_class,intersection(v,w)),x)),null_class) member(apply(choice,intersection(u,intersection(union(null_class,intersection(v,w)),x))),v)*.
% 299.74/300.50 99115[4:Res:95350.0,9805.1] || member(intersection(u,intersection(union(null_class,intersection(v,w)),x)),universal_class) -> equal(intersection(u,intersection(union(null_class,intersection(v,w)),x)),null_class) member(apply(choice,intersection(u,intersection(union(null_class,intersection(v,w)),x))),w)*.
% 299.74/300.50 99452[0:Rew:48874.0,99356.1] || member(not_subclass_element(intersection(u,union(complement(power_class(v)),intersection(power_class(w),complement(x)))),y),intersection(power_class(v),union(complement(power_class(w)),x)))* -> subclass(intersection(u,union(complement(power_class(v)),intersection(power_class(w),complement(x)))),y).
% 299.74/300.50 99453[0:Rew:48874.0,99332.1] || member(not_subclass_element(intersection(union(complement(power_class(u)),intersection(power_class(v),complement(w))),x),y),intersection(power_class(u),union(complement(power_class(v)),w)))* -> subclass(intersection(union(complement(power_class(u)),intersection(power_class(v),complement(w))),x),y).
% 299.74/300.50 99235[0:SpR:48874.0,569.0] || -> equal(intersection(union(u,intersection(power_class(v),union(complement(power_class(w)),x))),union(complement(u),union(complement(power_class(v)),intersection(power_class(w),complement(x))))),symmetric_difference(complement(u),union(complement(power_class(v)),intersection(power_class(w),complement(x)))))**.
% 299.74/300.50 99184[0:SpR:48874.0,569.0] || -> equal(intersection(union(intersection(power_class(u),union(complement(power_class(v)),w)),x),union(union(complement(power_class(u)),intersection(power_class(v),complement(w))),complement(x))),symmetric_difference(union(complement(power_class(u)),intersection(power_class(v),complement(w))),complement(x)))**.
% 299.74/300.50 99543[4:Res:95356.0,9804.1] || member(intersection(intersection(u,union(null_class,intersection(v,w))),x),universal_class) -> equal(intersection(intersection(u,union(null_class,intersection(v,w))),x),null_class) member(apply(choice,intersection(intersection(u,union(null_class,intersection(v,w))),x)),v)*.
% 299.74/300.50 99542[4:Res:95356.0,9805.1] || member(intersection(intersection(u,union(null_class,intersection(v,w))),x),universal_class) -> equal(intersection(intersection(u,union(null_class,intersection(v,w))),x),null_class) member(apply(choice,intersection(intersection(u,union(null_class,intersection(v,w))),x)),w)*.
% 299.74/300.50 100418[4:Res:30965.1,17679.1] || member(union(null_class,cross_product(singleton(u),universal_class)),universal_class) member(u,universal_class) member(apply(choice,union(null_class,cross_product(singleton(u),universal_class))),v)* -> equal(union(null_class,cross_product(singleton(u),universal_class)),null_class) member(u,cantor(v)).
% 299.74/300.50 104811[0:Rew:102293.0,102624.2,102293.0,102624.1] || member(not_subclass_element(u,intersection(v,power_class(complement(union(w,x))))),v)* -> member(not_subclass_element(u,intersection(v,power_class(complement(union(w,x))))),image(element_relation,union(w,x)))* subclass(u,intersection(v,power_class(complement(union(w,x))))).
% 299.74/300.50 113615[0:MRR:113514.0,12502.1] || member(not_subclass_element(u,intersection(v,image(element_relation,union(w,x)))),v)* -> member(not_subclass_element(u,intersection(v,image(element_relation,union(w,x)))),power_class(complement(union(w,x))))* subclass(u,intersection(v,image(element_relation,union(w,x)))).
% 299.74/300.50 116706[0:SpL:102469.0,77406.0] || member(u,symmetric_difference(complement(symmetric_difference(cross_product(v,w),x)),complement(intersection(restrict(x,v,w),complement(union(cross_product(v,w),x))))))* -> member(u,complement(symmetric_difference(restrict(x,v,w),complement(union(cross_product(v,w),x))))).
% 299.74/300.50 116647[0:SpR:102469.0,3542.1] || -> equal(intersection(u,symmetric_difference(restrict(v,w,x),complement(union(cross_product(w,x),v)))),null_class) member(regular(intersection(u,symmetric_difference(restrict(v,w,x),complement(union(cross_product(w,x),v))))),complement(symmetric_difference(cross_product(w,x),v)))*.
% 299.74/300.50 116626[0:SpR:102469.0,3537.1] || -> equal(intersection(symmetric_difference(restrict(u,v,w),complement(union(cross_product(v,w),u))),x),null_class) member(regular(intersection(symmetric_difference(restrict(u,v,w),complement(union(cross_product(v,w),u))),x)),complement(symmetric_difference(cross_product(v,w),u)))*.
% 299.74/300.50 117564[0:SpL:102489.0,77406.0] || member(u,symmetric_difference(complement(symmetric_difference(v,cross_product(w,x))),complement(intersection(restrict(v,w,x),complement(union(v,cross_product(w,x)))))))* -> member(u,complement(symmetric_difference(restrict(v,w,x),complement(union(v,cross_product(w,x)))))).
% 299.74/300.50 117509[0:SpR:102489.0,3542.1] || -> equal(intersection(u,symmetric_difference(restrict(v,w,x),complement(union(v,cross_product(w,x))))),null_class) member(regular(intersection(u,symmetric_difference(restrict(v,w,x),complement(union(v,cross_product(w,x)))))),complement(symmetric_difference(v,cross_product(w,x))))*.
% 299.74/300.50 117488[0:SpR:102489.0,3537.1] || -> equal(intersection(symmetric_difference(restrict(u,v,w),complement(union(u,cross_product(v,w)))),x),null_class) member(regular(intersection(symmetric_difference(restrict(u,v,w),complement(union(u,cross_product(v,w)))),x)),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.74/300.50 119018[0:Rew:102945.0,118886.1] || member(not_subclass_element(intersection(u,union(complement(power_class(v)),image(element_relation,union(w,x)))),y),intersection(power_class(v),power_class(complement(union(w,x)))))* -> subclass(intersection(u,union(complement(power_class(v)),image(element_relation,union(w,x)))),y).
% 299.74/300.50 119019[0:Rew:102945.0,118867.1] || member(not_subclass_element(intersection(union(complement(power_class(u)),image(element_relation,union(v,w))),x),y),intersection(power_class(u),power_class(complement(union(v,w)))))* -> subclass(intersection(union(complement(power_class(u)),image(element_relation,union(v,w))),x),y).
% 299.74/300.50 118758[0:SpR:102945.0,569.0] || -> equal(intersection(union(u,intersection(power_class(v),power_class(complement(union(w,x))))),union(complement(u),union(complement(power_class(v)),image(element_relation,union(w,x))))),symmetric_difference(complement(u),union(complement(power_class(v)),image(element_relation,union(w,x)))))**.
% 299.74/300.50 118702[0:SpR:102945.0,569.0] || -> equal(intersection(union(intersection(power_class(u),power_class(complement(union(v,w)))),x),union(union(complement(power_class(u)),image(element_relation,union(v,w))),complement(x))),symmetric_difference(union(complement(power_class(u)),image(element_relation,union(v,w))),complement(x)))**.
% 299.74/300.50 123342[0:Rew:103074.0,123213.1] || member(not_subclass_element(intersection(u,union(image(element_relation,power_class(v)),complement(union(w,x)))),y),intersection(power_class(complement(power_class(v))),union(w,x)))* -> subclass(intersection(u,union(image(element_relation,power_class(v)),complement(union(w,x)))),y).
% 299.74/300.50 123343[0:Rew:103074.0,123193.1] || member(not_subclass_element(intersection(union(image(element_relation,power_class(u)),complement(union(v,w))),x),y),intersection(power_class(complement(power_class(u))),union(v,w)))* -> subclass(intersection(union(image(element_relation,power_class(u)),complement(union(v,w))),x),y).
% 299.74/300.50 123083[0:SpR:103074.0,569.0] || -> equal(intersection(union(u,intersection(power_class(complement(power_class(v))),union(w,x))),union(complement(u),union(image(element_relation,power_class(v)),complement(union(w,x))))),symmetric_difference(complement(u),union(image(element_relation,power_class(v)),complement(union(w,x)))))**.
% 299.74/300.50 123027[0:SpR:103074.0,569.0] || -> equal(intersection(union(intersection(power_class(complement(power_class(u))),union(v,w)),x),union(union(image(element_relation,power_class(u)),complement(union(v,w))),complement(x))),symmetric_difference(union(image(element_relation,power_class(u)),complement(union(v,w))),complement(x)))**.
% 299.74/300.50 123896[0:Rew:103320.0,123759.1] || member(not_subclass_element(intersection(u,union(image(element_relation,union(v,w)),complement(power_class(x)))),y),intersection(power_class(complement(union(v,w))),power_class(x)))* -> subclass(intersection(u,union(image(element_relation,union(v,w)),complement(power_class(x)))),y).
% 299.74/300.50 123897[0:Rew:103320.0,123739.1] || member(not_subclass_element(intersection(union(image(element_relation,union(u,v)),complement(power_class(w))),x),y),intersection(power_class(complement(union(u,v))),power_class(w)))* -> subclass(intersection(union(image(element_relation,union(u,v)),complement(power_class(w))),x),y).
% 299.74/300.50 123627[0:SpR:103320.0,569.0] || -> equal(intersection(union(u,intersection(power_class(complement(union(v,w))),power_class(x))),union(complement(u),union(image(element_relation,union(v,w)),complement(power_class(x))))),symmetric_difference(complement(u),union(image(element_relation,union(v,w)),complement(power_class(x)))))**.
% 299.74/300.50 123571[0:SpR:103320.0,569.0] || -> equal(intersection(union(intersection(power_class(complement(union(u,v))),power_class(w)),x),union(union(image(element_relation,union(u,v)),complement(power_class(w))),complement(x))),symmetric_difference(union(image(element_relation,union(u,v)),complement(power_class(w))),complement(x)))**.
% 299.74/300.50 124315[4:Res:123484.0,9804.1] || member(regular(union(null_class,complement(intersection(intersection(u,v),w)))),universal_class) -> equal(regular(union(null_class,complement(intersection(intersection(u,v),w)))),null_class) member(apply(choice,regular(union(null_class,complement(intersection(intersection(u,v),w))))),u)*.
% 299.74/300.50 124314[4:Res:123484.0,9805.1] || member(regular(union(null_class,complement(intersection(intersection(u,v),w)))),universal_class) -> equal(regular(union(null_class,complement(intersection(intersection(u,v),w)))),null_class) member(apply(choice,regular(union(null_class,complement(intersection(intersection(u,v),w))))),v)*.
% 299.74/300.50 124495[4:Res:124223.0,9804.1] || member(regular(union(null_class,complement(intersection(u,intersection(v,w))))),universal_class) -> equal(regular(union(null_class,complement(intersection(u,intersection(v,w))))),null_class) member(apply(choice,regular(union(null_class,complement(intersection(u,intersection(v,w)))))),v)*.
% 299.74/300.50 124494[4:Res:124223.0,9805.1] || member(regular(union(null_class,complement(intersection(u,intersection(v,w))))),universal_class) -> equal(regular(union(null_class,complement(intersection(u,intersection(v,w))))),null_class) member(apply(choice,regular(union(null_class,complement(intersection(u,intersection(v,w)))))),w)*.
% 299.74/300.50 124907[0:Rew:103450.0,124774.1] || member(not_subclass_element(intersection(u,union(complement(union(v,w)),image(element_relation,power_class(x)))),y),intersection(union(v,w),power_class(complement(power_class(x)))))* -> subclass(intersection(u,union(complement(union(v,w)),image(element_relation,power_class(x)))),y).
% 299.74/300.50 124908[0:Rew:103450.0,124754.1] || member(not_subclass_element(intersection(union(complement(union(u,v)),image(element_relation,power_class(w))),x),y),intersection(union(u,v),power_class(complement(power_class(w)))))* -> subclass(intersection(union(complement(union(u,v)),image(element_relation,power_class(w))),x),y).
% 299.74/300.50 124644[0:SpR:103450.0,569.0] || -> equal(intersection(union(u,intersection(union(v,w),power_class(complement(power_class(x))))),union(complement(u),union(complement(union(v,w)),image(element_relation,power_class(x))))),symmetric_difference(complement(u),union(complement(union(v,w)),image(element_relation,power_class(x)))))**.
% 299.74/300.50 124588[0:SpR:103450.0,569.0] || -> equal(intersection(union(intersection(union(u,v),power_class(complement(power_class(w)))),x),union(union(complement(union(u,v)),image(element_relation,power_class(w))),complement(x))),symmetric_difference(union(complement(union(u,v)),image(element_relation,power_class(w))),complement(x)))**.
% 299.74/300.50 125452[4:Res:123906.0,9808.1] || member(complement(successor(complement(intersection(u,restrict(v,w,x))))),universal_class) -> equal(complement(successor(complement(intersection(u,restrict(v,w,x))))),null_class) member(apply(choice,complement(successor(complement(intersection(u,restrict(v,w,x)))))),v)*.
% 299.74/300.50 125450[0:Res:58368.0,9808.1] || member(restrict(intersection(u,restrict(v,w,x)),y,z),universal_class) -> equal(restrict(intersection(u,restrict(v,w,x)),y,z),null_class) member(apply(choice,restrict(intersection(u,restrict(v,w,x)),y,z)),v)*.
% 299.74/300.50 125443[0:Res:57780.0,9808.1] || member(intersection(u,restrict(restrict(v,w,x),y,z)),universal_class) -> equal(intersection(u,restrict(restrict(v,w,x),y,z)),null_class) member(apply(choice,intersection(u,restrict(restrict(v,w,x),y,z))),v)*.
% 299.74/300.50 125433[9:Res:79218.1,9808.1] function(restrict(u,v,w)) || member(intersection(x,successor(restrict(u,v,w))),universal_class) -> equal(intersection(x,successor(restrict(u,v,w))),null_class) member(apply(choice,intersection(x,successor(restrict(u,v,w)))),u)*.
% 299.74/300.50 125430[9:Res:79114.1,9808.1] function(restrict(u,v,w)) || member(intersection(successor(restrict(u,v,w)),x),universal_class) -> equal(intersection(successor(restrict(u,v,w)),x),null_class) member(apply(choice,intersection(successor(restrict(u,v,w)),x)),u)*.
% 299.74/300.50 125425[4:Res:95477.0,9808.1] || member(complement(successor(union(null_class,complement(restrict(u,v,w))))),universal_class) -> equal(complement(successor(union(null_class,complement(restrict(u,v,w))))),null_class) member(apply(choice,complement(successor(union(null_class,complement(restrict(u,v,w)))))),u)*.
% 299.74/300.50 125424[4:Res:123487.0,9808.1] || member(complement(successor(complement(intersection(restrict(u,v,w),x)))),universal_class) -> equal(complement(successor(complement(intersection(restrict(u,v,w),x)))),null_class) member(apply(choice,complement(successor(complement(intersection(restrict(u,v,w),x))))),u)*.
% 299.74/300.50 125416[4:Res:59822.0,9808.1] || member(union(null_class,restrict(restrict(u,v,w),x,y)),universal_class) -> equal(union(null_class,restrict(restrict(u,v,w),x,y)),null_class) member(apply(choice,union(null_class,restrict(restrict(u,v,w),x,y))),u)*.
% 299.74/300.50 125412[0:Res:59150.0,9808.1] || member(intersection(restrict(restrict(u,v,w),x,y),z),universal_class) -> equal(intersection(restrict(restrict(u,v,w),x,y),z),null_class) member(apply(choice,intersection(restrict(restrict(u,v,w),x,y),z)),u)*.
% 299.74/300.50 125409[0:Res:57833.0,9808.1] || member(restrict(intersection(restrict(u,v,w),x),y,z),universal_class) -> equal(restrict(intersection(restrict(u,v,w),x),y,z),null_class) member(apply(choice,restrict(intersection(restrict(u,v,w),x),y,z)),u)*.
% 299.74/300.50 125469[4:Rew:80005.0,125408.2,80005.0,125408.1,80005.0,125408.0] || member(restrict(union(null_class,restrict(u,v,w)),x,y),universal_class) -> equal(restrict(union(null_class,restrict(u,v,w)),x,y),null_class) member(apply(choice,restrict(union(null_class,restrict(u,v,w)),x,y)),u)*.
% 299.74/300.50 126145[4:Res:123479.0,9804.1] || member(union(null_class,intersection(intersection(intersection(u,v),w),x)),universal_class) -> equal(union(null_class,intersection(intersection(intersection(u,v),w),x)),null_class) member(apply(choice,union(null_class,intersection(intersection(intersection(u,v),w),x))),u)*.
% 299.74/300.50 126144[4:Res:123479.0,9805.1] || member(union(null_class,intersection(intersection(intersection(u,v),w),x)),universal_class) -> equal(union(null_class,intersection(intersection(intersection(u,v),w),x)),null_class) member(apply(choice,union(null_class,intersection(intersection(intersection(u,v),w),x))),v)*.
% 299.74/300.50 126320[4:Res:123491.0,9804.1] || member(intersection(union(null_class,intersection(intersection(u,v),w)),x),universal_class) -> equal(intersection(union(null_class,intersection(intersection(u,v),w)),x),null_class) member(apply(choice,intersection(union(null_class,intersection(intersection(u,v),w)),x)),u)*.
% 299.74/300.50 126319[4:Res:123491.0,9805.1] || member(intersection(union(null_class,intersection(intersection(u,v),w)),x),universal_class) -> equal(intersection(union(null_class,intersection(intersection(u,v),w)),x),null_class) member(apply(choice,intersection(union(null_class,intersection(intersection(u,v),w)),x)),v)*.
% 299.74/300.50 126487[4:Res:123520.0,9804.1] || member(intersection(u,union(null_class,intersection(intersection(v,w),x))),universal_class) -> equal(intersection(u,union(null_class,intersection(intersection(v,w),x))),null_class) member(apply(choice,intersection(u,union(null_class,intersection(intersection(v,w),x)))),v)*.
% 299.74/300.50 126486[4:Res:123520.0,9805.1] || member(intersection(u,union(null_class,intersection(intersection(v,w),x))),universal_class) -> equal(intersection(u,union(null_class,intersection(intersection(v,w),x))),null_class) member(apply(choice,intersection(u,union(null_class,intersection(intersection(v,w),x)))),w)*.
% 299.74/300.50 126651[4:Res:123529.0,9804.1] || member(union(null_class,intersection(u,intersection(intersection(v,w),x))),universal_class) -> equal(union(null_class,intersection(u,intersection(intersection(v,w),x))),null_class) member(apply(choice,union(null_class,intersection(u,intersection(intersection(v,w),x)))),v)*.
% 299.74/300.50 126650[4:Res:123529.0,9805.1] || member(union(null_class,intersection(u,intersection(intersection(v,w),x))),universal_class) -> equal(union(null_class,intersection(u,intersection(intersection(v,w),x))),null_class) member(apply(choice,union(null_class,intersection(u,intersection(intersection(v,w),x)))),w)*.
% 299.74/300.50 126792[4:Res:123909.0,9804.1] || member(complement(successor(complement(restrict(intersection(u,v),w,x)))),universal_class) -> equal(complement(successor(complement(restrict(intersection(u,v),w,x)))),null_class) member(apply(choice,complement(successor(complement(restrict(intersection(u,v),w,x))))),u)*.
% 299.74/300.50 126791[4:Res:123909.0,9805.1] || member(complement(successor(complement(restrict(intersection(u,v),w,x)))),universal_class) -> equal(complement(successor(complement(restrict(intersection(u,v),w,x)))),null_class) member(apply(choice,complement(successor(complement(restrict(intersection(u,v),w,x))))),v)*.
% 299.74/300.50 127071[4:Res:126047.0,9804.1] || member(union(null_class,intersection(intersection(u,intersection(v,w)),x)),universal_class) -> equal(union(null_class,intersection(intersection(u,intersection(v,w)),x)),null_class) member(apply(choice,union(null_class,intersection(intersection(u,intersection(v,w)),x))),v)*.
% 299.74/300.50 127070[4:Res:126047.0,9805.1] || member(union(null_class,intersection(intersection(u,intersection(v,w)),x)),universal_class) -> equal(union(null_class,intersection(intersection(u,intersection(v,w)),x)),null_class) member(apply(choice,union(null_class,intersection(intersection(u,intersection(v,w)),x))),w)*.
% 299.74/300.50 127246[4:Res:126220.0,9804.1] || member(intersection(union(null_class,intersection(u,intersection(v,w))),x),universal_class) -> equal(intersection(union(null_class,intersection(u,intersection(v,w))),x),null_class) member(apply(choice,intersection(union(null_class,intersection(u,intersection(v,w))),x)),v)*.
% 299.74/300.50 127245[4:Res:126220.0,9805.1] || member(intersection(union(null_class,intersection(u,intersection(v,w))),x),universal_class) -> equal(intersection(union(null_class,intersection(u,intersection(v,w))),x),null_class) member(apply(choice,intersection(union(null_class,intersection(u,intersection(v,w))),x)),w)*.
% 299.74/300.50 127467[4:Res:126395.0,9804.1] || member(intersection(u,union(null_class,intersection(v,intersection(w,x)))),universal_class) -> equal(intersection(u,union(null_class,intersection(v,intersection(w,x)))),null_class) member(apply(choice,intersection(u,union(null_class,intersection(v,intersection(w,x))))),w)*.
% 299.74/300.50 127466[4:Res:126395.0,9805.1] || member(intersection(u,union(null_class,intersection(v,intersection(w,x)))),universal_class) -> equal(intersection(u,union(null_class,intersection(v,intersection(w,x)))),null_class) member(apply(choice,intersection(u,union(null_class,intersection(v,intersection(w,x))))),x)*.
% 299.74/300.50 127634[4:Res:126557.0,9804.1] || member(union(null_class,intersection(u,intersection(v,intersection(w,x)))),universal_class) -> equal(union(null_class,intersection(u,intersection(v,intersection(w,x)))),null_class) member(apply(choice,union(null_class,intersection(u,intersection(v,intersection(w,x))))),w)*.
% 299.74/300.50 127633[4:Res:126557.0,9805.1] || member(union(null_class,intersection(u,intersection(v,intersection(w,x)))),universal_class) -> equal(union(null_class,intersection(u,intersection(v,intersection(w,x)))),null_class) member(apply(choice,union(null_class,intersection(u,intersection(v,intersection(w,x))))),x)*.
% 299.74/300.50 136950[4:Rew:136834.0,136938.3,136834.0,136938.2,136834.0,136938.0] || member(range_of(null_class),universal_class) member(ordered_pair(u,apply(choice,range_of(null_class))),cross_product(universal_class,universal_class)) -> equal(range_of(null_class),null_class) member(ordered_pair(u,apply(choice,range_of(null_class))),compose(singleton(cross_product(image(v,singleton(u)),universal_class)),v))*.
% 299.74/300.50 141318[0:Res:123475.0,9804.1] || member(intersection(intersection(intersection(intersection(u,v),w),x),y),universal_class) -> equal(intersection(intersection(intersection(intersection(u,v),w),x),y),null_class) member(apply(choice,intersection(intersection(intersection(intersection(u,v),w),x),y)),u)*.
% 299.74/300.50 141317[0:Res:123475.0,9805.1] || member(intersection(intersection(intersection(intersection(u,v),w),x),y),universal_class) -> equal(intersection(intersection(intersection(intersection(u,v),w),x),y),null_class) member(apply(choice,intersection(intersection(intersection(intersection(u,v),w),x),y)),v)*.
% 299.74/300.50 141465[0:SpR:102314.0,5425.2] || member(symmetric_difference(intersection(u,v),complement(union(u,v))),universal_class) -> equal(symmetric_difference(intersection(u,v),complement(union(u,v))),null_class) member(apply(choice,symmetric_difference(intersection(u,v),complement(union(u,v)))),complement(symmetric_difference(u,v)))*.
% 299.74/300.50 141679[0:Res:123485.0,9804.1] || member(intersection(u,intersection(v,intersection(intersection(w,x),y))),universal_class) -> equal(intersection(u,intersection(v,intersection(intersection(w,x),y))),null_class) member(apply(choice,intersection(u,intersection(v,intersection(intersection(w,x),y)))),w)*.
% 299.74/300.50 141678[0:Res:123485.0,9805.1] || member(intersection(u,intersection(v,intersection(intersection(w,x),y))),universal_class) -> equal(intersection(u,intersection(v,intersection(intersection(w,x),y))),null_class) member(apply(choice,intersection(u,intersection(v,intersection(intersection(w,x),y)))),x)*.
% 299.74/300.50 141921[0:Res:123517.0,9804.1] || member(intersection(u,intersection(intersection(intersection(v,w),x),y)),universal_class) -> equal(intersection(u,intersection(intersection(intersection(v,w),x),y)),null_class) member(apply(choice,intersection(u,intersection(intersection(intersection(v,w),x),y))),v)*.
% 299.74/300.50 141920[0:Res:123517.0,9805.1] || member(intersection(u,intersection(intersection(intersection(v,w),x),y)),universal_class) -> equal(intersection(u,intersection(intersection(intersection(v,w),x),y)),null_class) member(apply(choice,intersection(u,intersection(intersection(intersection(v,w),x),y))),w)*.
% 299.74/300.50 142168[0:Res:123525.0,9804.1] || member(intersection(intersection(u,intersection(intersection(v,w),x)),y),universal_class) -> equal(intersection(intersection(u,intersection(intersection(v,w),x)),y),null_class) member(apply(choice,intersection(intersection(u,intersection(intersection(v,w),x)),y)),v)*.
% 299.74/300.50 142167[0:Res:123525.0,9805.1] || member(intersection(intersection(u,intersection(intersection(v,w),x)),y),universal_class) -> equal(intersection(intersection(u,intersection(intersection(v,w),x)),y),null_class) member(apply(choice,intersection(intersection(u,intersection(intersection(v,w),x)),y)),w)*.
% 299.74/300.50 142532[0:Res:3146.1,9362.0] || -> equal(intersection(u,intersection(v,symmetric_difference(union(w,x),union(complement(w),complement(x))))),null_class) member(regular(intersection(u,intersection(v,symmetric_difference(union(w,x),union(complement(w),complement(x)))))),complement(symmetric_difference(complement(w),complement(x))))*.
% 299.74/300.50 142529[0:Res:3318.1,9362.0] || -> equal(intersection(intersection(u,symmetric_difference(union(v,w),union(complement(v),complement(w)))),x),null_class) member(regular(intersection(intersection(u,symmetric_difference(union(v,w),union(complement(v),complement(w)))),x)),complement(symmetric_difference(complement(v),complement(w))))*.
% 299.74/300.50 142525[0:Res:3145.1,9362.0] || -> equal(intersection(u,intersection(symmetric_difference(union(v,w),union(complement(v),complement(w))),x)),null_class) member(regular(intersection(u,intersection(symmetric_difference(union(v,w),union(complement(v),complement(w))),x))),complement(symmetric_difference(complement(v),complement(w))))*.
% 299.74/300.50 142523[0:Res:3317.1,9362.0] || -> equal(intersection(intersection(symmetric_difference(union(u,v),union(complement(u),complement(v))),w),x),null_class) member(regular(intersection(intersection(symmetric_difference(union(u,v),union(complement(u),complement(v))),w),x)),complement(symmetric_difference(complement(u),complement(v))))*.
% 299.74/300.50 142816[0:Res:127908.0,9804.1] || member(intersection(intersection(intersection(u,intersection(v,w)),x),y),universal_class) -> equal(intersection(intersection(intersection(u,intersection(v,w)),x),y),null_class) member(apply(choice,intersection(intersection(intersection(u,intersection(v,w)),x),y)),v)*.
% 299.74/300.50 142815[0:Res:127908.0,9805.1] || member(intersection(intersection(intersection(u,intersection(v,w)),x),y),universal_class) -> equal(intersection(intersection(intersection(u,intersection(v,w)),x),y),null_class) member(apply(choice,intersection(intersection(intersection(u,intersection(v,w)),x),y)),w)*.
% 299.74/300.50 143059[0:Res:127918.0,9804.1] || member(intersection(u,intersection(v,intersection(w,intersection(x,y)))),universal_class) -> equal(intersection(u,intersection(v,intersection(w,intersection(x,y)))),null_class) member(apply(choice,intersection(u,intersection(v,intersection(w,intersection(x,y))))),x)*.
% 299.74/300.50 143058[0:Res:127918.0,9805.1] || member(intersection(u,intersection(v,intersection(w,intersection(x,y)))),universal_class) -> equal(intersection(u,intersection(v,intersection(w,intersection(x,y)))),null_class) member(apply(choice,intersection(u,intersection(v,intersection(w,intersection(x,y))))),y)*.
% 299.74/300.50 143301[0:Res:127954.0,9804.1] || member(intersection(u,intersection(intersection(v,intersection(w,x)),y)),universal_class) -> equal(intersection(u,intersection(intersection(v,intersection(w,x)),y)),null_class) member(apply(choice,intersection(u,intersection(intersection(v,intersection(w,x)),y))),w)*.
% 299.74/300.50 143300[0:Res:127954.0,9805.1] || member(intersection(u,intersection(intersection(v,intersection(w,x)),y)),universal_class) -> equal(intersection(u,intersection(intersection(v,intersection(w,x)),y)),null_class) member(apply(choice,intersection(u,intersection(intersection(v,intersection(w,x)),y))),x)*.
% 299.74/300.50 143548[0:Res:127963.0,9804.1] || member(intersection(intersection(u,intersection(v,intersection(w,x))),y),universal_class) -> equal(intersection(intersection(u,intersection(v,intersection(w,x))),y),null_class) member(apply(choice,intersection(intersection(u,intersection(v,intersection(w,x))),y)),w)*.
% 299.74/300.50 143547[0:Res:127963.0,9805.1] || member(intersection(intersection(u,intersection(v,intersection(w,x))),y),universal_class) -> equal(intersection(intersection(u,intersection(v,intersection(w,x))),y),null_class) member(apply(choice,intersection(intersection(u,intersection(v,intersection(w,x))),y)),x)*.
% 299.74/300.50 143788[0:Res:58786.0,9804.1] || member(restrict(restrict(intersection(u,v),w,x),y,z),universal_class) -> equal(restrict(restrict(intersection(u,v),w,x),y,z),null_class) member(apply(choice,restrict(restrict(intersection(u,v),w,x),y,z)),u)*.
% 299.74/300.50 143787[0:Res:58786.0,9805.1] || member(restrict(restrict(intersection(u,v),w,x),y,z),universal_class) -> equal(restrict(restrict(intersection(u,v),w,x),y,z),null_class) member(apply(choice,restrict(restrict(intersection(u,v),w,x),y,z)),v)*.
% 299.74/300.50 145669[2:MRR:145549.0,12497.1] || -> member(regular(intersection(u,regular(intersection(complement(v),union(w,x))))),union(v,complement(union(w,x))))* equal(intersection(u,regular(intersection(complement(v),union(w,x)))),null_class) equal(intersection(complement(v),union(w,x)),null_class).
% 299.74/300.50 145670[2:MRR:145547.0,12497.1] || -> member(regular(intersection(regular(intersection(complement(u),union(v,w))),x)),union(u,complement(union(v,w))))* equal(intersection(regular(intersection(complement(u),union(v,w))),x),null_class) equal(intersection(complement(u),union(v,w)),null_class).
% 299.74/300.50 145732[0:SpR:104218.0,102314.0] || -> equal(union(symmetric_difference(complement(u),union(v,w)),complement(union(union(u,complement(union(v,w))),union(complement(u),union(v,w))))),complement(symmetric_difference(union(u,complement(union(v,w))),union(complement(u),union(v,w)))))**.
% 299.74/300.50 146579[2:MRR:146456.0,12497.1] || -> member(regular(intersection(u,regular(intersection(union(v,w),complement(x))))),union(complement(union(v,w)),x))* equal(intersection(u,regular(intersection(union(v,w),complement(x)))),null_class) equal(intersection(union(v,w),complement(x)),null_class).
% 299.74/300.50 146580[2:MRR:146454.0,12497.1] || -> member(regular(intersection(regular(intersection(union(u,v),complement(w))),x)),union(complement(union(u,v)),w))* equal(intersection(regular(intersection(union(u,v),complement(w))),x),null_class) equal(intersection(union(u,v),complement(w)),null_class).
% 299.74/300.50 146651[0:SpR:103225.0,102314.0] || -> equal(union(symmetric_difference(union(u,v),complement(w)),complement(union(union(union(u,v),complement(w)),union(complement(union(u,v)),w)))),complement(symmetric_difference(union(union(u,v),complement(w)),union(complement(union(u,v)),w))))**.
% 299.74/300.50 149095[2:MRR:148988.0,12502.1] || -> member(not_subclass_element(regular(intersection(complement(u),power_class(complement(power_class(v))))),w),union(u,image(element_relation,power_class(v))))* subclass(regular(intersection(complement(u),power_class(complement(power_class(v))))),w) equal(intersection(complement(u),power_class(complement(power_class(v)))),null_class).
% 299.74/300.50 149309[2:MRR:149201.0,12502.1] || -> member(not_subclass_element(regular(intersection(power_class(complement(power_class(u))),complement(v))),w),union(image(element_relation,power_class(u)),v))* subclass(regular(intersection(power_class(complement(power_class(u))),complement(v))),w) equal(intersection(power_class(complement(power_class(u))),complement(v)),null_class).
% 299.74/300.50 149817[0:Res:3146.1,47989.0] || member(regular(intersection(u,intersection(v,intersection(complement(w),union(x,complement(power_class(y))))))),union(w,intersection(complement(x),power_class(y))))* -> equal(intersection(u,intersection(v,intersection(complement(w),union(x,complement(power_class(y)))))),null_class).
% 299.74/300.50 149814[0:Res:3318.1,47989.0] || member(regular(intersection(intersection(u,intersection(complement(v),union(w,complement(power_class(x))))),y)),union(v,intersection(complement(w),power_class(x))))* -> equal(intersection(intersection(u,intersection(complement(v),union(w,complement(power_class(x))))),y),null_class).
% 299.74/300.50 149810[0:Res:3145.1,47989.0] || member(regular(intersection(u,intersection(intersection(complement(v),union(w,complement(power_class(x)))),y))),union(v,intersection(complement(w),power_class(x))))* -> equal(intersection(u,intersection(intersection(complement(v),union(w,complement(power_class(x)))),y)),null_class).
% 299.74/300.50 149806[0:Res:3317.1,47989.0] || member(regular(intersection(intersection(intersection(complement(u),union(v,complement(power_class(w)))),x),y)),union(u,intersection(complement(v),power_class(w))))* -> equal(intersection(intersection(intersection(complement(u),union(v,complement(power_class(w)))),x),y),null_class).
% 299.74/300.50 150155[0:Res:3146.1,48009.0] || member(regular(intersection(u,intersection(v,intersection(union(w,complement(power_class(x))),complement(y))))),union(intersection(complement(w),power_class(x)),y))* -> equal(intersection(u,intersection(v,intersection(union(w,complement(power_class(x))),complement(y)))),null_class).
% 299.74/300.50 150152[0:Res:3318.1,48009.0] || member(regular(intersection(intersection(u,intersection(union(v,complement(power_class(w))),complement(x))),y)),union(intersection(complement(v),power_class(w)),x))* -> equal(intersection(intersection(u,intersection(union(v,complement(power_class(w))),complement(x))),y),null_class).
% 299.74/300.50 150148[0:Res:3145.1,48009.0] || member(regular(intersection(u,intersection(intersection(union(v,complement(power_class(w))),complement(x)),y))),union(intersection(complement(v),power_class(w)),x))* -> equal(intersection(u,intersection(intersection(union(v,complement(power_class(w))),complement(x)),y)),null_class).
% 299.74/300.50 150143[0:Res:3317.1,48009.0] || member(regular(intersection(intersection(intersection(union(u,complement(power_class(v))),complement(w)),x),y)),union(intersection(complement(u),power_class(v)),w))* -> equal(intersection(intersection(intersection(union(u,complement(power_class(v))),complement(w)),x),y),null_class).
% 299.74/300.50 150492[0:Res:3146.1,48038.0] || member(regular(intersection(u,intersection(v,intersection(complement(w),union(complement(power_class(x)),y))))),union(w,intersection(power_class(x),complement(y))))* -> equal(intersection(u,intersection(v,intersection(complement(w),union(complement(power_class(x)),y)))),null_class).
% 299.74/300.50 150489[0:Res:3318.1,48038.0] || member(regular(intersection(intersection(u,intersection(complement(v),union(complement(power_class(w)),x))),y)),union(v,intersection(power_class(w),complement(x))))* -> equal(intersection(intersection(u,intersection(complement(v),union(complement(power_class(w)),x))),y),null_class).
% 299.74/300.50 150485[0:Res:3145.1,48038.0] || member(regular(intersection(u,intersection(intersection(complement(v),union(complement(power_class(w)),x)),y))),union(v,intersection(power_class(w),complement(x))))* -> equal(intersection(u,intersection(intersection(complement(v),union(complement(power_class(w)),x)),y)),null_class).
% 299.74/300.50 150479[0:Res:3317.1,48038.0] || member(regular(intersection(intersection(intersection(complement(u),union(complement(power_class(v)),w)),x),y)),union(u,intersection(power_class(v),complement(w))))* -> equal(intersection(intersection(intersection(complement(u),union(complement(power_class(v)),w)),x),y),null_class).
% 299.74/300.50 150733[0:Res:3146.1,48198.0] || member(regular(intersection(u,intersection(v,intersection(union(complement(power_class(w)),x),complement(y))))),union(intersection(power_class(w),complement(x)),y))* -> equal(intersection(u,intersection(v,intersection(union(complement(power_class(w)),x),complement(y)))),null_class).
% 299.74/300.50 150730[0:Res:3318.1,48198.0] || member(regular(intersection(intersection(u,intersection(union(complement(power_class(v)),w),complement(x))),y)),union(intersection(power_class(v),complement(w)),x))* -> equal(intersection(intersection(u,intersection(union(complement(power_class(v)),w),complement(x))),y),null_class).
% 299.74/300.50 150726[0:Res:3145.1,48198.0] || member(regular(intersection(u,intersection(intersection(union(complement(power_class(v)),w),complement(x)),y))),union(intersection(power_class(v),complement(w)),x))* -> equal(intersection(u,intersection(intersection(union(complement(power_class(v)),w),complement(x)),y)),null_class).
% 299.74/300.50 150720[0:Res:3317.1,48198.0] || member(regular(intersection(intersection(intersection(union(complement(power_class(u)),v),complement(w)),x),y)),union(intersection(power_class(u),complement(v)),w))* -> equal(intersection(intersection(intersection(union(complement(power_class(u)),v),complement(w)),x),y),null_class).
% 299.74/300.50 151624[0:SpL:102583.0,885.1] || member(u,union(power_class(v),union(w,complement(union(x,y))))) member(u,union(complement(power_class(v)),intersection(complement(w),union(x,y))))* -> member(u,symmetric_difference(power_class(v),union(w,complement(union(x,y))))).
% 299.74/300.50 151473[0:SpR:102583.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),union(complement(power_class(x)),intersection(complement(y),union(z,x1)))))* member(u,union(complement(union(v,w)),intersection(power_class(x),union(y,complement(union(z,x1)))))).
% 299.74/300.50 151451[0:SpR:102583.0,102540.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),intersection(complement(w),union(x,y))),union(z,x1)))* member(u,union(intersection(power_class(v),union(w,complement(union(x,y)))),complement(union(z,x1)))).
% 299.74/300.50 151994[0:Res:3146.1,102607.0] || member(regular(intersection(u,intersection(v,intersection(complement(w),power_class(complement(union(x,y))))))),union(w,image(element_relation,union(x,y))))* -> equal(intersection(u,intersection(v,intersection(complement(w),power_class(complement(union(x,y)))))),null_class).
% 299.74/300.50 151991[0:Res:3318.1,102607.0] || member(regular(intersection(intersection(u,intersection(complement(v),power_class(complement(union(w,x))))),y)),union(v,image(element_relation,union(w,x))))* -> equal(intersection(intersection(u,intersection(complement(v),power_class(complement(union(w,x))))),y),null_class).
% 299.74/300.50 151987[0:Res:3145.1,102607.0] || member(regular(intersection(u,intersection(intersection(complement(v),power_class(complement(union(w,x)))),y))),union(v,image(element_relation,union(w,x))))* -> equal(intersection(u,intersection(intersection(complement(v),power_class(complement(union(w,x)))),y)),null_class).
% 299.74/300.50 151981[0:Res:3317.1,102607.0] || member(regular(intersection(intersection(intersection(complement(u),power_class(complement(union(v,w)))),x),y)),union(u,image(element_relation,union(v,w))))* -> equal(intersection(intersection(intersection(complement(u),power_class(complement(union(v,w)))),x),y),null_class).
% 299.74/300.50 152674[0:SpL:102667.0,885.1] || member(u,union(union(v,complement(power_class(w))),union(x,y))) member(u,union(intersection(complement(v),power_class(w)),complement(union(x,y))))* -> member(u,symmetric_difference(union(v,complement(power_class(w))),union(x,y))).
% 299.74/300.50 152516[0:SpR:102667.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),union(intersection(complement(x),power_class(y)),complement(union(z,x1)))))* member(u,union(complement(union(v,w)),intersection(union(x,complement(power_class(y))),union(z,x1)))).
% 299.74/300.50 152496[0:SpR:102667.0,102540.1] || member(u,universal_class) -> member(u,intersection(union(intersection(complement(v),power_class(w)),complement(union(x,y))),union(z,x1)))* member(u,union(intersection(union(v,complement(power_class(w))),union(x,y)),complement(union(z,x1)))).
% 299.74/300.50 153142[0:SpL:102668.0,885.1] || member(u,union(union(complement(power_class(v)),w),union(x,y))) member(u,union(intersection(power_class(v),complement(w)),complement(union(x,y))))* -> member(u,symmetric_difference(union(complement(power_class(v)),w),union(x,y))).
% 299.74/300.50 152978[0:SpR:102668.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),union(intersection(power_class(x),complement(y)),complement(union(z,x1)))))* member(u,union(complement(union(v,w)),intersection(union(complement(power_class(x)),y),union(z,x1)))).
% 299.74/300.50 152957[0:SpR:102668.0,102540.1] || member(u,universal_class) -> member(u,intersection(union(intersection(power_class(v),complement(w)),complement(union(x,y))),union(z,x1)))* member(u,union(intersection(union(complement(power_class(v)),w),union(x,y)),complement(union(z,x1)))).
% 299.74/300.50 153608[0:SpL:102866.0,885.1] || member(u,union(union(v,complement(union(w,x))),power_class(y))) member(u,union(intersection(complement(v),union(w,x)),complement(power_class(y))))* -> member(u,symmetric_difference(union(v,complement(union(w,x))),power_class(y))).
% 299.74/300.50 153456[0:SpR:102866.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),union(intersection(complement(x),union(y,z)),complement(power_class(x1)))))* member(u,union(complement(union(v,w)),intersection(union(x,complement(union(y,z))),power_class(x1)))).
% 299.74/300.50 153434[0:SpR:102866.0,102540.1] || member(u,universal_class) -> member(u,intersection(union(intersection(complement(v),union(w,x)),complement(power_class(y))),union(z,x1)))* member(u,union(intersection(union(v,complement(union(w,x))),power_class(y)),complement(union(z,x1)))).
% 299.74/300.50 154014[0:Res:3146.1,102909.0] || member(regular(intersection(u,intersection(v,intersection(power_class(complement(union(w,x))),complement(y))))),union(image(element_relation,union(w,x)),y))* -> equal(intersection(u,intersection(v,intersection(power_class(complement(union(w,x))),complement(y)))),null_class).
% 299.74/300.50 154011[0:Res:3318.1,102909.0] || member(regular(intersection(intersection(u,intersection(power_class(complement(union(v,w))),complement(x))),y)),union(image(element_relation,union(v,w)),x))* -> equal(intersection(intersection(u,intersection(power_class(complement(union(v,w))),complement(x))),y),null_class).
% 299.74/300.50 154007[0:Res:3145.1,102909.0] || member(regular(intersection(u,intersection(intersection(power_class(complement(union(v,w))),complement(x)),y))),union(image(element_relation,union(v,w)),x))* -> equal(intersection(u,intersection(intersection(power_class(complement(union(v,w))),complement(x)),y)),null_class).
% 299.74/300.50 154001[0:Res:3317.1,102909.0] || member(regular(intersection(intersection(intersection(power_class(complement(union(u,v))),complement(w)),x),y)),union(image(element_relation,union(u,v)),w))* -> equal(intersection(intersection(intersection(power_class(complement(union(u,v))),complement(w)),x),y),null_class).
% 299.74/300.50 154384[0:SpL:103019.0,885.1] || member(u,union(power_class(v),union(complement(union(w,x)),y))) member(u,union(complement(power_class(v)),intersection(union(w,x),complement(y))))* -> member(u,symmetric_difference(power_class(v),union(complement(union(w,x)),y))).
% 299.74/300.50 154227[0:SpR:103019.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),union(complement(power_class(x)),intersection(union(y,z),complement(x1)))))* member(u,union(complement(union(v,w)),intersection(power_class(x),union(complement(union(y,z)),x1)))).
% 299.74/300.50 154204[0:SpR:103019.0,102540.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),intersection(union(w,x),complement(y))),union(z,x1)))* member(u,union(intersection(power_class(v),union(complement(union(w,x)),y)),complement(union(z,x1)))).
% 299.74/300.50 154867[0:SpL:103205.0,885.1] || member(u,union(union(complement(union(v,w)),x),power_class(y))) member(u,union(intersection(union(v,w),complement(x)),complement(power_class(y))))* -> member(u,symmetric_difference(union(complement(union(v,w)),x),power_class(y))).
% 299.74/300.50 154710[0:SpR:103205.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),union(intersection(union(x,y),complement(z)),complement(power_class(x1)))))* member(u,union(complement(union(v,w)),intersection(union(complement(union(x,y)),z),power_class(x1)))).
% 299.74/300.50 154687[0:SpR:103205.0,102540.1] || member(u,universal_class) -> member(u,intersection(union(intersection(union(v,w),complement(x)),complement(power_class(y))),union(z,x1)))* member(u,union(intersection(union(complement(union(v,w)),x),power_class(y)),complement(union(z,x1)))).
% 299.74/300.50 155307[0:SpL:103451.0,885.1] || member(u,union(union(v,w),union(x,complement(power_class(y))))) member(u,union(complement(union(v,w)),intersection(complement(x),power_class(y))))* -> member(u,symmetric_difference(union(v,w),union(x,complement(power_class(y))))).
% 299.74/300.50 155155[0:SpR:103451.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),union(complement(union(x,y)),intersection(complement(z),power_class(x1)))))* member(u,union(complement(union(v,w)),intersection(union(x,y),union(z,complement(power_class(x1)))))).
% 299.74/300.50 155133[0:SpR:103451.0,102540.1] || member(u,universal_class) -> member(u,intersection(union(complement(union(v,w)),intersection(complement(x),power_class(y))),union(z,x1)))* member(u,union(intersection(union(v,w),union(x,complement(power_class(y)))),complement(union(z,x1)))).
% 299.74/300.50 156076[0:SpL:103452.0,885.1] || member(u,union(union(v,w),union(complement(power_class(x)),y))) member(u,union(complement(union(v,w)),intersection(power_class(x),complement(y))))* -> member(u,symmetric_difference(union(v,w),union(complement(power_class(x)),y))).
% 299.74/300.50 155916[0:SpR:103452.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),union(complement(union(x,y)),intersection(power_class(z),complement(x1)))))* member(u,union(complement(union(v,w)),intersection(union(x,y),union(complement(power_class(z)),x1)))).
% 299.74/300.50 155893[0:SpR:103452.0,102540.1] || member(u,universal_class) -> member(u,intersection(union(complement(union(v,w)),intersection(power_class(x),complement(y))),union(z,x1)))* member(u,union(intersection(union(v,w),union(complement(power_class(x)),y)),complement(union(z,x1)))).
% 299.74/300.50 156977[0:SpL:104283.0,885.1] || member(u,union(union(v,w),power_class(complement(union(x,y))))) member(u,union(complement(union(v,w)),image(element_relation,union(x,y))))* -> member(u,symmetric_difference(union(v,w),power_class(complement(union(x,y))))).
% 299.74/300.50 156804[0:SpR:104283.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),union(complement(union(x,y)),image(element_relation,union(z,x1)))))* member(u,union(complement(union(v,w)),intersection(union(x,y),power_class(complement(union(z,x1)))))).
% 299.74/300.50 156780[0:SpR:104283.0,102540.1] || member(u,universal_class) -> member(u,intersection(union(complement(union(v,w)),image(element_relation,union(x,y))),union(z,x1)))* member(u,union(intersection(union(v,w),power_class(complement(union(x,y)))),complement(union(z,x1)))).
% 299.74/300.50 157811[0:SpL:104284.0,885.1] || member(u,union(power_class(complement(union(v,w))),union(x,y))) member(u,union(image(element_relation,union(v,w)),complement(union(x,y))))* -> member(u,symmetric_difference(power_class(complement(union(v,w))),union(x,y))).
% 299.74/300.50 157633[0:SpR:104284.0,102976.1] || member(u,universal_class) -> member(u,intersection(union(v,w),union(image(element_relation,union(x,y)),complement(union(z,x1)))))* member(u,union(complement(union(v,w)),intersection(power_class(complement(union(x,y))),union(z,x1)))).
% 299.74/300.50 157609[0:SpR:104284.0,102540.1] || member(u,universal_class) -> member(u,intersection(union(image(element_relation,union(v,w)),complement(union(x,y))),union(z,x1)))* member(u,union(intersection(power_class(complement(union(v,w))),union(x,y)),complement(union(z,x1)))).
% 299.74/300.50 158424[0:Res:9363.2,176.0] || member(not_subclass_element(complement(symmetric_difference(complement(u),complement(v))),w),union(complement(u),complement(v)))* member(not_subclass_element(complement(symmetric_difference(complement(u),complement(v))),w),union(u,v)) -> subclass(complement(symmetric_difference(complement(u),complement(v))),w).
% 299.74/300.50 158556[4:MRR:158430.3,158458.2] || member(apply(choice,regular(symmetric_difference(complement(u),complement(v)))),union(complement(u),complement(v)))* member(apply(choice,regular(symmetric_difference(complement(u),complement(v)))),union(u,v)) -> equal(regular(symmetric_difference(complement(u),complement(v))),null_class).
% 299.74/300.50 158557[4:MRR:158425.3,158458.2] || member(not_subclass_element(regular(symmetric_difference(complement(u),complement(v))),w),union(complement(u),complement(v)))* member(not_subclass_element(regular(symmetric_difference(complement(u),complement(v))),w),union(u,v)) -> subclass(regular(symmetric_difference(complement(u),complement(v))),w).
% 299.74/300.50 159230[4:Res:123906.0,9992.0] || -> equal(complement(successor(complement(intersection(u,ordered_pair(v,w))))),null_class) equal(regular(complement(successor(complement(intersection(u,ordered_pair(v,w)))))),unordered_pair(v,singleton(w)))** equal(regular(complement(successor(complement(intersection(u,ordered_pair(v,w)))))),singleton(v)).
% 299.74/300.50 159228[0:Res:58368.0,9992.0] || -> equal(restrict(intersection(u,ordered_pair(v,w)),x,y),null_class) equal(regular(restrict(intersection(u,ordered_pair(v,w)),x,y)),unordered_pair(v,singleton(w)))** equal(regular(restrict(intersection(u,ordered_pair(v,w)),x,y)),singleton(v)).
% 299.74/300.50 159188[4:Res:95477.0,9992.0] || -> equal(complement(successor(union(null_class,complement(ordered_pair(u,v))))),null_class) equal(regular(complement(successor(union(null_class,complement(ordered_pair(u,v)))))),unordered_pair(u,singleton(v)))** equal(regular(complement(successor(union(null_class,complement(ordered_pair(u,v)))))),singleton(u)).
% 299.74/300.50 159186[4:Res:123487.0,9992.0] || -> equal(complement(successor(complement(intersection(ordered_pair(u,v),w)))),null_class) equal(regular(complement(successor(complement(intersection(ordered_pair(u,v),w))))),unordered_pair(u,singleton(v)))** equal(regular(complement(successor(complement(intersection(ordered_pair(u,v),w))))),singleton(u)).
% 299.74/300.50 159178[4:Res:59822.0,9992.0] || -> equal(union(null_class,restrict(ordered_pair(u,v),w,x)),null_class) equal(regular(union(null_class,restrict(ordered_pair(u,v),w,x))),unordered_pair(u,singleton(v)))** equal(regular(union(null_class,restrict(ordered_pair(u,v),w,x))),singleton(u)).
% 299.74/300.50 159170[0:Res:57833.0,9992.0] || -> equal(restrict(intersection(ordered_pair(u,v),w),x,y),null_class) equal(regular(restrict(intersection(ordered_pair(u,v),w),x,y)),unordered_pair(u,singleton(v)))** equal(regular(restrict(intersection(ordered_pair(u,v),w),x,y)),singleton(u)).
% 299.74/300.50 159257[4:Rew:80005.0,159169.2,80005.0,159169.1,80005.0,159169.0] || -> equal(restrict(union(null_class,ordered_pair(u,v)),w,x),null_class) equal(regular(restrict(union(null_class,ordered_pair(u,v)),w,x)),unordered_pair(u,singleton(v)))** equal(regular(restrict(union(null_class,ordered_pair(u,v)),w,x)),singleton(u)).
% 299.74/300.50 161839[2:Res:497.2,11968.1] || member(intersection(u,unordered_pair(v,w)),universal_class) member(apply(choice,intersection(u,unordered_pair(v,w))),v)* -> equal(intersection(u,unordered_pair(v,w)),null_class) equal(regular(unordered_pair(v,w)),w) equal(unordered_pair(v,w),null_class).
% 299.74/300.50 161812[2:Res:496.2,11968.1] || member(intersection(unordered_pair(u,v),w),universal_class) member(apply(choice,intersection(unordered_pair(u,v),w)),u)* -> equal(intersection(unordered_pair(u,v),w),null_class) equal(regular(unordered_pair(u,v)),v) equal(unordered_pair(u,v),null_class).
% 299.74/300.50 161970[2:Res:497.2,11969.1] || member(intersection(u,unordered_pair(v,w)),universal_class) member(apply(choice,intersection(u,unordered_pair(v,w))),w)* -> equal(intersection(u,unordered_pair(v,w)),null_class) equal(regular(unordered_pair(v,w)),v) equal(unordered_pair(v,w),null_class).
% 299.74/300.50 161943[2:Res:496.2,11969.1] || member(intersection(unordered_pair(u,v),w),universal_class) member(apply(choice,intersection(unordered_pair(u,v),w)),v)* -> equal(intersection(unordered_pair(u,v),w),null_class) equal(regular(unordered_pair(u,v)),u) equal(unordered_pair(u,v),null_class).
% 299.74/300.50 162865[0:Rew:48063.0,162720.2] || subclass(u,union(complement(v),power_class(complement(power_class(w))))) member(not_subclass_element(u,symmetric_difference(complement(v),power_class(complement(power_class(w))))),union(v,image(element_relation,power_class(w))))* -> subclass(u,symmetric_difference(complement(v),power_class(complement(power_class(w))))).
% 299.74/300.50 162867[0:Rew:48063.0,162701.1] || member(not_subclass_element(u,complement(symmetric_difference(complement(v),power_class(complement(power_class(w)))))),symmetric_difference(union(v,image(element_relation,power_class(w))),union(complement(v),power_class(complement(power_class(w))))))* -> subclass(u,complement(symmetric_difference(complement(v),power_class(complement(power_class(w)))))).
% 299.74/300.50 163342[0:Rew:48279.0,163195.2] || subclass(u,union(power_class(complement(power_class(v))),complement(w))) member(not_subclass_element(u,symmetric_difference(power_class(complement(power_class(v))),complement(w))),union(image(element_relation,power_class(v)),w))* -> subclass(u,symmetric_difference(power_class(complement(power_class(v))),complement(w))).
% 299.74/300.50 163344[0:Rew:48279.0,163176.1] || member(not_subclass_element(u,complement(symmetric_difference(power_class(complement(power_class(v))),complement(w)))),symmetric_difference(union(image(element_relation,power_class(v)),w),union(power_class(complement(power_class(v))),complement(w))))* -> subclass(u,complement(symmetric_difference(power_class(complement(power_class(v))),complement(w)))).
% 299.74/300.50 163731[0:Rew:77631.0,163650.2,77631.0,163650.0] || member(symmetric_difference(union(u,v),complement(intersection(u,v))),universal_class) member(apply(choice,symmetric_difference(union(u,v),complement(intersection(u,v)))),symmetric_difference(u,v))* -> equal(symmetric_difference(union(u,v),complement(intersection(u,v))),null_class).
% 299.74/300.50 164034[0:Rew:102314.0,163854.2,80005.0,163854.2,103452.0,163854.2,102314.0,163854.1,80005.0,163854.1,103452.0,163854.1] || member(regular(complement(symmetric_difference(power_class(u),complement(v)))),union(complement(power_class(u)),v))* member(regular(complement(symmetric_difference(power_class(u),complement(v)))),union(power_class(u),complement(v))) -> equal(complement(symmetric_difference(power_class(u),complement(v))),null_class).
% 299.74/300.50 164035[0:Rew:102314.0,163841.2,102667.0,163841.2,102314.0,163841.1,102667.0,163841.1] || member(regular(complement(symmetric_difference(complement(u),power_class(v)))),union(complement(u),power_class(v)))* member(regular(complement(symmetric_difference(complement(u),power_class(v)))),union(u,complement(power_class(v)))) -> equal(complement(symmetric_difference(complement(u),power_class(v))),null_class).
% 299.74/300.50 164036[0:Rew:102489.0,163835.2,80005.0,163835.2,102312.0,163835.2,102489.0,163835.1,80005.0,163835.1,102312.0,163835.1] || member(regular(complement(symmetric_difference(u,cross_product(v,w)))),complement(restrict(u,v,w)))* member(regular(complement(symmetric_difference(u,cross_product(v,w)))),union(u,cross_product(v,w))) -> equal(complement(symmetric_difference(u,cross_product(v,w))),null_class).
% 299.74/300.50 164037[0:Rew:102469.0,163834.2,80005.0,163834.2,102312.0,163834.2,102469.0,163834.1,80005.0,163834.1,102312.0,163834.1] || member(regular(complement(symmetric_difference(cross_product(u,v),w))),complement(restrict(w,u,v)))* member(regular(complement(symmetric_difference(cross_product(u,v),w))),union(cross_product(u,v),w)) -> equal(complement(symmetric_difference(cross_product(u,v),w)),null_class).
% 299.74/300.50 164130[0:Res:12960.4,102909.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,intersection(power_class(complement(union(w,x))),complement(y))) member(ordered_pair(v,u),union(image(element_relation,union(w,x)),y))* -> .
% 299.74/300.50 164129[0:Res:12960.4,48198.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,intersection(union(complement(power_class(w)),x),complement(y))) member(ordered_pair(v,u),union(intersection(power_class(w),complement(x)),y))* -> .
% 299.74/300.50 164128[0:Res:12960.4,48009.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,intersection(union(w,complement(power_class(x))),complement(y))) member(ordered_pair(v,u),union(intersection(complement(w),power_class(x)),y))* -> .
% 299.74/300.50 164124[0:Res:12960.4,48038.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,intersection(complement(w),union(complement(power_class(x)),y))) member(ordered_pair(v,u),union(w,intersection(power_class(x),complement(y))))* -> .
% 299.74/300.50 164123[0:Res:12960.4,47989.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,intersection(complement(w),union(x,complement(power_class(y))))) member(ordered_pair(v,u),union(w,intersection(complement(x),power_class(y))))* -> .
% 299.74/300.50 164121[0:Res:12960.4,102607.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,intersection(complement(w),power_class(complement(union(x,y))))) member(ordered_pair(v,u),union(w,image(element_relation,union(x,y))))* -> .
% 299.74/300.50 164104[2:Res:12960.4,11969.1] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,unordered_pair(w,x))* member(ordered_pair(v,u),x)* -> equal(regular(unordered_pair(w,x)),w) equal(unordered_pair(w,x),null_class).
% 299.74/300.50 164102[2:Res:12960.4,11968.1] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,unordered_pair(w,x))* member(ordered_pair(v,u),w)* -> equal(regular(unordered_pair(w,x)),x) equal(unordered_pair(w,x),null_class).
% 299.74/300.50 164507[0:Res:1040.2,14017.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,cross_product(universal_class,universal_class)) subclass(composition_function,compose_class(w))* -> equal(compose(w,u),ordered_pair(ordered_pair(v,compose(u,v)),compose(u,ordered_pair(v,compose(u,v)))))*.
% 299.74/300.50 164571[0:Res:1040.2,13988.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,cross_product(universal_class,universal_class)) subclass(composition_function,singleton(w))* -> equal(ordered_pair(u,ordered_pair(ordered_pair(v,compose(u,v)),compose(u,ordered_pair(v,compose(u,v))))),w)*.
% 299.74/300.50 164624[4:SpR:13493.0,17769.2] || member(ordered_pair(choice,unordered_pair(u,v)),cross_product(universal_class,universal_class)) member(unordered_pair(u,v),cantor(choice)) -> equal(unordered_pair(u,v),null_class) member(u,unordered_pair(u,v))* member(ordered_pair(choice,ordered_pair(unordered_pair(u,v),v)),application_function)*.
% 299.74/300.50 164622[4:SpR:13495.0,17769.2] || member(ordered_pair(choice,unordered_pair(u,v)),cross_product(universal_class,universal_class)) member(unordered_pair(u,v),cantor(choice)) -> equal(unordered_pair(u,v),null_class) member(v,unordered_pair(u,v))* member(ordered_pair(choice,ordered_pair(unordered_pair(u,v),u)),application_function)*.
% 299.74/300.50 165164[0:Res:13089.3,20.0] || member(intersection(u,v),universal_class) subclass(v,cross_product(w,x))* -> equal(intersection(u,v),null_class) equal(ordered_pair(first(apply(choice,intersection(u,v))),second(apply(choice,intersection(u,v)))),apply(choice,intersection(u,v)))**.
% 299.74/300.50 165161[0:Res:13089.3,102909.0] || member(intersection(u,v),universal_class) subclass(v,intersection(power_class(complement(union(w,x))),complement(y))) member(apply(choice,intersection(u,v)),union(image(element_relation,union(w,x)),y))* -> equal(intersection(u,v),null_class).
% 299.74/300.50 165160[0:Res:13089.3,48198.0] || member(intersection(u,v),universal_class) subclass(v,intersection(union(complement(power_class(w)),x),complement(y))) member(apply(choice,intersection(u,v)),union(intersection(power_class(w),complement(x)),y))* -> equal(intersection(u,v),null_class).
% 299.74/300.50 165159[0:Res:13089.3,48009.0] || member(intersection(u,v),universal_class) subclass(v,intersection(union(w,complement(power_class(x))),complement(y))) member(apply(choice,intersection(u,v)),union(intersection(complement(w),power_class(x)),y))* -> equal(intersection(u,v),null_class).
% 299.74/300.50 165155[0:Res:13089.3,48038.0] || member(intersection(u,v),universal_class) subclass(v,intersection(complement(w),union(complement(power_class(x)),y))) member(apply(choice,intersection(u,v)),union(w,intersection(power_class(x),complement(y))))* -> equal(intersection(u,v),null_class).
% 299.74/300.50 165154[0:Res:13089.3,47989.0] || member(intersection(u,v),universal_class) subclass(v,intersection(complement(w),union(x,complement(power_class(y))))) member(apply(choice,intersection(u,v)),union(w,intersection(complement(x),power_class(y))))* -> equal(intersection(u,v),null_class).
% 299.74/300.50 165152[0:Res:13089.3,102607.0] || member(intersection(u,v),universal_class) subclass(v,intersection(complement(w),power_class(complement(union(x,y))))) member(apply(choice,intersection(u,v)),union(w,image(element_relation,union(x,y))))* -> equal(intersection(u,v),null_class).
% 299.74/300.50 165135[2:Res:13089.3,11969.1] || member(intersection(u,v),universal_class) subclass(v,unordered_pair(w,x))* member(apply(choice,intersection(u,v)),x)* -> equal(intersection(u,v),null_class) equal(regular(unordered_pair(w,x)),w) equal(unordered_pair(w,x),null_class).
% 299.74/300.50 165133[2:Res:13089.3,11968.1] || member(intersection(u,v),universal_class) subclass(v,unordered_pair(w,x))* member(apply(choice,intersection(u,v)),w)* -> equal(intersection(u,v),null_class) equal(regular(unordered_pair(w,x)),x) equal(unordered_pair(w,x),null_class).
% 299.74/300.50 165244[0:Rew:103225.0,165100.2,103225.0,165100.0] || member(symmetric_difference(union(u,v),complement(w)),universal_class) subclass(union(complement(union(u,v)),w),x) -> equal(symmetric_difference(union(u,v),complement(w)),null_class) member(apply(choice,symmetric_difference(union(u,v),complement(w))),x)*.
% 299.74/300.50 165479[0:Res:13287.3,20.0] || member(intersection(u,v),universal_class) subclass(u,cross_product(w,x))* -> equal(intersection(u,v),null_class) equal(ordered_pair(first(apply(choice,intersection(u,v))),second(apply(choice,intersection(u,v)))),apply(choice,intersection(u,v)))**.
% 299.74/300.50 165476[0:Res:13287.3,102909.0] || member(intersection(u,v),universal_class) subclass(u,intersection(power_class(complement(union(w,x))),complement(y))) member(apply(choice,intersection(u,v)),union(image(element_relation,union(w,x)),y))* -> equal(intersection(u,v),null_class).
% 299.74/300.50 165475[0:Res:13287.3,48198.0] || member(intersection(u,v),universal_class) subclass(u,intersection(union(complement(power_class(w)),x),complement(y))) member(apply(choice,intersection(u,v)),union(intersection(power_class(w),complement(x)),y))* -> equal(intersection(u,v),null_class).
% 299.74/300.50 165474[0:Res:13287.3,48009.0] || member(intersection(u,v),universal_class) subclass(u,intersection(union(w,complement(power_class(x))),complement(y))) member(apply(choice,intersection(u,v)),union(intersection(complement(w),power_class(x)),y))* -> equal(intersection(u,v),null_class).
% 299.74/300.50 165470[0:Res:13287.3,48038.0] || member(intersection(u,v),universal_class) subclass(u,intersection(complement(w),union(complement(power_class(x)),y))) member(apply(choice,intersection(u,v)),union(w,intersection(power_class(x),complement(y))))* -> equal(intersection(u,v),null_class).
% 299.74/300.50 165469[0:Res:13287.3,47989.0] || member(intersection(u,v),universal_class) subclass(u,intersection(complement(w),union(x,complement(power_class(y))))) member(apply(choice,intersection(u,v)),union(w,intersection(complement(x),power_class(y))))* -> equal(intersection(u,v),null_class).
% 299.74/300.50 165467[0:Res:13287.3,102607.0] || member(intersection(u,v),universal_class) subclass(u,intersection(complement(w),power_class(complement(union(x,y))))) member(apply(choice,intersection(u,v)),union(w,image(element_relation,union(x,y))))* -> equal(intersection(u,v),null_class).
% 299.74/300.50 165450[2:Res:13287.3,11969.1] || member(intersection(u,v),universal_class) subclass(u,unordered_pair(w,x))* member(apply(choice,intersection(u,v)),x)* -> equal(intersection(u,v),null_class) equal(regular(unordered_pair(w,x)),w) equal(unordered_pair(w,x),null_class).
% 299.74/300.50 165448[2:Res:13287.3,11968.1] || member(intersection(u,v),universal_class) subclass(u,unordered_pair(w,x))* member(apply(choice,intersection(u,v)),w)* -> equal(intersection(u,v),null_class) equal(regular(unordered_pair(w,x)),x) equal(unordered_pair(w,x),null_class).
% 299.74/300.50 165562[0:Rew:104218.0,165413.2,104218.0,165413.0] || member(symmetric_difference(complement(u),union(v,w)),universal_class) subclass(union(u,complement(union(v,w))),x) -> equal(symmetric_difference(complement(u),union(v,w)),null_class) member(apply(choice,symmetric_difference(complement(u),union(v,w))),x)*.
% 299.74/300.50 167231[4:Res:95322.0,7890.0] || -> subclass(complement(successor(complement(cross_product(u,v)))),w) equal(ordered_pair(first(not_subclass_element(complement(successor(complement(cross_product(u,v)))),w)),second(not_subclass_element(complement(successor(complement(cross_product(u,v)))),w))),not_subclass_element(complement(successor(complement(cross_product(u,v)))),w))**.
% 299.74/300.50 167297[4:Rew:31.0,167273.1,31.0,167273.0] || -> subclass(union(null_class,restrict(u,v,w)),x) equal(ordered_pair(first(not_subclass_element(union(null_class,restrict(u,v,w)),x)),second(not_subclass_element(union(null_class,restrict(u,v,w)),x))),not_subclass_element(union(null_class,restrict(u,v,w)),x))**.
% 299.74/300.50 167717[0:SpL:569.0,12416.1] || member(u,union(union(v,w),union(complement(v),complement(w))))* member(u,complement(symmetric_difference(complement(v),complement(w)))) subclass(symmetric_difference(union(v,w),union(complement(v),complement(w))),x)* -> member(u,x)*.
% 299.74/300.50 168263[4:Res:30316.0,78949.0] || -> equal(union(null_class,symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v)))),null_class) member(regular(union(null_class,symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))))),complement(symmetric_difference(cross_product(u,v),w)))*.
% 299.74/300.50 168249[0:Res:1040.2,78949.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,symmetric_difference(union(cross_product(w,x),y),complement(restrict(y,w,x))))* -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),complement(symmetric_difference(cross_product(w,x),y)))*.
% 299.74/300.50 168243[0:Res:184.1,78949.0] || -> equal(intersection(u,symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w)))),null_class) member(regular(intersection(u,symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))))),complement(symmetric_difference(cross_product(v,w),x)))*.
% 299.74/300.50 168213[0:Res:192.1,78949.0] || -> equal(intersection(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),x),null_class) member(regular(intersection(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),x)),complement(symmetric_difference(cross_product(u,v),w)))*.
% 299.74/300.50 168563[4:Res:30316.0,79442.0] || -> equal(union(null_class,symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w)))),null_class) member(regular(union(null_class,symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))))),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.74/300.50 168549[0:Res:1040.2,79442.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,symmetric_difference(union(w,cross_product(x,y)),complement(restrict(w,x,y))))* -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),complement(symmetric_difference(w,cross_product(x,y))))*.
% 299.74/300.50 168543[0:Res:184.1,79442.0] || -> equal(intersection(u,symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x)))),null_class) member(regular(intersection(u,symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))))),complement(symmetric_difference(v,cross_product(w,x))))*.
% 299.74/300.50 168513[0:Res:192.1,79442.0] || -> equal(intersection(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),x),null_class) member(regular(intersection(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),x)),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.74/300.50 170328[2:SpR:23552.0,9529.1] || member(restrict(element_relation,universal_class,image(choice,singleton(ordered_pair(u,v)))),universal_class) -> equal(apply(choice,ordered_pair(u,v)),singleton(u)) member(ordered_pair(restrict(element_relation,universal_class,image(choice,singleton(ordered_pair(u,v)))),unordered_pair(u,singleton(v))),domain_relation)*.
% 299.74/300.50 171758[2:MRR:171648.0,12502.1] || subclass(u,regular(intersection(complement(v),union(w,complement(power_class(x))))))* -> member(not_subclass_element(u,y),union(v,intersection(complement(w),power_class(x))))* subclass(u,y) equal(intersection(complement(v),union(w,complement(power_class(x)))),null_class).
% 299.74/300.50 171776[0:MRR:171673.0,12502.1] || subclass(u,v) -> member(not_subclass_element(u,intersection(intersection(complement(w),union(x,complement(power_class(y)))),v)),union(w,intersection(complement(x),power_class(y))))* subclass(u,intersection(intersection(complement(w),union(x,complement(power_class(y)))),v)).
% 299.74/300.50 171778[0:MRR:171675.0,12502.1] || -> member(not_subclass_element(intersection(u,v),intersection(intersection(complement(w),union(x,complement(power_class(y)))),u)),union(w,intersection(complement(x),power_class(y))))* subclass(intersection(u,v),intersection(intersection(complement(w),union(x,complement(power_class(y)))),u)).
% 299.74/300.50 171779[0:MRR:171674.0,12502.1] || -> member(not_subclass_element(intersection(u,v),intersection(intersection(complement(w),union(x,complement(power_class(y)))),v)),union(w,intersection(complement(x),power_class(y))))* subclass(intersection(u,v),intersection(intersection(complement(w),union(x,complement(power_class(y)))),v)).
% 299.74/300.50 172170[0:Res:47996.2,9740.3] function(u) || member(image(u,v),union(complement(w),power_class(x)))* member(image(u,v),union(w,complement(power_class(x)))) member(v,universal_class) subclass(universal_class,complement(symmetric_difference(complement(w),power_class(x)))) -> .
% 299.74/300.50 172154[0:Res:47996.2,9802.2] || member(apply(choice,u),union(complement(v),power_class(w)))* member(apply(choice,u),union(v,complement(power_class(w)))) member(u,universal_class) subclass(u,complement(symmetric_difference(complement(v),power_class(w)))) -> equal(u,null_class).
% 299.74/300.50 172223[4:MRR:172163.3,172162.2] || member(regular(regular(symmetric_difference(complement(u),power_class(v)))),union(complement(u),power_class(v)))* member(regular(regular(symmetric_difference(complement(u),power_class(v)))),union(u,complement(power_class(v)))) -> equal(regular(symmetric_difference(complement(u),power_class(v))),null_class).
% 299.74/300.50 172224[4:MRR:172153.5,172162.2] || member(apply(choice,u),union(complement(v),power_class(w)))* member(apply(choice,u),union(v,complement(power_class(w)))) member(u,universal_class) subclass(u,regular(symmetric_difference(complement(v),power_class(w)))) -> equal(u,null_class).
% 299.74/300.50 172552[2:MRR:172435.0,12502.1] || subclass(u,regular(intersection(union(v,complement(power_class(w))),complement(x))))* -> member(not_subclass_element(u,y),union(intersection(complement(v),power_class(w)),x))* subclass(u,y) equal(intersection(union(v,complement(power_class(w))),complement(x)),null_class).
% 299.86/300.50 172570[0:MRR:172460.0,12502.1] || subclass(u,v) -> member(not_subclass_element(u,intersection(intersection(union(w,complement(power_class(x))),complement(y)),v)),union(intersection(complement(w),power_class(x)),y))* subclass(u,intersection(intersection(union(w,complement(power_class(x))),complement(y)),v)).
% 299.86/300.50 172572[0:MRR:172462.0,12502.1] || -> member(not_subclass_element(intersection(u,v),intersection(intersection(union(w,complement(power_class(x))),complement(y)),u)),union(intersection(complement(w),power_class(x)),y))* subclass(intersection(u,v),intersection(intersection(union(w,complement(power_class(x))),complement(y)),u)).
% 299.86/300.50 172573[0:MRR:172461.0,12502.1] || -> member(not_subclass_element(intersection(u,v),intersection(intersection(union(w,complement(power_class(x))),complement(y)),v)),union(intersection(complement(w),power_class(x)),y))* subclass(intersection(u,v),intersection(intersection(union(w,complement(power_class(x))),complement(y)),v)).
% 299.86/300.50 173108[2:MRR:172990.0,12502.1] || subclass(u,regular(intersection(complement(v),union(complement(power_class(w)),x))))* -> member(not_subclass_element(u,y),union(v,intersection(power_class(w),complement(x))))* subclass(u,y) equal(intersection(complement(v),union(complement(power_class(w)),x)),null_class).
% 299.86/300.50 173126[0:MRR:173015.0,12502.1] || subclass(u,v) -> member(not_subclass_element(u,intersection(intersection(complement(w),union(complement(power_class(x)),y)),v)),union(w,intersection(power_class(x),complement(y))))* subclass(u,intersection(intersection(complement(w),union(complement(power_class(x)),y)),v)).
% 299.86/300.50 173128[0:MRR:173017.0,12502.1] || -> member(not_subclass_element(intersection(u,v),intersection(intersection(complement(w),union(complement(power_class(x)),y)),u)),union(w,intersection(power_class(x),complement(y))))* subclass(intersection(u,v),intersection(intersection(complement(w),union(complement(power_class(x)),y)),u)).
% 299.86/300.50 173129[0:MRR:173016.0,12502.1] || -> member(not_subclass_element(intersection(u,v),intersection(intersection(complement(w),union(complement(power_class(x)),y)),v)),union(w,intersection(power_class(x),complement(y))))* subclass(intersection(u,v),intersection(intersection(complement(w),union(complement(power_class(x)),y)),v)).
% 299.86/300.50 13107[0:Res:497.2,617.0] || member(intersection(u,ordered_pair(v,w)),universal_class) -> equal(intersection(u,ordered_pair(v,w)),null_class) equal(apply(choice,intersection(u,ordered_pair(v,w))),unordered_pair(v,singleton(w)))** equal(apply(choice,intersection(u,ordered_pair(v,w))),singleton(v)).
% 299.86/300.50 13305[0:Res:496.2,617.0] || member(intersection(ordered_pair(u,v),w),universal_class) -> equal(intersection(ordered_pair(u,v),w),null_class) equal(apply(choice,intersection(ordered_pair(u,v),w)),unordered_pair(u,singleton(v)))** equal(apply(choice,intersection(ordered_pair(u,v),w)),singleton(u)).
% 299.86/300.50 14547[0:Res:26.2,894.0] || member(not_subclass_element(u,intersection(v,intersection(w,x))),x)* member(not_subclass_element(u,intersection(v,intersection(w,x))),w)* member(not_subclass_element(u,intersection(v,intersection(w,x))),v)* -> subclass(u,intersection(v,intersection(w,x))).
% 299.86/300.50 15137[0:Rew:826.1,15114.3] || equal(successor(first(not_subclass_element(cross_product(u,v),w))),second(not_subclass_element(cross_product(u,v),w))) member(not_subclass_element(cross_product(u,v),w),cross_product(universal_class,universal_class))* -> subclass(cross_product(u,v),w) member(not_subclass_element(cross_product(u,v),w),successor_relation).
% 299.86/300.50 32877[0:Rew:8781.1,32867.3,8781.1,32867.2] || member(ordered_pair(u,regular(range_of(null_class))),cross_product(universal_class,universal_class)) -> equal(cross_product(image(v,singleton(u)),universal_class),null_class) equal(range_of(null_class),null_class) member(ordered_pair(u,regular(range_of(null_class))),compose(regular(cross_product(image(v,singleton(u)),universal_class)),v))*.
% 299.86/300.50 40129[9:Rew:39752.1,39974.3,39752.1,39974.2] function(u) || member(ordered_pair(u,not_subclass_element(image(v,image(w,null_class)),x)),cross_product(universal_class,universal_class))* -> subclass(image(v,image(w,null_class)),x) member(ordered_pair(u,not_subclass_element(image(v,image(w,null_class)),x)),compose(v,w))*.
% 299.86/300.50 40553[9:Rew:40368.1,40474.3,40368.1,40474.2] one_to_one(u) || member(ordered_pair(inverse(u),regular(image(v,image(w,null_class)))),cross_product(universal_class,universal_class))* -> equal(image(v,image(w,null_class)),null_class) member(ordered_pair(inverse(u),regular(image(v,image(w,null_class)))),compose(v,w))*.
% 299.86/300.50 42515[0:Res:3145.1,885.1] || member(regular(intersection(u,intersection(complement(intersection(v,w)),x))),union(v,w)) -> equal(intersection(u,intersection(complement(intersection(v,w)),x)),null_class) member(regular(intersection(u,intersection(complement(intersection(v,w)),x))),symmetric_difference(v,w))*.
% 299.86/300.50 43111[0:Res:3146.1,885.1] || member(regular(intersection(u,intersection(v,complement(intersection(w,x))))),union(w,x)) -> equal(intersection(u,intersection(v,complement(intersection(w,x)))),null_class) member(regular(intersection(u,intersection(v,complement(intersection(w,x))))),symmetric_difference(w,x))*.
% 299.86/300.50 43943[0:Res:3317.1,885.1] || member(regular(intersection(intersection(complement(intersection(u,v)),w),x)),union(u,v)) -> equal(intersection(intersection(complement(intersection(u,v)),w),x),null_class) member(regular(intersection(intersection(complement(intersection(u,v)),w),x)),symmetric_difference(u,v))*.
% 299.86/300.50 44478[0:Res:3318.1,885.1] || member(regular(intersection(intersection(u,complement(intersection(v,w))),x)),union(v,w)) -> equal(intersection(intersection(u,complement(intersection(v,w))),x),null_class) member(regular(intersection(intersection(u,complement(intersection(v,w))),x)),symmetric_difference(v,w))*.
% 299.86/300.50 47854[0:Res:5957.2,62.0] || member(inverse(u),universal_class) subclass(domain_relation,image(v,image(w,singleton(x)))) member(ordered_pair(x,ordered_pair(inverse(u),range_of(u))),cross_product(universal_class,universal_class))* -> member(ordered_pair(x,ordered_pair(inverse(u),range_of(u))),compose(v,w))*.
% 299.86/300.50 55914[0:Res:497.2,8686.2] || member(intersection(u,union(v,w)),universal_class) member(apply(choice,intersection(u,union(v,w))),complement(w))* member(apply(choice,intersection(u,union(v,w))),complement(v))* -> equal(intersection(u,union(v,w)),null_class).
% 299.86/300.50 55892[0:Res:496.2,8686.2] || member(intersection(union(u,v),w),universal_class) member(apply(choice,intersection(union(u,v),w)),complement(v))* member(apply(choice,intersection(union(u,v),w)),complement(u))* -> equal(intersection(union(u,v),w),null_class).
% 299.86/300.50 57125[0:Res:6563.2,62.0] || subclass(u,image(v,image(w,singleton(x)))) member(ordered_pair(x,not_subclass_element(intersection(y,u),z)),cross_product(universal_class,universal_class))* -> subclass(intersection(y,u),z) member(ordered_pair(x,not_subclass_element(intersection(y,u),z)),compose(v,w))*.
% 299.86/300.50 58550[0:Res:7755.2,62.0] || subclass(u,image(v,image(w,singleton(x)))) member(ordered_pair(x,not_subclass_element(intersection(u,y),z)),cross_product(universal_class,universal_class))* -> subclass(intersection(u,y),z) member(ordered_pair(x,not_subclass_element(intersection(u,y),z)),compose(v,w))*.
% 299.86/300.50 77378[0:SpR:75599.0,560.0] || -> equal(intersection(complement(symmetric_difference(union(u,v),complement(intersection(u,v)))),union(complement(symmetric_difference(u,v)),union(union(u,v),complement(intersection(u,v))))),symmetric_difference(complement(symmetric_difference(u,v)),union(union(u,v),complement(intersection(u,v)))))**.
% 299.86/300.50 80087[4:Rew:80005.0,77679.0] || member(not_subclass_element(u,complement(symmetric_difference(union(v,w),complement(intersection(v,w))))),symmetric_difference(complement(symmetric_difference(v,w)),union(union(v,w),complement(intersection(v,w)))))* -> subclass(u,complement(symmetric_difference(union(v,w),complement(intersection(v,w))))).
% 299.86/300.50 80298[0:Rew:80146.0,80091.2,80146.0,80091.1] || subclass(u,union(union(v,w),complement(intersection(v,w)))) member(not_subclass_element(u,symmetric_difference(union(v,w),complement(intersection(v,w)))),complement(symmetric_difference(v,w)))* -> subclass(u,symmetric_difference(union(v,w),complement(intersection(v,w)))).
% 299.86/300.50 85799[2:Res:72136.0,62.0] || member(ordered_pair(u,complement(image(v,image(w,singleton(u))))),cross_product(universal_class,universal_class))* -> equal(singleton(complement(image(v,image(w,singleton(u))))),null_class) member(ordered_pair(u,complement(image(v,image(w,singleton(u))))),compose(v,w))*.
% 299.86/300.50 88428[2:Rew:823.1,88420.2] || -> equal(cross_product(u,v),null_class) equal(unordered_pair(first(regular(cross_product(u,v))),singleton(second(regular(cross_product(u,v))))),apply(choice,regular(cross_product(u,v))))** equal(apply(choice,regular(cross_product(u,v))),singleton(first(regular(cross_product(u,v))))).
% 299.86/300.50 97232[0:SpL:48870.0,259.0] || member(regular(union(u,intersection(power_class(v),union(w,complement(power_class(x)))))),intersection(complement(u),union(complement(power_class(v)),intersection(complement(w),power_class(x)))))* -> equal(union(u,intersection(power_class(v),union(w,complement(power_class(x))))),null_class).
% 299.86/300.50 97202[0:SpL:48870.0,259.0] || member(regular(union(intersection(power_class(u),union(v,complement(power_class(w)))),x)),intersection(union(complement(power_class(u)),intersection(complement(v),power_class(w))),complement(x)))* -> equal(union(intersection(power_class(u),union(v,complement(power_class(w)))),x),null_class).
% 299.86/300.50 97934[0:SpL:48871.0,259.0] || member(regular(union(u,intersection(union(v,complement(power_class(w))),power_class(x)))),intersection(complement(u),union(intersection(complement(v),power_class(w)),complement(power_class(x)))))* -> equal(union(u,intersection(union(v,complement(power_class(w))),power_class(x))),null_class).
% 299.86/300.50 97904[0:SpL:48871.0,259.0] || member(regular(union(intersection(union(u,complement(power_class(v))),power_class(w)),x)),intersection(union(intersection(complement(u),power_class(v)),complement(power_class(w))),complement(x)))* -> equal(union(intersection(union(u,complement(power_class(v))),power_class(w)),x),null_class).
% 299.86/300.50 98625[0:SpL:48872.0,259.0] || member(regular(union(u,intersection(union(complement(power_class(v)),w),power_class(x)))),intersection(complement(u),union(intersection(power_class(v),complement(w)),complement(power_class(x)))))* -> equal(union(u,intersection(union(complement(power_class(v)),w),power_class(x))),null_class).
% 299.86/300.50 98595[0:SpL:48872.0,259.0] || member(regular(union(intersection(union(complement(power_class(u)),v),power_class(w)),x)),intersection(union(intersection(power_class(u),complement(v)),complement(power_class(w))),complement(x)))* -> equal(union(intersection(union(complement(power_class(u)),v),power_class(w)),x),null_class).
% 299.86/300.50 99344[0:SpL:48874.0,259.0] || member(regular(union(u,intersection(power_class(v),union(complement(power_class(w)),x)))),intersection(complement(u),union(complement(power_class(v)),intersection(power_class(w),complement(x)))))* -> equal(union(u,intersection(power_class(v),union(complement(power_class(w)),x))),null_class).
% 299.86/300.50 99314[0:SpL:48874.0,259.0] || member(regular(union(intersection(power_class(u),union(complement(power_class(v)),w)),x)),intersection(union(complement(power_class(u)),intersection(power_class(v),complement(w))),complement(x)))* -> equal(union(intersection(power_class(u),union(complement(power_class(v)),w)),x),null_class).
% 299.86/300.50 100012[4:Rew:80005.0,99979.1,80005.0,99979.0] || -> equal(intersection(u,union(null_class,cross_product(v,w))),null_class) equal(ordered_pair(first(regular(intersection(u,union(null_class,cross_product(v,w))))),second(regular(intersection(u,union(null_class,cross_product(v,w)))))),regular(intersection(u,union(null_class,cross_product(v,w)))))**.
% 299.86/300.50 100014[4:Rew:80005.0,99966.1,80005.0,99966.0] || -> equal(intersection(union(null_class,cross_product(u,v)),w),null_class) equal(ordered_pair(first(regular(intersection(union(null_class,cross_product(u,v)),w))),second(regular(intersection(union(null_class,cross_product(u,v)),w)))),regular(intersection(union(null_class,cross_product(u,v)),w)))**.
% 299.86/300.50 104802[0:Rew:48838.0,102245.1] || member(not_subclass_element(intersection(union(image(element_relation,power_class(u)),complement(power_class(v))),complement(w)),x),union(intersection(power_class(complement(power_class(u))),power_class(v)),w))* -> subclass(intersection(union(image(element_relation,power_class(u)),complement(power_class(v))),complement(w)),x).
% 299.86/300.50 104803[0:Rew:48835.0,102244.1] || member(not_subclass_element(intersection(union(complement(power_class(u)),image(element_relation,power_class(v))),complement(w)),x),union(intersection(power_class(u),power_class(complement(power_class(v)))),w))* -> subclass(intersection(union(complement(power_class(u)),image(element_relation,power_class(v))),complement(w)),x).
% 299.86/300.50 104804[0:Rew:48838.0,102217.1] || member(not_subclass_element(intersection(complement(u),union(image(element_relation,power_class(v)),complement(power_class(w)))),x),union(u,intersection(power_class(complement(power_class(v))),power_class(w))))* -> subclass(intersection(complement(u),union(image(element_relation,power_class(v)),complement(power_class(w)))),x).
% 299.86/300.50 104805[0:Rew:48835.0,102216.1] || member(not_subclass_element(intersection(complement(u),union(complement(power_class(v)),image(element_relation,power_class(w)))),x),union(u,intersection(power_class(v),power_class(complement(power_class(w))))))* -> subclass(intersection(complement(u),union(complement(power_class(v)),image(element_relation,power_class(w)))),x).
% 299.86/300.50 107347[4:Res:106506.0,3486.0] || -> equal(regular(union(null_class,complement(cross_product(u,v)))),null_class) equal(ordered_pair(first(regular(regular(union(null_class,complement(cross_product(u,v)))))),second(regular(regular(union(null_class,complement(cross_product(u,v))))))),regular(regular(union(null_class,complement(cross_product(u,v))))))**.
% 299.86/300.50 116650[0:SpR:102469.0,6573.1] || -> subclass(intersection(u,symmetric_difference(restrict(v,w,x),complement(union(cross_product(w,x),v)))),y) member(not_subclass_element(intersection(u,symmetric_difference(restrict(v,w,x),complement(union(cross_product(w,x),v)))),y),complement(symmetric_difference(cross_product(w,x),v)))*.
% 299.86/300.50 116632[0:SpR:102469.0,7766.1] || -> subclass(intersection(symmetric_difference(restrict(u,v,w),complement(union(cross_product(v,w),u))),x),y) member(not_subclass_element(intersection(symmetric_difference(restrict(u,v,w),complement(union(cross_product(v,w),u))),x),y),complement(symmetric_difference(cross_product(v,w),u)))*.
% 299.86/300.50 117512[0:SpR:102489.0,6573.1] || -> subclass(intersection(u,symmetric_difference(restrict(v,w,x),complement(union(v,cross_product(w,x))))),y) member(not_subclass_element(intersection(u,symmetric_difference(restrict(v,w,x),complement(union(v,cross_product(w,x))))),y),complement(symmetric_difference(v,cross_product(w,x))))*.
% 299.86/300.50 117494[0:SpR:102489.0,7766.1] || -> subclass(intersection(symmetric_difference(restrict(u,v,w),complement(union(u,cross_product(v,w)))),x),y) member(not_subclass_element(intersection(symmetric_difference(restrict(u,v,w),complement(union(u,cross_product(v,w)))),x),y),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.86/300.50 124062[4:Rew:32.0,124015.1,32.0,124015.0] || -> equal(complement(successor(complement(restrict(u,v,w)))),null_class) equal(ordered_pair(first(regular(complement(successor(complement(restrict(u,v,w)))))),second(regular(complement(successor(complement(restrict(u,v,w))))))),regular(complement(successor(complement(restrict(u,v,w))))))**.
% 299.86/300.50 130991[4:Res:123484.0,7879.0] || -> subclass(regular(union(null_class,complement(intersection(unordered_pair(u,v),w)))),x) equal(not_subclass_element(regular(union(null_class,complement(intersection(unordered_pair(u,v),w)))),x),v)** equal(not_subclass_element(regular(union(null_class,complement(intersection(unordered_pair(u,v),w)))),x),u)**.
% 299.86/300.50 130990[4:Res:124223.0,7879.0] || -> subclass(regular(union(null_class,complement(intersection(u,unordered_pair(v,w))))),x) equal(not_subclass_element(regular(union(null_class,complement(intersection(u,unordered_pair(v,w))))),x),w)** equal(not_subclass_element(regular(union(null_class,complement(intersection(u,unordered_pair(v,w))))),x),v)**.
% 299.86/300.50 130987[4:Res:126047.0,7879.0] || -> subclass(union(null_class,intersection(intersection(u,unordered_pair(v,w)),x)),y) equal(not_subclass_element(union(null_class,intersection(intersection(u,unordered_pair(v,w)),x)),y),w)** equal(not_subclass_element(union(null_class,intersection(intersection(u,unordered_pair(v,w)),x)),y),v)**.
% 299.86/300.50 130986[4:Res:123479.0,7879.0] || -> subclass(union(null_class,intersection(intersection(unordered_pair(u,v),w),x)),y) equal(not_subclass_element(union(null_class,intersection(intersection(unordered_pair(u,v),w),x)),y),v)** equal(not_subclass_element(union(null_class,intersection(intersection(unordered_pair(u,v),w),x)),y),u)**.
% 299.86/300.50 130985[4:Res:126557.0,7879.0] || -> subclass(union(null_class,intersection(u,intersection(v,unordered_pair(w,x)))),y) equal(not_subclass_element(union(null_class,intersection(u,intersection(v,unordered_pair(w,x)))),y),x)** equal(not_subclass_element(union(null_class,intersection(u,intersection(v,unordered_pair(w,x)))),y),w)**.
% 299.86/300.50 130984[4:Res:123529.0,7879.0] || -> subclass(union(null_class,intersection(u,intersection(unordered_pair(v,w),x))),y) equal(not_subclass_element(union(null_class,intersection(u,intersection(unordered_pair(v,w),x))),y),w)** equal(not_subclass_element(union(null_class,intersection(u,intersection(unordered_pair(v,w),x))),y),v)**.
% 299.86/300.50 131012[4:Rew:80005.0,130982.2,80005.0,130982.1,80005.0,130982.0] || -> subclass(union(null_class,intersection(u,union(null_class,unordered_pair(v,w)))),x) equal(not_subclass_element(union(null_class,intersection(u,union(null_class,unordered_pair(v,w)))),x),w)** equal(not_subclass_element(union(null_class,intersection(u,union(null_class,unordered_pair(v,w)))),x),v)**.
% 299.86/300.50 131013[4:Rew:80005.0,130979.2,80005.0,130979.1,80005.0,130979.0] || -> subclass(union(null_class,intersection(union(null_class,unordered_pair(u,v)),w)),x) equal(not_subclass_element(union(null_class,intersection(union(null_class,unordered_pair(u,v)),w)),x),v)** equal(not_subclass_element(union(null_class,intersection(union(null_class,unordered_pair(u,v)),w)),x),u)**.
% 299.86/300.50 130971[4:Res:126220.0,7879.0] || -> subclass(intersection(union(null_class,intersection(u,unordered_pair(v,w))),x),y) equal(not_subclass_element(intersection(union(null_class,intersection(u,unordered_pair(v,w))),x),y),w)** equal(not_subclass_element(intersection(union(null_class,intersection(u,unordered_pair(v,w))),x),y),v)**.
% 299.86/300.50 131014[4:Rew:80005.0,130969.2,80005.0,130969.1,80005.0,130969.0] || -> subclass(intersection(intersection(u,union(null_class,unordered_pair(v,w))),x),y) equal(not_subclass_element(intersection(intersection(u,union(null_class,unordered_pair(v,w))),x),y),w)** equal(not_subclass_element(intersection(intersection(u,union(null_class,unordered_pair(v,w))),x),y),v)**.
% 299.86/300.50 130964[4:Res:123520.0,7879.0] || -> subclass(intersection(u,union(null_class,intersection(unordered_pair(v,w),x))),y) equal(not_subclass_element(intersection(u,union(null_class,intersection(unordered_pair(v,w),x))),y),w)** equal(not_subclass_element(intersection(u,union(null_class,intersection(unordered_pair(v,w),x))),y),v)**.
% 299.86/300.50 131016[4:Rew:80005.0,130959.2,80005.0,130959.1,80005.0,130959.0] || -> subclass(intersection(u,intersection(union(null_class,unordered_pair(v,w)),x)),y) equal(not_subclass_element(intersection(u,intersection(union(null_class,unordered_pair(v,w)),x)),y),w)** equal(not_subclass_element(intersection(u,intersection(union(null_class,unordered_pair(v,w)),x)),y),v)**.
% 299.86/300.50 130955[4:Res:123491.0,7879.0] || -> subclass(intersection(union(null_class,intersection(unordered_pair(u,v),w)),x),y) equal(not_subclass_element(intersection(union(null_class,intersection(unordered_pair(u,v),w)),x),y),v)** equal(not_subclass_element(intersection(union(null_class,intersection(unordered_pair(u,v),w)),x),y),u)**.
% 299.86/300.50 131017[4:Rew:80005.0,130953.2,80005.0,130953.1,80005.0,130953.0] || -> subclass(intersection(intersection(union(null_class,unordered_pair(u,v)),w),x),y) equal(not_subclass_element(intersection(intersection(union(null_class,unordered_pair(u,v)),w),x),y),v)** equal(not_subclass_element(intersection(intersection(union(null_class,unordered_pair(u,v)),w),x),y),u)**.
% 299.86/300.50 130950[4:Res:126395.0,7879.0] || -> subclass(intersection(u,union(null_class,intersection(v,unordered_pair(w,x)))),y) equal(not_subclass_element(intersection(u,union(null_class,intersection(v,unordered_pair(w,x)))),y),x)** equal(not_subclass_element(intersection(u,union(null_class,intersection(v,unordered_pair(w,x)))),y),w)**.
% 299.86/300.50 131018[4:Rew:80005.0,130948.2,80005.0,130948.1,80005.0,130948.0] || -> subclass(intersection(u,intersection(v,union(null_class,unordered_pair(w,x)))),y) equal(not_subclass_element(intersection(u,intersection(v,union(null_class,unordered_pair(w,x)))),y),x)** equal(not_subclass_element(intersection(u,intersection(v,union(null_class,unordered_pair(w,x)))),y),w)**.
% 299.86/300.50 130940[4:Res:123909.0,7879.0] || -> subclass(complement(successor(complement(restrict(unordered_pair(u,v),w,x)))),y) equal(not_subclass_element(complement(successor(complement(restrict(unordered_pair(u,v),w,x)))),y),v)** equal(not_subclass_element(complement(successor(complement(restrict(unordered_pair(u,v),w,x)))),y),u)**.
% 299.86/300.50 133185[4:Res:123906.0,10200.1] || member(complement(successor(complement(intersection(u,complement(compose(element_relation,universal_class)))))),universal_class) member(apply(choice,complement(successor(complement(intersection(u,complement(compose(element_relation,universal_class))))))),element_relation)* -> equal(complement(successor(complement(intersection(u,complement(compose(element_relation,universal_class)))))),null_class).
% 299.86/300.50 133183[4:Res:58368.0,10200.1] || member(restrict(intersection(u,complement(compose(element_relation,universal_class))),v,w),universal_class) member(apply(choice,restrict(intersection(u,complement(compose(element_relation,universal_class))),v,w)),element_relation)* -> equal(restrict(intersection(u,complement(compose(element_relation,universal_class))),v,w),null_class).
% 299.86/300.50 133174[4:Res:57780.0,10200.1] || member(intersection(u,restrict(complement(compose(element_relation,universal_class)),v,w)),universal_class) member(apply(choice,intersection(u,restrict(complement(compose(element_relation,universal_class)),v,w))),element_relation)* -> equal(intersection(u,restrict(complement(compose(element_relation,universal_class)),v,w)),null_class).
% 299.86/300.50 133160[9:Res:79218.1,10200.1] function(complement(compose(element_relation,universal_class))) || member(intersection(u,successor(complement(compose(element_relation,universal_class)))),universal_class) member(apply(choice,intersection(u,successor(complement(compose(element_relation,universal_class))))),element_relation)* -> equal(intersection(u,successor(complement(compose(element_relation,universal_class)))),null_class).
% 299.86/300.50 133155[9:Res:79114.1,10200.1] function(complement(compose(element_relation,universal_class))) || member(intersection(successor(complement(compose(element_relation,universal_class))),u),universal_class) member(apply(choice,intersection(successor(complement(compose(element_relation,universal_class))),u)),element_relation)* -> equal(intersection(successor(complement(compose(element_relation,universal_class))),u),null_class).
% 299.86/300.50 133148[4:Res:123487.0,10200.1] || member(complement(successor(complement(intersection(complement(compose(element_relation,universal_class)),u)))),universal_class) member(apply(choice,complement(successor(complement(intersection(complement(compose(element_relation,universal_class)),u))))),element_relation)* -> equal(complement(successor(complement(intersection(complement(compose(element_relation,universal_class)),u)))),null_class).
% 299.86/300.50 133139[4:Res:59822.0,10200.1] || member(union(null_class,restrict(complement(compose(element_relation,universal_class)),u,v)),universal_class) member(apply(choice,union(null_class,restrict(complement(compose(element_relation,universal_class)),u,v))),element_relation)* -> equal(union(null_class,restrict(complement(compose(element_relation,universal_class)),u,v)),null_class).
% 299.86/300.50 133135[4:Res:59150.0,10200.1] || member(intersection(restrict(complement(compose(element_relation,universal_class)),u,v),w),universal_class) member(apply(choice,intersection(restrict(complement(compose(element_relation,universal_class)),u,v),w)),element_relation)* -> equal(intersection(restrict(complement(compose(element_relation,universal_class)),u,v),w),null_class).
% 299.86/300.50 133132[4:Res:57833.0,10200.1] || member(restrict(intersection(complement(compose(element_relation,universal_class)),u),v,w),universal_class) member(apply(choice,restrict(intersection(complement(compose(element_relation,universal_class)),u),v,w)),element_relation)* -> equal(restrict(intersection(complement(compose(element_relation,universal_class)),u),v,w),null_class).
% 299.86/300.50 133233[4:Rew:80005.0,133131.2,80005.0,133131.1,80005.0,133131.0] || member(restrict(union(null_class,complement(compose(element_relation,universal_class))),u,v),universal_class) member(apply(choice,restrict(union(null_class,complement(compose(element_relation,universal_class))),u,v)),element_relation)* -> equal(restrict(union(null_class,complement(compose(element_relation,universal_class))),u,v),null_class).
% 299.86/300.50 134968[0:Res:8432.2,885.1] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,complement(intersection(v,w))) member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),union(v,w)) -> member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),symmetric_difference(v,w))*.
% 299.86/300.50 135546[0:Res:8431.2,885.1] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,complement(intersection(v,w))) member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),union(v,w)) -> member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),symmetric_difference(v,w))*.
% 299.86/300.50 141332[0:Res:123475.0,7879.0] || -> subclass(intersection(intersection(intersection(unordered_pair(u,v),w),x),y),z) equal(not_subclass_element(intersection(intersection(intersection(unordered_pair(u,v),w),x),y),z),v)** equal(not_subclass_element(intersection(intersection(intersection(unordered_pair(u,v),w),x),y),z),u)**.
% 299.86/300.50 141693[0:Res:123485.0,7879.0] || -> subclass(intersection(u,intersection(v,intersection(unordered_pair(w,x),y))),z) equal(not_subclass_element(intersection(u,intersection(v,intersection(unordered_pair(w,x),y))),z),x)** equal(not_subclass_element(intersection(u,intersection(v,intersection(unordered_pair(w,x),y))),z),w)**.
% 299.86/300.50 141935[0:Res:123517.0,7879.0] || -> subclass(intersection(u,intersection(intersection(unordered_pair(v,w),x),y)),z) equal(not_subclass_element(intersection(u,intersection(intersection(unordered_pair(v,w),x),y)),z),w)** equal(not_subclass_element(intersection(u,intersection(intersection(unordered_pair(v,w),x),y)),z),v)**.
% 299.86/300.50 142182[0:Res:123525.0,7879.0] || -> subclass(intersection(intersection(u,intersection(unordered_pair(v,w),x)),y),z) equal(not_subclass_element(intersection(intersection(u,intersection(unordered_pair(v,w),x)),y),z),w)** equal(not_subclass_element(intersection(intersection(u,intersection(unordered_pair(v,w),x)),y),z),v)**.
% 299.86/300.50 142540[0:Res:7758.1,9362.0] || -> subclass(intersection(intersection(symmetric_difference(union(u,v),union(complement(u),complement(v))),w),x),y) member(not_subclass_element(intersection(intersection(symmetric_difference(union(u,v),union(complement(u),complement(v))),w),x),y),complement(symmetric_difference(complement(u),complement(v))))*.
% 299.86/300.50 142539[0:Res:6566.1,9362.0] || -> subclass(intersection(u,intersection(v,symmetric_difference(union(w,x),union(complement(w),complement(x))))),y) member(not_subclass_element(intersection(u,intersection(v,symmetric_difference(union(w,x),union(complement(w),complement(x))))),y),complement(symmetric_difference(complement(w),complement(x))))*.
% 299.86/300.50 142538[0:Res:7759.1,9362.0] || -> subclass(intersection(intersection(u,symmetric_difference(union(v,w),union(complement(v),complement(w)))),x),y) member(not_subclass_element(intersection(intersection(u,symmetric_difference(union(v,w),union(complement(v),complement(w)))),x),y),complement(symmetric_difference(complement(v),complement(w))))*.
% 299.86/300.50 142536[0:Res:6565.1,9362.0] || -> subclass(intersection(u,intersection(symmetric_difference(union(v,w),union(complement(v),complement(w))),x)),y) member(not_subclass_element(intersection(u,intersection(symmetric_difference(union(v,w),union(complement(v),complement(w))),x)),y),complement(symmetric_difference(complement(v),complement(w))))*.
% 299.86/300.50 142830[0:Res:127908.0,7879.0] || -> subclass(intersection(intersection(intersection(u,unordered_pair(v,w)),x),y),z) equal(not_subclass_element(intersection(intersection(intersection(u,unordered_pair(v,w)),x),y),z),w)** equal(not_subclass_element(intersection(intersection(intersection(u,unordered_pair(v,w)),x),y),z),v)**.
% 299.86/300.50 143073[0:Res:127918.0,7879.0] || -> subclass(intersection(u,intersection(v,intersection(w,unordered_pair(x,y)))),z) equal(not_subclass_element(intersection(u,intersection(v,intersection(w,unordered_pair(x,y)))),z),y)** equal(not_subclass_element(intersection(u,intersection(v,intersection(w,unordered_pair(x,y)))),z),x)**.
% 299.86/300.50 143315[0:Res:127954.0,7879.0] || -> subclass(intersection(u,intersection(intersection(v,unordered_pair(w,x)),y)),z) equal(not_subclass_element(intersection(u,intersection(intersection(v,unordered_pair(w,x)),y)),z),x)** equal(not_subclass_element(intersection(u,intersection(intersection(v,unordered_pair(w,x)),y)),z),w)**.
% 299.86/300.50 143562[0:Res:127963.0,7879.0] || -> subclass(intersection(intersection(u,intersection(v,unordered_pair(w,x))),y),z) equal(not_subclass_element(intersection(intersection(u,intersection(v,unordered_pair(w,x))),y),z),x)** equal(not_subclass_element(intersection(intersection(u,intersection(v,unordered_pair(w,x))),y),z),w)**.
% 299.86/300.50 143802[0:Res:58786.0,7879.0] || -> subclass(restrict(restrict(unordered_pair(u,v),w,x),y,z),x1) equal(not_subclass_element(restrict(restrict(unordered_pair(u,v),w,x),y,z),x1),v)** equal(not_subclass_element(restrict(restrict(unordered_pair(u,v),w,x),y,z),x1),u)**.
% 299.86/300.50 145671[2:MRR:145555.0,12502.1] || -> member(not_subclass_element(intersection(regular(intersection(complement(u),union(v,w))),x),y),union(u,complement(union(v,w))))* subclass(intersection(regular(intersection(complement(u),union(v,w))),x),y) equal(intersection(complement(u),union(v,w)),null_class).
% 299.86/300.50 145672[2:MRR:145553.0,12502.1] || -> member(not_subclass_element(intersection(u,regular(intersection(complement(v),union(w,x)))),y),union(v,complement(union(w,x))))* subclass(intersection(u,regular(intersection(complement(v),union(w,x)))),y) equal(intersection(complement(v),union(w,x)),null_class).
% 299.86/300.50 145692[0:SpR:104218.0,3413.1] || -> equal(symmetric_difference(union(u,complement(union(v,w))),union(complement(u),union(v,w))),null_class) member(regular(symmetric_difference(union(u,complement(union(v,w))),union(complement(u),union(v,w)))),complement(symmetric_difference(complement(u),union(v,w))))*.
% 299.86/300.50 146581[2:MRR:146462.0,12502.1] || -> member(not_subclass_element(intersection(regular(intersection(union(u,v),complement(w))),x),y),union(complement(union(u,v)),w))* subclass(intersection(regular(intersection(union(u,v),complement(w))),x),y) equal(intersection(union(u,v),complement(w)),null_class).
% 299.86/300.50 146582[2:MRR:146460.0,12502.1] || -> member(not_subclass_element(intersection(u,regular(intersection(union(v,w),complement(x)))),y),union(complement(union(v,w)),x))* subclass(intersection(u,regular(intersection(union(v,w),complement(x)))),y) equal(intersection(union(v,w),complement(x)),null_class).
% 299.86/300.50 146611[0:SpR:103225.0,3413.1] || -> equal(symmetric_difference(union(union(u,v),complement(w)),union(complement(union(u,v)),w)),null_class) member(regular(symmetric_difference(union(union(u,v),complement(w)),union(complement(union(u,v)),w))),complement(symmetric_difference(union(u,v),complement(w))))*.
% 299.86/300.50 149083[2:MRR:149016.0,12507.2] || member(u,universal_class) subclass(u,regular(intersection(complement(v),power_class(complement(power_class(w))))))* -> member(apply(choice,u),union(v,image(element_relation,power_class(w)))) equal(u,null_class) equal(intersection(complement(v),power_class(complement(power_class(w)))),null_class).
% 299.86/300.50 149091[0:MRR:149022.0,138.0] || member(intersection(complement(u),power_class(complement(power_class(v)))),universal_class) -> member(singleton(intersection(complement(u),power_class(complement(power_class(v))))),union(u,image(element_relation,power_class(v))))* member(singleton(singleton(singleton(intersection(complement(u),power_class(complement(power_class(v))))))),element_relation).
% 299.86/300.50 149297[2:MRR:149229.0,12507.2] || member(u,universal_class) subclass(u,regular(intersection(power_class(complement(power_class(v))),complement(w))))* -> member(apply(choice,u),union(image(element_relation,power_class(v)),w)) equal(u,null_class) equal(intersection(power_class(complement(power_class(v))),complement(w)),null_class).
% 299.86/300.50 149305[0:MRR:149235.0,138.0] || member(intersection(power_class(complement(power_class(u))),complement(v)),universal_class) -> member(singleton(intersection(power_class(complement(power_class(u))),complement(v))),union(image(element_relation,power_class(u)),v))* member(singleton(singleton(singleton(intersection(power_class(complement(power_class(u))),complement(v))))),element_relation).
% 299.86/300.50 149418[0:SpR:48838.0,13323.2] || member(symmetric_difference(power_class(complement(power_class(u))),power_class(v)),universal_class) -> equal(symmetric_difference(power_class(complement(power_class(u))),power_class(v)),null_class) member(apply(choice,symmetric_difference(power_class(complement(power_class(u))),power_class(v))),union(image(element_relation,power_class(u)),complement(power_class(v))))*.
% 299.86/300.50 149416[0:SpR:48835.0,13323.2] || member(symmetric_difference(power_class(u),power_class(complement(power_class(v)))),universal_class) -> equal(symmetric_difference(power_class(u),power_class(complement(power_class(v)))),null_class) member(apply(choice,symmetric_difference(power_class(u),power_class(complement(power_class(v))))),union(complement(power_class(u)),image(element_relation,power_class(v))))*.
% 299.86/300.50 149825[0:Res:7758.1,47989.0] || member(not_subclass_element(intersection(intersection(intersection(complement(u),union(v,complement(power_class(w)))),x),y),z),union(u,intersection(complement(v),power_class(w))))* -> subclass(intersection(intersection(intersection(complement(u),union(v,complement(power_class(w)))),x),y),z).
% 299.86/300.50 149824[0:Res:6566.1,47989.0] || member(not_subclass_element(intersection(u,intersection(v,intersection(complement(w),union(x,complement(power_class(y)))))),z),union(w,intersection(complement(x),power_class(y))))* -> subclass(intersection(u,intersection(v,intersection(complement(w),union(x,complement(power_class(y)))))),z).
% 299.86/300.50 149823[0:Res:7759.1,47989.0] || member(not_subclass_element(intersection(intersection(u,intersection(complement(v),union(w,complement(power_class(x))))),y),z),union(v,intersection(complement(w),power_class(x))))* -> subclass(intersection(intersection(u,intersection(complement(v),union(w,complement(power_class(x))))),y),z).
% 299.86/300.50 149821[0:Res:6565.1,47989.0] || member(not_subclass_element(intersection(u,intersection(intersection(complement(v),union(w,complement(power_class(x)))),y)),z),union(v,intersection(complement(w),power_class(x))))* -> subclass(intersection(u,intersection(intersection(complement(v),union(w,complement(power_class(x)))),y)),z).
% 299.86/300.50 150163[0:Res:7758.1,48009.0] || member(not_subclass_element(intersection(intersection(intersection(union(u,complement(power_class(v))),complement(w)),x),y),z),union(intersection(complement(u),power_class(v)),w))* -> subclass(intersection(intersection(intersection(union(u,complement(power_class(v))),complement(w)),x),y),z).
% 299.86/300.50 150162[0:Res:6566.1,48009.0] || member(not_subclass_element(intersection(u,intersection(v,intersection(union(w,complement(power_class(x))),complement(y)))),z),union(intersection(complement(w),power_class(x)),y))* -> subclass(intersection(u,intersection(v,intersection(union(w,complement(power_class(x))),complement(y)))),z).
% 299.86/300.50 150161[0:Res:7759.1,48009.0] || member(not_subclass_element(intersection(intersection(u,intersection(union(v,complement(power_class(w))),complement(x))),y),z),union(intersection(complement(v),power_class(w)),x))* -> subclass(intersection(intersection(u,intersection(union(v,complement(power_class(w))),complement(x))),y),z).
% 299.86/300.50 150159[0:Res:6565.1,48009.0] || member(not_subclass_element(intersection(u,intersection(intersection(union(v,complement(power_class(w))),complement(x)),y)),z),union(intersection(complement(v),power_class(w)),x))* -> subclass(intersection(u,intersection(intersection(union(v,complement(power_class(w))),complement(x)),y)),z).
% 299.86/300.50 150500[0:Res:7758.1,48038.0] || member(not_subclass_element(intersection(intersection(intersection(complement(u),union(complement(power_class(v)),w)),x),y),z),union(u,intersection(power_class(v),complement(w))))* -> subclass(intersection(intersection(intersection(complement(u),union(complement(power_class(v)),w)),x),y),z).
% 299.86/300.50 150499[0:Res:6566.1,48038.0] || member(not_subclass_element(intersection(u,intersection(v,intersection(complement(w),union(complement(power_class(x)),y)))),z),union(w,intersection(power_class(x),complement(y))))* -> subclass(intersection(u,intersection(v,intersection(complement(w),union(complement(power_class(x)),y)))),z).
% 299.86/300.50 150498[0:Res:7759.1,48038.0] || member(not_subclass_element(intersection(intersection(u,intersection(complement(v),union(complement(power_class(w)),x))),y),z),union(v,intersection(power_class(w),complement(x))))* -> subclass(intersection(intersection(u,intersection(complement(v),union(complement(power_class(w)),x))),y),z).
% 299.86/300.50 150496[0:Res:6565.1,48038.0] || member(not_subclass_element(intersection(u,intersection(intersection(complement(v),union(complement(power_class(w)),x)),y)),z),union(v,intersection(power_class(w),complement(x))))* -> subclass(intersection(u,intersection(intersection(complement(v),union(complement(power_class(w)),x)),y)),z).
% 299.86/300.50 150741[0:Res:7758.1,48198.0] || member(not_subclass_element(intersection(intersection(intersection(union(complement(power_class(u)),v),complement(w)),x),y),z),union(intersection(power_class(u),complement(v)),w))* -> subclass(intersection(intersection(intersection(union(complement(power_class(u)),v),complement(w)),x),y),z).
% 299.86/300.50 150740[0:Res:6566.1,48198.0] || member(not_subclass_element(intersection(u,intersection(v,intersection(union(complement(power_class(w)),x),complement(y)))),z),union(intersection(power_class(w),complement(x)),y))* -> subclass(intersection(u,intersection(v,intersection(union(complement(power_class(w)),x),complement(y)))),z).
% 299.86/300.50 150739[0:Res:7759.1,48198.0] || member(not_subclass_element(intersection(intersection(u,intersection(union(complement(power_class(v)),w),complement(x))),y),z),union(intersection(power_class(v),complement(w)),x))* -> subclass(intersection(intersection(u,intersection(union(complement(power_class(v)),w),complement(x))),y),z).
% 299.86/300.50 150737[0:Res:6565.1,48198.0] || member(not_subclass_element(intersection(u,intersection(intersection(union(complement(power_class(v)),w),complement(x)),y)),z),union(intersection(power_class(v),complement(w)),x))* -> subclass(intersection(u,intersection(intersection(union(complement(power_class(v)),w),complement(x)),y)),z).
% 299.86/300.50 151636[0:SpL:102583.0,48198.0] || member(u,intersection(union(complement(power_class(v)),w),union(complement(power_class(x)),intersection(complement(y),union(z,x1)))))* member(u,union(intersection(power_class(v),complement(w)),intersection(power_class(x),union(y,complement(union(z,x1)))))) -> .
% 299.86/300.50 151635[0:SpL:102583.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),union(complement(power_class(x)),intersection(complement(y),union(z,x1)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(power_class(x),union(y,complement(union(z,x1)))))) -> .
% 299.86/300.50 151621[0:SpL:102583.0,48038.0] || member(u,intersection(union(complement(power_class(v)),intersection(complement(w),union(x,y))),union(complement(power_class(z)),x1)))* member(u,union(intersection(power_class(v),union(w,complement(union(x,y)))),intersection(power_class(z),complement(x1)))) -> .
% 299.86/300.50 151620[0:SpL:102583.0,47989.0] || member(u,intersection(union(complement(power_class(v)),intersection(complement(w),union(x,y))),union(z,complement(power_class(x1)))))* member(u,union(intersection(power_class(v),union(w,complement(union(x,y)))),intersection(complement(z),power_class(x1)))) -> .
% 299.86/300.50 151470[0:SpR:102583.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),union(complement(power_class(w)),intersection(complement(x),union(y,z)))))* member(u,union(image(element_relation,power_class(v)),intersection(power_class(w),union(x,complement(union(y,z)))))).
% 299.86/300.50 151450[0:SpR:102583.0,48029.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),intersection(complement(w),union(x,y))),power_class(complement(power_class(z)))))* member(u,union(intersection(power_class(v),union(w,complement(union(x,y)))),image(element_relation,power_class(z)))).
% 299.86/300.50 152002[0:Res:7758.1,102607.0] || member(not_subclass_element(intersection(intersection(intersection(complement(u),power_class(complement(union(v,w)))),x),y),z),union(u,image(element_relation,union(v,w))))* -> subclass(intersection(intersection(intersection(complement(u),power_class(complement(union(v,w)))),x),y),z).
% 299.86/300.50 152001[0:Res:6566.1,102607.0] || member(not_subclass_element(intersection(u,intersection(v,intersection(complement(w),power_class(complement(union(x,y)))))),z),union(w,image(element_relation,union(x,y))))* -> subclass(intersection(u,intersection(v,intersection(complement(w),power_class(complement(union(x,y)))))),z).
% 299.86/300.50 152000[0:Res:7759.1,102607.0] || member(not_subclass_element(intersection(intersection(u,intersection(complement(v),power_class(complement(union(w,x))))),y),z),union(v,image(element_relation,union(w,x))))* -> subclass(intersection(intersection(u,intersection(complement(v),power_class(complement(union(w,x))))),y),z).
% 299.86/300.50 151998[0:Res:6565.1,102607.0] || member(not_subclass_element(intersection(u,intersection(intersection(complement(v),power_class(complement(union(w,x)))),y)),z),union(v,image(element_relation,union(w,x))))* -> subclass(intersection(u,intersection(intersection(complement(v),power_class(complement(union(w,x)))),y)),z).
% 299.86/300.50 151896[0:SpL:102583.0,102607.0] || member(u,intersection(union(complement(power_class(v)),intersection(complement(w),union(x,y))),power_class(complement(union(z,x1)))))* member(u,union(intersection(power_class(v),union(w,complement(union(x,y)))),image(element_relation,union(z,x1)))) -> .
% 299.86/300.50 152686[0:SpL:102667.0,48198.0] || member(u,intersection(union(complement(power_class(v)),w),union(intersection(complement(x),power_class(y)),complement(union(z,x1)))))* member(u,union(intersection(power_class(v),complement(w)),intersection(union(x,complement(power_class(y))),union(z,x1)))) -> .
% 299.86/300.50 152685[0:SpL:102667.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),union(intersection(complement(x),power_class(y)),complement(union(z,x1)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(union(x,complement(power_class(y))),union(z,x1)))) -> .
% 299.86/300.50 152671[0:SpL:102667.0,102607.0] || member(u,intersection(union(intersection(complement(v),power_class(w)),complement(union(x,y))),power_class(complement(union(z,x1)))))* member(u,union(intersection(union(v,complement(power_class(w))),union(x,y)),image(element_relation,union(z,x1)))) -> .
% 299.86/300.50 152670[0:SpL:102667.0,48038.0] || member(u,intersection(union(intersection(complement(v),power_class(w)),complement(union(x,y))),union(complement(power_class(z)),x1)))* member(u,union(intersection(union(v,complement(power_class(w))),union(x,y)),intersection(power_class(z),complement(x1)))) -> .
% 299.86/300.50 152669[0:SpL:102667.0,47989.0] || member(u,intersection(union(intersection(complement(v),power_class(w)),complement(union(x,y))),union(z,complement(power_class(x1)))))* member(u,union(intersection(union(v,complement(power_class(w))),union(x,y)),intersection(complement(z),power_class(x1)))) -> .
% 299.86/300.50 152513[0:SpR:102667.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),union(intersection(complement(w),power_class(x)),complement(union(y,z)))))* member(u,union(image(element_relation,power_class(v)),intersection(union(w,complement(power_class(x))),union(y,z)))).
% 299.86/300.50 152495[0:SpR:102667.0,48029.1] || member(u,universal_class) -> member(u,intersection(union(intersection(complement(v),power_class(w)),complement(union(x,y))),power_class(complement(power_class(z)))))* member(u,union(intersection(union(v,complement(power_class(w))),union(x,y)),image(element_relation,power_class(z)))).
% 299.86/300.50 153154[0:SpL:102668.0,48198.0] || member(u,intersection(union(complement(power_class(v)),w),union(intersection(power_class(x),complement(y)),complement(union(z,x1)))))* member(u,union(intersection(power_class(v),complement(w)),intersection(union(complement(power_class(x)),y),union(z,x1)))) -> .
% 299.86/300.50 153153[0:SpL:102668.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),union(intersection(power_class(x),complement(y)),complement(union(z,x1)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(union(complement(power_class(x)),y),union(z,x1)))) -> .
% 299.86/300.50 153139[0:SpL:102668.0,102607.0] || member(u,intersection(union(intersection(power_class(v),complement(w)),complement(union(x,y))),power_class(complement(union(z,x1)))))* member(u,union(intersection(union(complement(power_class(v)),w),union(x,y)),image(element_relation,union(z,x1)))) -> .
% 299.86/300.50 153138[0:SpL:102668.0,48038.0] || member(u,intersection(union(intersection(power_class(v),complement(w)),complement(union(x,y))),union(complement(power_class(z)),x1)))* member(u,union(intersection(union(complement(power_class(v)),w),union(x,y)),intersection(power_class(z),complement(x1)))) -> .
% 299.86/300.50 153137[0:SpL:102668.0,47989.0] || member(u,intersection(union(intersection(power_class(v),complement(w)),complement(union(x,y))),union(z,complement(power_class(x1)))))* member(u,union(intersection(union(complement(power_class(v)),w),union(x,y)),intersection(complement(z),power_class(x1)))) -> .
% 299.86/300.50 152975[0:SpR:102668.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),union(intersection(power_class(w),complement(x)),complement(union(y,z)))))* member(u,union(image(element_relation,power_class(v)),intersection(union(complement(power_class(w)),x),union(y,z)))).
% 299.86/300.50 152956[0:SpR:102668.0,48029.1] || member(u,universal_class) -> member(u,intersection(union(intersection(power_class(v),complement(w)),complement(union(x,y))),power_class(complement(power_class(z)))))* member(u,union(intersection(union(complement(power_class(v)),w),union(x,y)),image(element_relation,power_class(z)))).
% 299.86/300.50 153620[0:SpL:102866.0,48198.0] || member(u,intersection(union(complement(power_class(v)),w),union(intersection(complement(x),union(y,z)),complement(power_class(x1)))))* member(u,union(intersection(power_class(v),complement(w)),intersection(union(x,complement(union(y,z))),power_class(x1)))) -> .
% 299.86/300.50 153619[0:SpL:102866.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),union(intersection(complement(x),union(y,z)),complement(power_class(x1)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(union(x,complement(union(y,z))),power_class(x1)))) -> .
% 299.86/300.50 153605[0:SpL:102866.0,102607.0] || member(u,intersection(union(intersection(complement(v),union(w,x)),complement(power_class(y))),power_class(complement(union(z,x1)))))* member(u,union(intersection(union(v,complement(union(w,x))),power_class(y)),image(element_relation,union(z,x1)))) -> .
% 299.86/300.50 153604[0:SpL:102866.0,48038.0] || member(u,intersection(union(intersection(complement(v),union(w,x)),complement(power_class(y))),union(complement(power_class(z)),x1)))* member(u,union(intersection(union(v,complement(union(w,x))),power_class(y)),intersection(power_class(z),complement(x1)))) -> .
% 299.86/300.50 153603[0:SpL:102866.0,47989.0] || member(u,intersection(union(intersection(complement(v),union(w,x)),complement(power_class(y))),union(z,complement(power_class(x1)))))* member(u,union(intersection(union(v,complement(union(w,x))),power_class(y)),intersection(complement(z),power_class(x1)))) -> .
% 299.86/300.50 153453[0:SpR:102866.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),union(intersection(complement(w),union(x,y)),complement(power_class(z)))))* member(u,union(image(element_relation,power_class(v)),intersection(union(w,complement(union(x,y))),power_class(z)))).
% 299.86/300.50 153433[0:SpR:102866.0,48029.1] || member(u,universal_class) -> member(u,intersection(union(intersection(complement(v),union(w,x)),complement(power_class(y))),power_class(complement(power_class(z)))))* member(u,union(intersection(union(v,complement(union(w,x))),power_class(y)),image(element_relation,power_class(z)))).
% 299.86/300.50 154022[0:Res:7758.1,102909.0] || member(not_subclass_element(intersection(intersection(intersection(power_class(complement(union(u,v))),complement(w)),x),y),z),union(image(element_relation,union(u,v)),w))* -> subclass(intersection(intersection(intersection(power_class(complement(union(u,v))),complement(w)),x),y),z).
% 299.86/300.50 154021[0:Res:6566.1,102909.0] || member(not_subclass_element(intersection(u,intersection(v,intersection(power_class(complement(union(w,x))),complement(y)))),z),union(image(element_relation,union(w,x)),y))* -> subclass(intersection(u,intersection(v,intersection(power_class(complement(union(w,x))),complement(y)))),z).
% 299.86/300.50 154020[0:Res:7759.1,102909.0] || member(not_subclass_element(intersection(intersection(u,intersection(power_class(complement(union(v,w))),complement(x))),y),z),union(image(element_relation,union(v,w)),x))* -> subclass(intersection(intersection(u,intersection(power_class(complement(union(v,w))),complement(x))),y),z).
% 299.86/300.50 154018[0:Res:6565.1,102909.0] || member(not_subclass_element(intersection(u,intersection(intersection(power_class(complement(union(v,w))),complement(x)),y)),z),union(image(element_relation,union(v,w)),x))* -> subclass(intersection(u,intersection(intersection(power_class(complement(union(v,w))),complement(x)),y)),z).
% 299.86/300.50 153862[0:SpL:102668.0,102909.0] || member(u,intersection(power_class(complement(union(v,w))),union(intersection(power_class(x),complement(y)),complement(union(z,x1)))))* member(u,union(image(element_relation,union(v,w)),intersection(union(complement(power_class(x)),y),union(z,x1)))) -> .
% 299.86/300.50 153861[0:SpL:102667.0,102909.0] || member(u,intersection(power_class(complement(union(v,w))),union(intersection(complement(x),power_class(y)),complement(union(z,x1)))))* member(u,union(image(element_relation,union(v,w)),intersection(union(x,complement(power_class(y))),union(z,x1)))) -> .
% 299.86/300.50 153857[0:SpL:102583.0,102909.0] || member(u,intersection(power_class(complement(union(v,w))),union(complement(power_class(x)),intersection(complement(y),union(z,x1)))))* member(u,union(image(element_relation,union(v,w)),intersection(power_class(x),union(y,complement(union(z,x1)))))) -> .
% 299.86/300.50 153855[0:SpL:102866.0,102909.0] || member(u,intersection(power_class(complement(union(v,w))),union(intersection(complement(x),union(y,z)),complement(power_class(x1)))))* member(u,union(image(element_relation,union(v,w)),intersection(union(x,complement(union(y,z))),power_class(x1)))) -> .
% 299.86/300.50 154397[0:SpL:103019.0,102909.0] || member(u,intersection(power_class(complement(union(v,w))),union(complement(power_class(x)),intersection(union(y,z),complement(x1)))))* member(u,union(image(element_relation,union(v,w)),intersection(power_class(x),union(complement(union(y,z)),x1)))) -> .
% 299.86/300.50 154396[0:SpL:103019.0,48198.0] || member(u,intersection(union(complement(power_class(v)),w),union(complement(power_class(x)),intersection(union(y,z),complement(x1)))))* member(u,union(intersection(power_class(v),complement(w)),intersection(power_class(x),union(complement(union(y,z)),x1)))) -> .
% 299.86/300.50 154395[0:SpL:103019.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),union(complement(power_class(x)),intersection(union(y,z),complement(x1)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(power_class(x),union(complement(union(y,z)),x1)))) -> .
% 299.86/300.50 154381[0:SpL:103019.0,102607.0] || member(u,intersection(union(complement(power_class(v)),intersection(union(w,x),complement(y))),power_class(complement(union(z,x1)))))* member(u,union(intersection(power_class(v),union(complement(union(w,x)),y)),image(element_relation,union(z,x1)))) -> .
% 299.86/300.50 154380[0:SpL:103019.0,48038.0] || member(u,intersection(union(complement(power_class(v)),intersection(union(w,x),complement(y))),union(complement(power_class(z)),x1)))* member(u,union(intersection(power_class(v),union(complement(union(w,x)),y)),intersection(power_class(z),complement(x1)))) -> .
% 299.86/300.50 154379[0:SpL:103019.0,47989.0] || member(u,intersection(union(complement(power_class(v)),intersection(union(w,x),complement(y))),union(z,complement(power_class(x1)))))* member(u,union(intersection(power_class(v),union(complement(union(w,x)),y)),intersection(complement(z),power_class(x1)))) -> .
% 299.86/300.50 154224[0:SpR:103019.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),union(complement(power_class(w)),intersection(union(x,y),complement(z)))))* member(u,union(image(element_relation,power_class(v)),intersection(power_class(w),union(complement(union(x,y)),z)))).
% 299.86/300.50 154203[0:SpR:103019.0,48029.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),intersection(union(w,x),complement(y))),power_class(complement(power_class(z)))))* member(u,union(intersection(power_class(v),union(complement(union(w,x)),y)),image(element_relation,power_class(z)))).
% 299.86/300.50 154880[0:SpL:103205.0,102909.0] || member(u,intersection(power_class(complement(union(v,w))),union(intersection(union(x,y),complement(z)),complement(power_class(x1)))))* member(u,union(image(element_relation,union(v,w)),intersection(union(complement(union(x,y)),z),power_class(x1)))) -> .
% 299.86/300.50 154879[0:SpL:103205.0,48198.0] || member(u,intersection(union(complement(power_class(v)),w),union(intersection(union(x,y),complement(z)),complement(power_class(x1)))))* member(u,union(intersection(power_class(v),complement(w)),intersection(union(complement(union(x,y)),z),power_class(x1)))) -> .
% 299.86/300.50 154878[0:SpL:103205.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),union(intersection(union(x,y),complement(z)),complement(power_class(x1)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(union(complement(union(x,y)),z),power_class(x1)))) -> .
% 299.86/300.50 154864[0:SpL:103205.0,102607.0] || member(u,intersection(union(intersection(union(v,w),complement(x)),complement(power_class(y))),power_class(complement(union(z,x1)))))* member(u,union(intersection(union(complement(union(v,w)),x),power_class(y)),image(element_relation,union(z,x1)))) -> .
% 299.86/300.50 154863[0:SpL:103205.0,48038.0] || member(u,intersection(union(intersection(union(v,w),complement(x)),complement(power_class(y))),union(complement(power_class(z)),x1)))* member(u,union(intersection(union(complement(union(v,w)),x),power_class(y)),intersection(power_class(z),complement(x1)))) -> .
% 299.86/300.50 154862[0:SpL:103205.0,47989.0] || member(u,intersection(union(intersection(union(v,w),complement(x)),complement(power_class(y))),union(z,complement(power_class(x1)))))* member(u,union(intersection(union(complement(union(v,w)),x),power_class(y)),intersection(complement(z),power_class(x1)))) -> .
% 299.86/300.50 154707[0:SpR:103205.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),union(intersection(union(w,x),complement(y)),complement(power_class(z)))))* member(u,union(image(element_relation,power_class(v)),intersection(union(complement(union(w,x)),y),power_class(z)))).
% 299.86/300.50 154686[0:SpR:103205.0,48029.1] || member(u,universal_class) -> member(u,intersection(union(intersection(union(v,w),complement(x)),complement(power_class(y))),power_class(complement(power_class(z)))))* member(u,union(intersection(union(complement(union(v,w)),x),power_class(y)),image(element_relation,power_class(z)))).
% 299.86/300.50 155320[0:SpL:103451.0,102909.0] || member(u,intersection(power_class(complement(union(v,w))),union(complement(union(x,y)),intersection(complement(z),power_class(x1)))))* member(u,union(image(element_relation,union(v,w)),intersection(union(x,y),union(z,complement(power_class(x1)))))) -> .
% 299.86/300.50 155319[0:SpL:103451.0,48198.0] || member(u,intersection(union(complement(power_class(v)),w),union(complement(union(x,y)),intersection(complement(z),power_class(x1)))))* member(u,union(intersection(power_class(v),complement(w)),intersection(union(x,y),union(z,complement(power_class(x1)))))) -> .
% 299.86/300.50 155318[0:SpL:103451.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),union(complement(union(x,y)),intersection(complement(z),power_class(x1)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(union(x,y),union(z,complement(power_class(x1)))))) -> .
% 299.86/300.50 155304[0:SpL:103451.0,102607.0] || member(u,intersection(union(complement(union(v,w)),intersection(complement(x),power_class(y))),power_class(complement(union(z,x1)))))* member(u,union(intersection(union(v,w),union(x,complement(power_class(y)))),image(element_relation,union(z,x1)))) -> .
% 299.86/300.50 155303[0:SpL:103451.0,48038.0] || member(u,intersection(union(complement(union(v,w)),intersection(complement(x),power_class(y))),union(complement(power_class(z)),x1)))* member(u,union(intersection(union(v,w),union(x,complement(power_class(y)))),intersection(power_class(z),complement(x1)))) -> .
% 299.86/300.50 155302[0:SpL:103451.0,47989.0] || member(u,intersection(union(complement(union(v,w)),intersection(complement(x),power_class(y))),union(z,complement(power_class(x1)))))* member(u,union(intersection(union(v,w),union(x,complement(power_class(y)))),intersection(complement(z),power_class(x1)))) -> .
% 299.86/300.50 155152[0:SpR:103451.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),union(complement(union(w,x)),intersection(complement(y),power_class(z)))))* member(u,union(image(element_relation,power_class(v)),intersection(union(w,x),union(y,complement(power_class(z)))))).
% 299.86/300.50 155132[0:SpR:103451.0,48029.1] || member(u,universal_class) -> member(u,intersection(union(complement(union(v,w)),intersection(complement(x),power_class(y))),power_class(complement(power_class(z)))))* member(u,union(intersection(union(v,w),union(x,complement(power_class(y)))),image(element_relation,power_class(z)))).
% 299.86/300.50 156089[0:SpL:103452.0,102909.0] || member(u,intersection(power_class(complement(union(v,w))),union(complement(union(x,y)),intersection(power_class(z),complement(x1)))))* member(u,union(image(element_relation,union(v,w)),intersection(union(x,y),union(complement(power_class(z)),x1)))) -> .
% 299.86/300.50 156088[0:SpL:103452.0,48198.0] || member(u,intersection(union(complement(power_class(v)),w),union(complement(union(x,y)),intersection(power_class(z),complement(x1)))))* member(u,union(intersection(power_class(v),complement(w)),intersection(union(x,y),union(complement(power_class(z)),x1)))) -> .
% 299.86/300.50 156087[0:SpL:103452.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),union(complement(union(x,y)),intersection(power_class(z),complement(x1)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(union(x,y),union(complement(power_class(z)),x1)))) -> .
% 299.86/300.50 156073[0:SpL:103452.0,102607.0] || member(u,intersection(union(complement(union(v,w)),intersection(power_class(x),complement(y))),power_class(complement(union(z,x1)))))* member(u,union(intersection(union(v,w),union(complement(power_class(x)),y)),image(element_relation,union(z,x1)))) -> .
% 299.86/300.50 156072[0:SpL:103452.0,48038.0] || member(u,intersection(union(complement(union(v,w)),intersection(power_class(x),complement(y))),union(complement(power_class(z)),x1)))* member(u,union(intersection(union(v,w),union(complement(power_class(x)),y)),intersection(power_class(z),complement(x1)))) -> .
% 299.86/300.50 156071[0:SpL:103452.0,47989.0] || member(u,intersection(union(complement(union(v,w)),intersection(power_class(x),complement(y))),union(z,complement(power_class(x1)))))* member(u,union(intersection(union(v,w),union(complement(power_class(x)),y)),intersection(complement(z),power_class(x1)))) -> .
% 299.86/300.50 155913[0:SpR:103452.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),union(complement(union(w,x)),intersection(power_class(y),complement(z)))))* member(u,union(image(element_relation,power_class(v)),intersection(union(w,x),union(complement(power_class(y)),z)))).
% 299.86/300.50 155892[0:SpR:103452.0,48029.1] || member(u,universal_class) -> member(u,intersection(union(complement(union(v,w)),intersection(power_class(x),complement(y))),power_class(complement(power_class(z)))))* member(u,union(intersection(union(v,w),union(complement(power_class(x)),y)),image(element_relation,power_class(z)))).
% 299.86/300.50 156990[0:SpL:104283.0,102909.0] || member(u,intersection(power_class(complement(union(v,w))),union(complement(union(x,y)),image(element_relation,union(z,x1)))))* member(u,union(image(element_relation,union(v,w)),intersection(union(x,y),power_class(complement(union(z,x1)))))) -> .
% 299.86/300.50 156989[0:SpL:104283.0,48198.0] || member(u,intersection(union(complement(power_class(v)),w),union(complement(union(x,y)),image(element_relation,union(z,x1)))))* member(u,union(intersection(power_class(v),complement(w)),intersection(union(x,y),power_class(complement(union(z,x1)))))) -> .
% 299.86/300.50 156988[0:SpL:104283.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),union(complement(union(x,y)),image(element_relation,union(z,x1)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(union(x,y),power_class(complement(union(z,x1)))))) -> .
% 299.86/300.50 156974[0:SpL:104283.0,102607.0] || member(u,intersection(union(complement(union(v,w)),image(element_relation,union(x,y))),power_class(complement(union(z,x1)))))* member(u,union(intersection(union(v,w),power_class(complement(union(x,y)))),image(element_relation,union(z,x1)))) -> .
% 299.86/300.50 156973[0:SpL:104283.0,48038.0] || member(u,intersection(union(complement(union(v,w)),image(element_relation,union(x,y))),union(complement(power_class(z)),x1)))* member(u,union(intersection(union(v,w),power_class(complement(union(x,y)))),intersection(power_class(z),complement(x1)))) -> .
% 299.86/300.50 156972[0:SpL:104283.0,47989.0] || member(u,intersection(union(complement(union(v,w)),image(element_relation,union(x,y))),union(z,complement(power_class(x1)))))* member(u,union(intersection(union(v,w),power_class(complement(union(x,y)))),intersection(complement(z),power_class(x1)))) -> .
% 299.86/300.50 156801[0:SpR:104283.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),union(complement(union(w,x)),image(element_relation,union(y,z)))))* member(u,union(image(element_relation,power_class(v)),intersection(union(w,x),power_class(complement(union(y,z)))))).
% 299.86/300.50 156779[0:SpR:104283.0,48029.1] || member(u,universal_class) -> member(u,intersection(union(complement(union(v,w)),image(element_relation,union(x,y))),power_class(complement(power_class(z)))))* member(u,union(intersection(union(v,w),power_class(complement(union(x,y)))),image(element_relation,power_class(z)))).
% 299.86/300.50 157824[0:SpL:104284.0,102909.0] || member(u,intersection(power_class(complement(union(v,w))),union(image(element_relation,union(x,y)),complement(union(z,x1)))))* member(u,union(image(element_relation,union(v,w)),intersection(power_class(complement(union(x,y))),union(z,x1)))) -> .
% 299.86/300.50 157823[0:SpL:104284.0,48198.0] || member(u,intersection(union(complement(power_class(v)),w),union(image(element_relation,union(x,y)),complement(union(z,x1)))))* member(u,union(intersection(power_class(v),complement(w)),intersection(power_class(complement(union(x,y))),union(z,x1)))) -> .
% 299.86/300.50 157822[0:SpL:104284.0,48009.0] || member(u,intersection(union(v,complement(power_class(w))),union(image(element_relation,union(x,y)),complement(union(z,x1)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(power_class(complement(union(x,y))),union(z,x1)))) -> .
% 299.86/300.50 157808[0:SpL:104284.0,102607.0] || member(u,intersection(union(image(element_relation,union(v,w)),complement(union(x,y))),power_class(complement(union(z,x1)))))* member(u,union(intersection(power_class(complement(union(v,w))),union(x,y)),image(element_relation,union(z,x1)))) -> .
% 299.86/300.50 157807[0:SpL:104284.0,48038.0] || member(u,intersection(union(image(element_relation,union(v,w)),complement(union(x,y))),union(complement(power_class(z)),x1)))* member(u,union(intersection(power_class(complement(union(v,w))),union(x,y)),intersection(power_class(z),complement(x1)))) -> .
% 299.86/300.50 157806[0:SpL:104284.0,47989.0] || member(u,intersection(union(image(element_relation,union(v,w)),complement(union(x,y))),union(z,complement(power_class(x1)))))* member(u,union(intersection(power_class(complement(union(v,w))),union(x,y)),intersection(complement(z),power_class(x1)))) -> .
% 299.86/300.50 157630[0:SpR:104284.0,48061.1] || member(u,universal_class) -> member(u,intersection(power_class(complement(power_class(v))),union(image(element_relation,union(w,x)),complement(union(y,z)))))* member(u,union(image(element_relation,power_class(v)),intersection(power_class(complement(union(w,x))),union(y,z)))).
% 299.86/300.50 157608[0:SpR:104284.0,48029.1] || member(u,universal_class) -> member(u,intersection(union(image(element_relation,union(v,w)),complement(union(x,y))),power_class(complement(power_class(z)))))* member(u,union(intersection(power_class(complement(union(v,w))),union(x,y)),image(element_relation,power_class(z)))).
% 299.86/300.50 161621[0:Res:500.2,48188.0] || member(restrict(symmetric_difference(power_class(u),complement(v)),w,x),universal_class) -> equal(restrict(symmetric_difference(power_class(u),complement(v)),w,x),null_class) member(apply(choice,restrict(symmetric_difference(power_class(u),complement(v)),w,x)),union(complement(power_class(u)),v))*.
% 299.86/300.50 161620[0:Res:500.2,6526.0] || member(restrict(symmetric_difference(cross_product(u,v),w),x,y),universal_class) -> equal(restrict(symmetric_difference(cross_product(u,v),w),x,y),null_class) member(apply(choice,restrict(symmetric_difference(cross_product(u,v),w),x,y)),complement(restrict(w,u,v)))*.
% 299.86/300.50 161618[0:Res:500.2,47999.0] || member(restrict(symmetric_difference(complement(u),power_class(v)),w,x),universal_class) -> equal(restrict(symmetric_difference(complement(u),power_class(v)),w,x),null_class) member(apply(choice,restrict(symmetric_difference(complement(u),power_class(v)),w,x)),union(u,complement(power_class(v))))*.
% 299.86/300.50 161616[0:Res:500.2,6525.0] || member(restrict(symmetric_difference(u,cross_product(v,w)),x,y),universal_class) -> equal(restrict(symmetric_difference(u,cross_product(v,w)),x,y),null_class) member(apply(choice,restrict(symmetric_difference(u,cross_product(v,w)),x,y)),complement(restrict(u,v,w)))*.
% 299.86/300.50 161582[0:Res:500.2,11.0] || member(restrict(unordered_pair(u,v),w,x),universal_class) -> equal(restrict(unordered_pair(u,v),w,x),null_class) equal(apply(choice,restrict(unordered_pair(u,v),w,x)),v)** equal(apply(choice,restrict(unordered_pair(u,v),w,x)),u)**.
% 299.86/300.50 162869[4:Rew:48063.0,162690.1] || member(regular(union(null_class,symmetric_difference(complement(u),power_class(complement(power_class(v)))))),symmetric_difference(union(u,image(element_relation,power_class(v))),union(complement(u),power_class(complement(power_class(v))))))* -> equal(union(null_class,symmetric_difference(complement(u),power_class(complement(power_class(v))))),null_class).
% 299.86/300.50 163346[4:Rew:48279.0,163165.1] || member(regular(union(null_class,symmetric_difference(power_class(complement(power_class(u))),complement(v)))),symmetric_difference(union(image(element_relation,power_class(u)),v),union(power_class(complement(power_class(u))),complement(v))))* -> equal(union(null_class,symmetric_difference(power_class(complement(power_class(u))),complement(v))),null_class).
% 299.86/300.50 164022[0:Rew:9395.0,163840.2,9395.0,163840.1] || member(regular(complement(symmetric_difference(complement(u),complement(singleton(u))))),union(complement(u),complement(singleton(u))))* member(regular(complement(symmetric_difference(complement(u),complement(singleton(u))))),successor(u)) -> equal(complement(symmetric_difference(complement(u),complement(singleton(u)))),null_class).
% 299.86/300.50 164038[0:MRR:163916.0,12497.1] || member(regular(complement(intersection(u,image(element_relation,union(v,w))))),u)* -> member(regular(complement(intersection(u,image(element_relation,union(v,w))))),power_class(complement(union(v,w))))* equal(complement(intersection(u,image(element_relation,union(v,w)))),null_class).
% 299.86/300.50 164039[0:MRR:163911.0,12497.1] || member(regular(complement(intersection(u,intersection(power_class(v),complement(w))))),u)* -> member(regular(complement(intersection(u,intersection(power_class(v),complement(w))))),union(complement(power_class(v)),w))* equal(complement(intersection(u,intersection(power_class(v),complement(w)))),null_class).
% 299.86/300.50 164040[0:MRR:163908.0,12497.1] || member(regular(complement(intersection(u,intersection(complement(v),power_class(w))))),u)* -> member(regular(complement(intersection(u,intersection(complement(v),power_class(w))))),union(v,complement(power_class(w))))* equal(complement(intersection(u,intersection(complement(v),power_class(w)))),null_class).
% 299.86/300.50 164627[4:SpR:23552.0,17769.2] || member(ordered_pair(choice,ordered_pair(u,v)),cross_product(universal_class,universal_class)) member(ordered_pair(u,v),cantor(choice)) -> equal(apply(choice,ordered_pair(u,v)),singleton(u)) member(ordered_pair(choice,ordered_pair(ordered_pair(u,v),unordered_pair(u,singleton(v)))),application_function)*.
% 299.86/300.50 165145[0:Res:13089.3,885.1] || member(intersection(u,v),universal_class) subclass(v,complement(intersection(w,x))) member(apply(choice,intersection(u,v)),union(w,x)) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),symmetric_difference(w,x))*.
% 299.86/300.50 165460[0:Res:13287.3,885.1] || member(intersection(u,v),universal_class) subclass(u,complement(intersection(w,x))) member(apply(choice,intersection(u,v)),union(w,x)) -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),symmetric_difference(w,x))*.
% 299.86/300.50 167824[4:Res:17399.1,12416.1] || subclass(domain_relation,flip(complement(intersection(u,v)))) member(ordered_pair(ordered_pair(w,x),cantor(ordered_pair(x,w))),union(u,v))* subclass(symmetric_difference(u,v),y)* -> member(ordered_pair(ordered_pair(w,x),cantor(ordered_pair(x,w))),y)*.
% 299.86/300.50 167823[4:Res:17398.1,12416.1] || subclass(domain_relation,rotate(complement(intersection(u,v)))) member(ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),x),union(u,v))* subclass(symmetric_difference(u,v),y)* -> member(ordered_pair(ordered_pair(w,cantor(ordered_pair(x,w))),x),y)*.
% 299.86/300.50 167813[0:Res:186.1,12416.1] || member(not_subclass_element(intersection(u,complement(intersection(v,w))),x),union(v,w))* subclass(symmetric_difference(v,w),y) -> subclass(intersection(u,complement(intersection(v,w))),x) member(not_subclass_element(intersection(u,complement(intersection(v,w))),x),y)*.
% 299.86/300.50 167789[0:Res:194.1,12416.1] || member(not_subclass_element(intersection(complement(intersection(u,v)),w),x),union(u,v))* subclass(symmetric_difference(u,v),y) -> subclass(intersection(complement(intersection(u,v)),w),x) member(not_subclass_element(intersection(complement(intersection(u,v)),w),x),y)*.
% 299.86/300.50 167788[4:Res:30453.0,12416.1] || member(not_subclass_element(union(null_class,complement(intersection(u,v))),w),union(u,v))* subclass(symmetric_difference(u,v),x) -> subclass(union(null_class,complement(intersection(u,v))),w) member(not_subclass_element(union(null_class,complement(intersection(u,v))),w),x)*.
% 299.86/300.50 167776[0:SpL:103074.0,12416.1] || member(u,union(power_class(complement(power_class(v))),union(w,x))) member(u,union(image(element_relation,power_class(v)),complement(union(w,x))))* subclass(symmetric_difference(power_class(complement(power_class(v))),union(w,x)),y)* -> member(u,y)*.
% 299.86/300.50 167772[0:SpL:48874.0,12416.1] || member(u,union(power_class(v),union(complement(power_class(w)),x))) member(u,union(complement(power_class(v)),intersection(power_class(w),complement(x))))* subclass(symmetric_difference(power_class(v),union(complement(power_class(w)),x)),y)* -> member(u,y)*.
% 299.86/300.50 167770[0:SpL:48870.0,12416.1] || member(u,union(power_class(v),union(w,complement(power_class(x))))) member(u,union(complement(power_class(v)),intersection(complement(w),power_class(x))))* subclass(symmetric_difference(power_class(v),union(w,complement(power_class(x)))),y)* -> member(u,y)*.
% 299.86/300.50 167766[0:SpL:103450.0,12416.1] || member(u,union(union(v,w),power_class(complement(power_class(x))))) member(u,union(complement(union(v,w)),image(element_relation,power_class(x))))* subclass(symmetric_difference(union(v,w),power_class(complement(power_class(x)))),y)* -> member(u,y)*.
% 299.86/300.50 167765[0:SpL:48872.0,12416.1] || member(u,union(union(complement(power_class(v)),w),power_class(x))) member(u,union(intersection(power_class(v),complement(w)),complement(power_class(x))))* subclass(symmetric_difference(union(complement(power_class(v)),w),power_class(x)),y)* -> member(u,y)*.
% 299.86/300.50 167764[0:SpL:48871.0,12416.1] || member(u,union(union(v,complement(power_class(w))),power_class(x))) member(u,union(intersection(complement(v),power_class(w)),complement(power_class(x))))* subclass(symmetric_difference(union(v,complement(power_class(w))),power_class(x)),y)* -> member(u,y)*.
% 299.86/300.50 167763[0:SpL:103320.0,12416.1] || member(u,union(power_class(complement(union(v,w))),power_class(x))) member(u,union(image(element_relation,union(v,w)),complement(power_class(x))))* subclass(symmetric_difference(power_class(complement(union(v,w))),power_class(x)),y)* -> member(u,y)*.
% 299.86/300.50 167761[0:SpL:102945.0,12416.1] || member(u,union(power_class(v),power_class(complement(union(w,x))))) member(u,union(complement(power_class(v)),image(element_relation,union(w,x))))* subclass(symmetric_difference(power_class(v),power_class(complement(union(w,x)))),y)* -> member(u,y)*.
% 299.86/300.50 167718[0:SpL:9395.0,12416.1] || member(u,union(successor(v),union(complement(v),complement(singleton(v)))))* member(u,complement(symmetric_difference(complement(v),complement(singleton(v))))) subclass(symmetric_difference(successor(v),union(complement(v),complement(singleton(v)))),w)* -> member(u,w)*.
% 299.86/300.50 168294[0:Res:13089.3,78949.0] || member(intersection(u,v),universal_class) subclass(v,symmetric_difference(union(cross_product(w,x),y),complement(restrict(y,w,x))))* -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),complement(symmetric_difference(cross_product(w,x),y)))*.
% 299.86/300.50 168293[0:Res:13287.3,78949.0] || member(intersection(u,v),universal_class) subclass(u,symmetric_difference(union(cross_product(w,x),y),complement(restrict(y,w,x))))* -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),complement(symmetric_difference(cross_product(w,x),y)))*.
% 299.86/300.50 168280[0:Res:12960.4,78949.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,symmetric_difference(union(cross_product(w,x),y),complement(restrict(y,w,x))))* -> member(ordered_pair(v,u),complement(symmetric_difference(cross_product(w,x),y)))*.
% 299.86/300.50 168241[0:Res:186.1,78949.0] || -> subclass(intersection(u,symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w)))),y) member(not_subclass_element(intersection(u,symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w)))),y),complement(symmetric_difference(cross_product(v,w),x)))*.
% 299.86/300.50 168219[0:Res:194.1,78949.0] || -> subclass(intersection(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),x),y) member(not_subclass_element(intersection(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),x),y),complement(symmetric_difference(cross_product(u,v),w)))*.
% 299.86/300.50 168218[4:Res:30453.0,78949.0] || -> subclass(union(null_class,symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v)))),x) member(not_subclass_element(union(null_class,symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v)))),x),complement(symmetric_difference(cross_product(u,v),w)))*.
% 299.86/300.50 168594[0:Res:13089.3,79442.0] || member(intersection(u,v),universal_class) subclass(v,symmetric_difference(union(w,cross_product(x,y)),complement(restrict(w,x,y))))* -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),complement(symmetric_difference(w,cross_product(x,y))))*.
% 299.86/300.50 168593[0:Res:13287.3,79442.0] || member(intersection(u,v),universal_class) subclass(u,symmetric_difference(union(w,cross_product(x,y)),complement(restrict(w,x,y))))* -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),complement(symmetric_difference(w,cross_product(x,y))))*.
% 299.86/300.50 168580[0:Res:12960.4,79442.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,symmetric_difference(union(w,cross_product(x,y)),complement(restrict(w,x,y))))* -> member(ordered_pair(v,u),complement(symmetric_difference(w,cross_product(x,y))))*.
% 299.86/300.50 168541[0:Res:186.1,79442.0] || -> subclass(intersection(u,symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x)))),y) member(not_subclass_element(intersection(u,symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x)))),y),complement(symmetric_difference(v,cross_product(w,x))))*.
% 299.86/300.50 168519[0:Res:194.1,79442.0] || -> subclass(intersection(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),x),y) member(not_subclass_element(intersection(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),x),y),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.86/300.50 168518[4:Res:30453.0,79442.0] || -> subclass(union(null_class,symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w)))),x) member(not_subclass_element(union(null_class,symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w)))),x),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.86/300.50 170326[0:SpR:629.1,9529.1] || member(restrict(element_relation,universal_class,image(choice,singleton(unordered_pair(u,v)))),universal_class) -> equal(unordered_pair(u,v),null_class) equal(apply(choice,unordered_pair(u,v)),u) member(ordered_pair(restrict(element_relation,universal_class,image(choice,singleton(unordered_pair(u,v)))),v),domain_relation)*.
% 299.86/300.50 170324[0:SpR:629.2,9529.1] || member(restrict(element_relation,universal_class,image(choice,singleton(unordered_pair(u,v)))),universal_class) -> equal(unordered_pair(u,v),null_class) equal(apply(choice,unordered_pair(u,v)),v) member(ordered_pair(restrict(element_relation,universal_class,image(choice,singleton(unordered_pair(u,v)))),u),domain_relation)*.
% 299.86/300.50 170516[0:Res:13912.2,14306.0] || member(regular(cross_product(u,v)),element_relation) -> equal(cross_product(u,v),null_class) equal(ordered_pair(first(ordered_pair(first(regular(cross_product(u,v))),x__dfg)),second(ordered_pair(first(regular(cross_product(u,v))),x__dfg))),ordered_pair(first(regular(cross_product(u,v))),x__dfg))**.
% 299.86/300.50 170515[0:Res:13912.2,14382.0] || member(regular(cross_product(u,v)),element_relation) -> equal(cross_product(u,v),null_class) equal(ordered_pair(first(ordered_pair(first(regular(cross_product(u,v))),omega)),second(ordered_pair(first(regular(cross_product(u,v))),omega))),ordered_pair(first(regular(cross_product(u,v))),omega))**.
% 299.86/300.50 170918[4:Res:95322.0,9799.1] || member(complement(successor(complement(unordered_pair(u,v)))),universal_class) -> equal(complement(successor(complement(unordered_pair(u,v)))),null_class) equal(apply(choice,complement(successor(complement(unordered_pair(u,v))))),v)** equal(apply(choice,complement(successor(complement(unordered_pair(u,v))))),u)**.
% 299.86/300.50 171133[0:Res:1040.2,13995.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,cross_product(universal_class,universal_class)) subclass(composition_function,intersection(w,x))* -> member(ordered_pair(u,ordered_pair(ordered_pair(v,compose(u,v)),compose(u,ordered_pair(v,compose(u,v))))),x)*.
% 299.86/300.50 171349[0:Res:1040.2,13994.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,cross_product(universal_class,universal_class)) subclass(composition_function,intersection(w,x))* -> member(ordered_pair(u,ordered_pair(ordered_pair(v,compose(u,v)),compose(u,ordered_pair(v,compose(u,v))))),w)*.
% 299.86/300.50 171582[0:SpR:103074.0,47988.1] || member(u,universal_class) -> member(u,intersection(union(image(element_relation,power_class(v)),complement(union(w,x))),union(y,complement(power_class(z)))))* member(u,union(intersection(power_class(complement(power_class(v))),union(w,x)),intersection(complement(y),power_class(z)))).
% 299.86/300.50 171578[0:SpR:48874.0,47988.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),intersection(power_class(w),complement(x))),union(y,complement(power_class(z)))))* member(u,union(intersection(power_class(v),union(complement(power_class(w)),x)),intersection(complement(y),power_class(z)))).
% 299.86/300.50 171576[0:SpR:48870.0,47988.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),intersection(complement(w),power_class(x))),union(y,complement(power_class(z)))))* member(u,union(intersection(power_class(v),union(w,complement(power_class(x)))),intersection(complement(y),power_class(z)))).
% 299.86/300.50 171572[0:SpR:103450.0,47988.1] || member(u,universal_class) -> member(u,intersection(union(complement(union(v,w)),image(element_relation,power_class(x))),union(y,complement(power_class(z)))))* member(u,union(intersection(union(v,w),power_class(complement(power_class(x)))),intersection(complement(y),power_class(z)))).
% 299.86/300.50 171571[0:SpR:48872.0,47988.1] || member(u,universal_class) -> member(u,intersection(union(intersection(power_class(v),complement(w)),complement(power_class(x))),union(y,complement(power_class(z)))))* member(u,union(intersection(union(complement(power_class(v)),w),power_class(x)),intersection(complement(y),power_class(z)))).
% 299.86/300.50 171570[0:SpR:48871.0,47988.1] || member(u,universal_class) -> member(u,intersection(union(intersection(complement(v),power_class(w)),complement(power_class(x))),union(y,complement(power_class(z)))))* member(u,union(intersection(union(v,complement(power_class(w))),power_class(x)),intersection(complement(y),power_class(z)))).
% 299.86/300.50 171569[0:SpR:103320.0,47988.1] || member(u,universal_class) -> member(u,intersection(union(image(element_relation,union(v,w)),complement(power_class(x))),union(y,complement(power_class(z)))))* member(u,union(intersection(power_class(complement(union(v,w))),power_class(x)),intersection(complement(y),power_class(z)))).
% 299.86/300.50 171567[0:SpR:102945.0,47988.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),image(element_relation,union(w,x))),union(y,complement(power_class(z)))))* member(u,union(intersection(power_class(v),power_class(complement(union(w,x)))),intersection(complement(y),power_class(z)))).
% 299.86/300.50 172337[0:SpR:103074.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),union(image(element_relation,power_class(x)),complement(union(y,z)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(power_class(complement(power_class(x))),union(y,z)))).
% 299.86/300.50 172333[0:SpR:48874.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),union(complement(power_class(x)),intersection(power_class(y),complement(z)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(power_class(x),union(complement(power_class(y)),z)))).
% 299.86/300.50 172331[0:SpR:48870.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),union(complement(power_class(x)),intersection(complement(y),power_class(z)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(power_class(x),union(y,complement(power_class(z)))))).
% 299.86/300.50 172327[0:SpR:103450.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),union(complement(union(x,y)),image(element_relation,power_class(z)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(union(x,y),power_class(complement(power_class(z)))))).
% 299.86/300.50 172326[0:SpR:48872.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),union(intersection(power_class(x),complement(y)),complement(power_class(z)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(union(complement(power_class(x)),y),power_class(z)))).
% 299.86/300.50 172325[0:SpR:48871.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),union(intersection(complement(x),power_class(y)),complement(power_class(z)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(union(x,complement(power_class(y))),power_class(z)))).
% 299.86/300.50 172324[0:SpR:103320.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),union(image(element_relation,union(x,y)),complement(power_class(z)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(power_class(complement(union(x,y))),power_class(z)))).
% 299.86/300.50 172322[0:SpR:102945.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),union(complement(power_class(x)),image(element_relation,union(y,z)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(power_class(x),power_class(complement(union(y,z)))))).
% 299.86/300.50 172924[0:SpR:103074.0,48037.1] || member(u,universal_class) -> member(u,intersection(union(image(element_relation,power_class(v)),complement(union(w,x))),union(complement(power_class(y)),z)))* member(u,union(intersection(power_class(complement(power_class(v))),union(w,x)),intersection(power_class(y),complement(z)))).
% 299.86/300.50 172920[0:SpR:48874.0,48037.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),intersection(power_class(w),complement(x))),union(complement(power_class(y)),z)))* member(u,union(intersection(power_class(v),union(complement(power_class(w)),x)),intersection(power_class(y),complement(z)))).
% 299.86/300.50 172918[0:SpR:48870.0,48037.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),intersection(complement(w),power_class(x))),union(complement(power_class(y)),z)))* member(u,union(intersection(power_class(v),union(w,complement(power_class(x)))),intersection(power_class(y),complement(z)))).
% 299.86/300.50 172914[0:SpR:103450.0,48037.1] || member(u,universal_class) -> member(u,intersection(union(complement(union(v,w)),image(element_relation,power_class(x))),union(complement(power_class(y)),z)))* member(u,union(intersection(union(v,w),power_class(complement(power_class(x)))),intersection(power_class(y),complement(z)))).
% 299.86/300.50 172913[0:SpR:48872.0,48037.1] || member(u,universal_class) -> member(u,intersection(union(intersection(power_class(v),complement(w)),complement(power_class(x))),union(complement(power_class(y)),z)))* member(u,union(intersection(union(complement(power_class(v)),w),power_class(x)),intersection(power_class(y),complement(z)))).
% 299.86/300.50 172912[0:SpR:48871.0,48037.1] || member(u,universal_class) -> member(u,intersection(union(intersection(complement(v),power_class(w)),complement(power_class(x))),union(complement(power_class(y)),z)))* member(u,union(intersection(union(v,complement(power_class(w))),power_class(x)),intersection(power_class(y),complement(z)))).
% 299.86/300.50 172911[0:SpR:103320.0,48037.1] || member(u,universal_class) -> member(u,intersection(union(image(element_relation,union(v,w)),complement(power_class(x))),union(complement(power_class(y)),z)))* member(u,union(intersection(power_class(complement(union(v,w))),power_class(x)),intersection(power_class(y),complement(z)))).
% 299.86/300.50 172909[0:SpR:102945.0,48037.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),image(element_relation,union(w,x))),union(complement(power_class(y)),z)))* member(u,union(intersection(power_class(v),power_class(complement(union(w,x)))),intersection(power_class(y),complement(z)))).
% 299.86/300.50 13992[0:Res:1040.2,885.1] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,complement(intersection(w,x))) member(ordered_pair(u,ordered_pair(v,compose(u,v))),union(w,x)) -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),symmetric_difference(w,x))*.
% 299.86/300.50 15132[0:SpL:826.1,617.0] || member(u,not_subclass_element(cross_product(v,w),x))* -> subclass(cross_product(v,w),x) equal(u,unordered_pair(first(not_subclass_element(cross_product(v,w),x)),singleton(second(not_subclass_element(cross_product(v,w),x)))))* equal(u,singleton(first(not_subclass_element(cross_product(v,w),x)))).
% 299.86/300.50 15697[0:SpR:829.2,19.2] || member(cross_product(u,v),universal_class) member(second(apply(choice,cross_product(u,v))),w) member(first(apply(choice,cross_product(u,v))),x) -> equal(cross_product(u,v),null_class) member(apply(choice,cross_product(u,v)),cross_product(x,w))*.
% 299.86/300.50 16516[2:Rew:7118.0,16509.3,7118.0,16509.2,7118.0,16509.0] || member(image(u,range_of(null_class)),universal_class) member(ordered_pair(v,apply(choice,image(u,range_of(null_class)))),cross_product(universal_class,universal_class))* -> equal(image(u,range_of(null_class)),null_class) member(ordered_pair(v,apply(choice,image(u,range_of(null_class)))),compose(u,null_class))*.
% 299.86/300.50 18495[4:Rew:17265.0,17403.2,17265.0,17403.2,17265.0,17403.1,17265.0,17403.1] single_valued_class(restrict(u,v,universal_class)) || subclass(image(u,v),cantor(cantor(w))) equal(cantor(cantor(x)),cantor(restrict(u,v,universal_class))) equal(restrict(u,v,universal_class),null_class) -> compatible(restrict(u,v,universal_class),x,w)*.
% 299.86/300.50 41729[4:SpR:829.2,17398.1] || member(cross_product(u,v),universal_class) subclass(domain_relation,rotate(w)) -> equal(cross_product(u,v),null_class) member(ordered_pair(ordered_pair(second(apply(choice,cross_product(u,v))),cantor(apply(choice,cross_product(u,v)))),first(apply(choice,cross_product(u,v)))),w)*.
% 299.86/300.50 41848[4:SpR:829.2,17399.1] || member(cross_product(u,v),universal_class) subclass(domain_relation,flip(w)) -> equal(cross_product(u,v),null_class) member(ordered_pair(apply(choice,cross_product(u,v)),cantor(ordered_pair(second(apply(choice,cross_product(u,v))),first(apply(choice,cross_product(u,v)))))),w)*.
% 299.86/300.50 41841[4:SpR:829.2,17399.1] || member(cross_product(u,v),universal_class) subclass(domain_relation,flip(w)) -> equal(cross_product(u,v),null_class) member(ordered_pair(ordered_pair(second(apply(choice,cross_product(u,v))),first(apply(choice,cross_product(u,v)))),cantor(apply(choice,cross_product(u,v)))),w)*.
% 299.86/300.50 71942[4:Rew:71468.1,71642.3,71468.1,71642.2] || equal(u,universal_class) member(ordered_pair(u,not_subclass_element(image(v,image(w,null_class)),x)),cross_product(universal_class,universal_class))* -> subclass(image(v,image(w,null_class)),x) member(ordered_pair(u,not_subclass_element(image(v,image(w,null_class)),x)),compose(v,w))*.
% 299.86/300.50 73153[0:Res:882.2,14565.0] || member(not_subclass_element(intersection(u,v),intersection(restrict(w,x,y),v)),cross_product(x,y))* member(not_subclass_element(intersection(u,v),intersection(restrict(w,x,y),v)),w)* -> subclass(intersection(u,v),intersection(restrict(w,x,y),v)).
% 299.86/300.50 73471[0:Res:882.2,14566.0] || member(not_subclass_element(intersection(u,v),intersection(restrict(w,x,y),u)),cross_product(x,y))* member(not_subclass_element(intersection(u,v),intersection(restrict(w,x,y),u)),w)* -> subclass(intersection(u,v),intersection(restrict(w,x,y),u)).
% 299.86/300.50 85355[4:Rew:77631.0,85285.1] || member(regular(union(null_class,symmetric_difference(union(u,v),complement(intersection(u,v))))),symmetric_difference(complement(symmetric_difference(u,v)),union(union(u,v),complement(intersection(u,v)))))* -> equal(union(null_class,symmetric_difference(union(u,v),complement(intersection(u,v)))),null_class).
% 299.86/300.50 90507[2:Res:13412.1,7727.0] || member(not_subclass_element(intersection(u,regular(intersection(v,w))),x),union(v,w)) -> member(not_subclass_element(intersection(u,regular(intersection(v,w))),x),symmetric_difference(v,w))* subclass(intersection(u,regular(intersection(v,w))),x) equal(intersection(v,w),null_class).
% 299.86/300.50 91282[2:Res:13412.1,7769.0] || member(not_subclass_element(intersection(regular(intersection(u,v)),w),x),union(u,v)) -> member(not_subclass_element(intersection(regular(intersection(u,v)),w),x),symmetric_difference(u,v))* subclass(intersection(regular(intersection(u,v)),w),x) equal(intersection(u,v),null_class).
% 299.86/300.50 94227[0:Res:6567.1,617.0] || -> subclass(intersection(u,restrict(ordered_pair(v,w),x,y)),z) equal(not_subclass_element(intersection(u,restrict(ordered_pair(v,w),x,y)),z),unordered_pair(v,singleton(w)))** equal(not_subclass_element(intersection(u,restrict(ordered_pair(v,w),x,y)),z),singleton(v)).
% 299.86/300.50 94221[0:Res:6567.1,8686.2] || member(not_subclass_element(intersection(u,restrict(union(v,w),x,y)),z),complement(w))* member(not_subclass_element(intersection(u,restrict(union(v,w),x,y)),z),complement(v))* -> subclass(intersection(u,restrict(union(v,w),x,y)),z).
% 299.86/300.50 94606[0:Res:7760.1,617.0] || -> subclass(intersection(restrict(ordered_pair(u,v),w,x),y),z) equal(not_subclass_element(intersection(restrict(ordered_pair(u,v),w,x),y),z),unordered_pair(u,singleton(v)))** equal(not_subclass_element(intersection(restrict(ordered_pair(u,v),w,x),y),z),singleton(u)).
% 299.86/300.50 94600[0:Res:7760.1,8686.2] || member(not_subclass_element(intersection(restrict(union(u,v),w,x),y),z),complement(v))* member(not_subclass_element(intersection(restrict(union(u,v),w,x),y),z),complement(u))* -> subclass(intersection(restrict(union(u,v),w,x),y),z).
% 299.86/300.50 97233[0:SpL:48870.0,3106.0] || member(not_subclass_element(union(u,intersection(power_class(v),union(w,complement(power_class(x))))),y),intersection(complement(u),union(complement(power_class(v)),intersection(complement(w),power_class(x)))))* -> subclass(union(u,intersection(power_class(v),union(w,complement(power_class(x))))),y).
% 299.86/300.50 97203[0:SpL:48870.0,3106.0] || member(not_subclass_element(union(intersection(power_class(u),union(v,complement(power_class(w)))),x),y),intersection(union(complement(power_class(u)),intersection(complement(v),power_class(w))),complement(x)))* -> subclass(union(intersection(power_class(u),union(v,complement(power_class(w)))),x),y).
% 299.86/300.50 97133[0:SpR:48870.0,75585.0] || -> equal(intersection(union(power_class(u),union(complement(power_class(v)),intersection(complement(w),power_class(x)))),union(complement(power_class(u)),intersection(power_class(v),union(w,complement(power_class(x)))))),symmetric_difference(power_class(u),union(complement(power_class(v)),intersection(complement(w),power_class(x)))))**.
% 299.86/300.50 97339[0:Rew:48870.0,97120.0] || -> equal(symmetric_difference(complement(u),union(complement(power_class(v)),intersection(complement(w),power_class(x)))),null_class) member(regular(symmetric_difference(complement(u),union(complement(power_class(v)),intersection(complement(w),power_class(x))))),union(u,intersection(power_class(v),union(w,complement(power_class(x))))))*.
% 299.86/300.50 97105[0:SpR:48870.0,48104.0] || -> equal(intersection(union(intersection(power_class(u),union(v,complement(power_class(w)))),complement(power_class(x))),union(union(complement(power_class(u)),intersection(complement(v),power_class(w))),power_class(x))),symmetric_difference(union(complement(power_class(u)),intersection(complement(v),power_class(w))),power_class(x)))**.
% 299.86/300.50 97340[0:Rew:48870.0,97071.0] || -> equal(symmetric_difference(union(complement(power_class(u)),intersection(complement(v),power_class(w))),complement(x)),null_class) member(regular(symmetric_difference(union(complement(power_class(u)),intersection(complement(v),power_class(w))),complement(x))),union(intersection(power_class(u),union(v,complement(power_class(w)))),x))*.
% 299.86/300.50 97935[0:SpL:48871.0,3106.0] || member(not_subclass_element(union(u,intersection(union(v,complement(power_class(w))),power_class(x))),y),intersection(complement(u),union(intersection(complement(v),power_class(w)),complement(power_class(x)))))* -> subclass(union(u,intersection(union(v,complement(power_class(w))),power_class(x))),y).
% 299.86/300.50 97905[0:SpL:48871.0,3106.0] || member(not_subclass_element(union(intersection(union(u,complement(power_class(v))),power_class(w)),x),y),intersection(union(intersection(complement(u),power_class(v)),complement(power_class(w))),complement(x)))* -> subclass(union(intersection(union(u,complement(power_class(v))),power_class(w)),x),y).
% 299.86/300.50 97835[0:SpR:48871.0,75585.0] || -> equal(intersection(union(power_class(u),union(intersection(complement(v),power_class(w)),complement(power_class(x)))),union(complement(power_class(u)),intersection(union(v,complement(power_class(w))),power_class(x)))),symmetric_difference(power_class(u),union(intersection(complement(v),power_class(w)),complement(power_class(x)))))**.
% 299.86/300.50 98038[0:Rew:48871.0,97822.0] || -> equal(symmetric_difference(complement(u),union(intersection(complement(v),power_class(w)),complement(power_class(x)))),null_class) member(regular(symmetric_difference(complement(u),union(intersection(complement(v),power_class(w)),complement(power_class(x))))),union(u,intersection(union(v,complement(power_class(w))),power_class(x))))*.
% 299.86/300.50 97807[0:SpR:48871.0,48104.0] || -> equal(intersection(union(intersection(union(u,complement(power_class(v))),power_class(w)),complement(power_class(x))),union(union(intersection(complement(u),power_class(v)),complement(power_class(w))),power_class(x))),symmetric_difference(union(intersection(complement(u),power_class(v)),complement(power_class(w))),power_class(x)))**.
% 299.86/300.50 98039[0:Rew:48871.0,97773.0] || -> equal(symmetric_difference(union(intersection(complement(u),power_class(v)),complement(power_class(w))),complement(x)),null_class) member(regular(symmetric_difference(union(intersection(complement(u),power_class(v)),complement(power_class(w))),complement(x))),union(intersection(union(u,complement(power_class(v))),power_class(w)),x))*.
% 299.86/300.50 98626[0:SpL:48872.0,3106.0] || member(not_subclass_element(union(u,intersection(union(complement(power_class(v)),w),power_class(x))),y),intersection(complement(u),union(intersection(power_class(v),complement(w)),complement(power_class(x)))))* -> subclass(union(u,intersection(union(complement(power_class(v)),w),power_class(x))),y).
% 299.86/300.50 98596[0:SpL:48872.0,3106.0] || member(not_subclass_element(union(intersection(union(complement(power_class(u)),v),power_class(w)),x),y),intersection(union(intersection(power_class(u),complement(v)),complement(power_class(w))),complement(x)))* -> subclass(union(intersection(union(complement(power_class(u)),v),power_class(w)),x),y).
% 299.86/300.50 98522[0:SpR:48872.0,75585.0] || -> equal(intersection(union(power_class(u),union(intersection(power_class(v),complement(w)),complement(power_class(x)))),union(complement(power_class(u)),intersection(union(complement(power_class(v)),w),power_class(x)))),symmetric_difference(power_class(u),union(intersection(power_class(v),complement(w)),complement(power_class(x)))))**.
% 299.86/300.50 98734[0:Rew:48872.0,98509.0] || -> equal(symmetric_difference(complement(u),union(intersection(power_class(v),complement(w)),complement(power_class(x)))),null_class) member(regular(symmetric_difference(complement(u),union(intersection(power_class(v),complement(w)),complement(power_class(x))))),union(u,intersection(union(complement(power_class(v)),w),power_class(x))))*.
% 299.86/300.50 98494[0:SpR:48872.0,48104.0] || -> equal(intersection(union(intersection(union(complement(power_class(u)),v),power_class(w)),complement(power_class(x))),union(union(intersection(power_class(u),complement(v)),complement(power_class(w))),power_class(x))),symmetric_difference(union(intersection(power_class(u),complement(v)),complement(power_class(w))),power_class(x)))**.
% 299.86/300.50 98735[0:Rew:48872.0,98460.0] || -> equal(symmetric_difference(union(intersection(power_class(u),complement(v)),complement(power_class(w))),complement(x)),null_class) member(regular(symmetric_difference(union(intersection(power_class(u),complement(v)),complement(power_class(w))),complement(x))),union(intersection(union(complement(power_class(u)),v),power_class(w)),x))*.
% 299.86/300.50 99345[0:SpL:48874.0,3106.0] || member(not_subclass_element(union(u,intersection(power_class(v),union(complement(power_class(w)),x))),y),intersection(complement(u),union(complement(power_class(v)),intersection(power_class(w),complement(x)))))* -> subclass(union(u,intersection(power_class(v),union(complement(power_class(w)),x))),y).
% 299.86/300.50 99315[0:SpL:48874.0,3106.0] || member(not_subclass_element(union(intersection(power_class(u),union(complement(power_class(v)),w)),x),y),intersection(union(complement(power_class(u)),intersection(power_class(v),complement(w))),complement(x)))* -> subclass(union(intersection(power_class(u),union(complement(power_class(v)),w)),x),y).
% 299.86/300.50 99241[0:SpR:48874.0,75585.0] || -> equal(intersection(union(power_class(u),union(complement(power_class(v)),intersection(power_class(w),complement(x)))),union(complement(power_class(u)),intersection(power_class(v),union(complement(power_class(w)),x)))),symmetric_difference(power_class(u),union(complement(power_class(v)),intersection(power_class(w),complement(x)))))**.
% 299.86/300.50 99454[0:Rew:48874.0,99228.0] || -> equal(symmetric_difference(complement(u),union(complement(power_class(v)),intersection(power_class(w),complement(x)))),null_class) member(regular(symmetric_difference(complement(u),union(complement(power_class(v)),intersection(power_class(w),complement(x))))),union(u,intersection(power_class(v),union(complement(power_class(w)),x))))*.
% 299.86/300.50 99213[0:SpR:48874.0,48104.0] || -> equal(intersection(union(intersection(power_class(u),union(complement(power_class(v)),w)),complement(power_class(x))),union(union(complement(power_class(u)),intersection(power_class(v),complement(w))),power_class(x))),symmetric_difference(union(complement(power_class(u)),intersection(power_class(v),complement(w))),power_class(x)))**.
% 299.86/300.50 99455[0:Rew:48874.0,99179.0] || -> equal(symmetric_difference(union(complement(power_class(u)),intersection(power_class(v),complement(w))),complement(x)),null_class) member(regular(symmetric_difference(union(complement(power_class(u)),intersection(power_class(v),complement(w))),complement(x))),union(intersection(power_class(u),union(complement(power_class(v)),w)),x))*.
% 299.86/300.50 99972[9:Res:79218.1,3486.0] function(cross_product(u,v)) || -> equal(intersection(w,successor(cross_product(u,v))),null_class) equal(ordered_pair(first(regular(intersection(w,successor(cross_product(u,v))))),second(regular(intersection(w,successor(cross_product(u,v)))))),regular(intersection(w,successor(cross_product(u,v)))))**.
% 299.86/300.50 99970[9:Res:79114.1,3486.0] function(cross_product(u,v)) || -> equal(intersection(successor(cross_product(u,v)),w),null_class) equal(ordered_pair(first(regular(intersection(successor(cross_product(u,v)),w))),second(regular(intersection(successor(cross_product(u,v)),w)))),regular(intersection(successor(cross_product(u,v)),w)))**.
% 299.86/300.50 109007[0:SpR:77631.0,102314.0] || -> equal(union(symmetric_difference(union(u,v),complement(intersection(u,v))),complement(union(complement(symmetric_difference(u,v)),union(union(u,v),complement(intersection(u,v)))))),complement(symmetric_difference(complement(symmetric_difference(u,v)),union(union(u,v),complement(intersection(u,v))))))**.
% 299.86/300.50 112886[0:Res:497.2,102295.0] || member(intersection(u,symmetric_difference(complement(v),union(w,x))),universal_class) -> equal(intersection(u,symmetric_difference(complement(v),union(w,x))),null_class) member(apply(choice,intersection(u,symmetric_difference(complement(v),union(w,x)))),union(v,complement(union(w,x))))*.
% 299.86/300.50 112865[4:Res:30965.1,102295.0] || member(union(null_class,symmetric_difference(complement(u),union(v,w))),universal_class) -> equal(union(null_class,symmetric_difference(complement(u),union(v,w))),null_class) member(apply(choice,union(null_class,symmetric_difference(complement(u),union(v,w)))),union(u,complement(union(v,w))))*.
% 299.86/300.50 112864[0:Res:496.2,102295.0] || member(intersection(symmetric_difference(complement(u),union(v,w)),x),universal_class) -> equal(intersection(symmetric_difference(complement(u),union(v,w)),x),null_class) member(apply(choice,intersection(symmetric_difference(complement(u),union(v,w)),x)),union(u,complement(union(v,w))))*.
% 299.86/300.50 113317[0:Res:497.2,102309.0] || member(intersection(u,symmetric_difference(union(v,w),complement(x))),universal_class) -> equal(intersection(u,symmetric_difference(union(v,w),complement(x))),null_class) member(apply(choice,intersection(u,symmetric_difference(union(v,w),complement(x)))),union(complement(union(v,w)),x))*.
% 299.86/300.50 113296[4:Res:30965.1,102309.0] || member(union(null_class,symmetric_difference(union(u,v),complement(w))),universal_class) -> equal(union(null_class,symmetric_difference(union(u,v),complement(w))),null_class) member(apply(choice,union(null_class,symmetric_difference(union(u,v),complement(w)))),union(complement(union(u,v)),w))*.
% 299.86/300.50 113295[0:Res:496.2,102309.0] || member(intersection(symmetric_difference(union(u,v),complement(w)),x),universal_class) -> equal(intersection(symmetric_difference(union(u,v),complement(w)),x),null_class) member(apply(choice,intersection(symmetric_difference(union(u,v),complement(w)),x)),union(complement(union(u,v)),w))*.
% 299.86/300.50 118763[0:SpR:102945.0,75585.0] || -> equal(intersection(union(power_class(u),union(complement(power_class(v)),image(element_relation,union(w,x)))),union(complement(power_class(u)),intersection(power_class(v),power_class(complement(union(w,x)))))),symmetric_difference(power_class(u),union(complement(power_class(v)),image(element_relation,union(w,x)))))**.
% 299.86/300.50 119020[0:Rew:102945.0,118755.0] || -> equal(symmetric_difference(complement(u),union(complement(power_class(v)),image(element_relation,union(w,x)))),null_class) member(regular(symmetric_difference(complement(u),union(complement(power_class(v)),image(element_relation,union(w,x))))),union(u,intersection(power_class(v),power_class(complement(union(w,x))))))*.
% 299.86/300.50 118738[0:SpR:102945.0,48104.0] || -> equal(intersection(union(intersection(power_class(u),power_class(complement(union(v,w)))),complement(power_class(x))),union(union(complement(power_class(u)),image(element_relation,union(v,w))),power_class(x))),symmetric_difference(union(complement(power_class(u)),image(element_relation,union(v,w))),power_class(x)))**.
% 299.86/300.50 119021[0:Rew:102945.0,118698.0] || -> equal(symmetric_difference(union(complement(power_class(u)),image(element_relation,union(v,w))),complement(x)),null_class) member(regular(symmetric_difference(union(complement(power_class(u)),image(element_relation,union(v,w))),complement(x))),union(intersection(power_class(u),power_class(complement(union(v,w)))),x))*.
% 299.86/300.50 123088[0:SpR:103074.0,75585.0] || -> equal(intersection(union(power_class(u),union(image(element_relation,power_class(v)),complement(union(w,x)))),union(complement(power_class(u)),intersection(power_class(complement(power_class(v))),union(w,x)))),symmetric_difference(power_class(u),union(image(element_relation,power_class(v)),complement(union(w,x)))))**.
% 299.86/300.50 123344[0:Rew:103074.0,123080.0] || -> equal(symmetric_difference(complement(u),union(image(element_relation,power_class(v)),complement(union(w,x)))),null_class) member(regular(symmetric_difference(complement(u),union(image(element_relation,power_class(v)),complement(union(w,x))))),union(u,intersection(power_class(complement(power_class(v))),union(w,x))))*.
% 299.86/300.50 123063[0:SpR:103074.0,48104.0] || -> equal(intersection(union(intersection(power_class(complement(power_class(u))),union(v,w)),complement(power_class(x))),union(union(image(element_relation,power_class(u)),complement(union(v,w))),power_class(x))),symmetric_difference(union(image(element_relation,power_class(u)),complement(union(v,w))),power_class(x)))**.
% 299.86/300.50 123345[0:Rew:103074.0,123023.0] || -> equal(symmetric_difference(union(image(element_relation,power_class(u)),complement(union(v,w))),complement(x)),null_class) member(regular(symmetric_difference(union(image(element_relation,power_class(u)),complement(union(v,w))),complement(x))),union(intersection(power_class(complement(power_class(u))),union(v,w)),x))*.
% 299.86/300.50 123632[0:SpR:103320.0,75585.0] || -> equal(intersection(union(power_class(u),union(image(element_relation,union(v,w)),complement(power_class(x)))),union(complement(power_class(u)),intersection(power_class(complement(union(v,w))),power_class(x)))),symmetric_difference(power_class(u),union(image(element_relation,union(v,w)),complement(power_class(x)))))**.
% 299.86/300.50 123898[0:Rew:103320.0,123624.0] || -> equal(symmetric_difference(complement(u),union(image(element_relation,union(v,w)),complement(power_class(x)))),null_class) member(regular(symmetric_difference(complement(u),union(image(element_relation,union(v,w)),complement(power_class(x))))),union(u,intersection(power_class(complement(union(v,w))),power_class(x))))*.
% 299.86/300.50 123607[0:SpR:103320.0,48104.0] || -> equal(intersection(union(intersection(power_class(complement(union(u,v))),power_class(w)),complement(power_class(x))),union(union(image(element_relation,union(u,v)),complement(power_class(w))),power_class(x))),symmetric_difference(union(image(element_relation,union(u,v)),complement(power_class(w))),power_class(x)))**.
% 299.86/300.50 123899[0:Rew:103320.0,123567.0] || -> equal(symmetric_difference(union(image(element_relation,union(u,v)),complement(power_class(w))),complement(x)),null_class) member(regular(symmetric_difference(union(image(element_relation,union(u,v)),complement(power_class(w))),complement(x))),union(intersection(power_class(complement(union(u,v))),power_class(w)),x))*.
% 299.86/300.50 124649[0:SpR:103450.0,75585.0] || -> equal(intersection(union(power_class(u),union(complement(union(v,w)),image(element_relation,power_class(x)))),union(complement(power_class(u)),intersection(union(v,w),power_class(complement(power_class(x)))))),symmetric_difference(power_class(u),union(complement(union(v,w)),image(element_relation,power_class(x)))))**.
% 299.86/300.50 124909[0:Rew:103450.0,124641.0] || -> equal(symmetric_difference(complement(u),union(complement(union(v,w)),image(element_relation,power_class(x)))),null_class) member(regular(symmetric_difference(complement(u),union(complement(union(v,w)),image(element_relation,power_class(x))))),union(u,intersection(union(v,w),power_class(complement(power_class(x))))))*.
% 299.86/300.50 124624[0:SpR:103450.0,48104.0] || -> equal(intersection(union(intersection(union(u,v),power_class(complement(power_class(w)))),complement(power_class(x))),union(union(complement(union(u,v)),image(element_relation,power_class(w))),power_class(x))),symmetric_difference(union(complement(union(u,v)),image(element_relation,power_class(w))),power_class(x)))**.
% 299.86/300.50 124910[0:Rew:103450.0,124584.0] || -> equal(symmetric_difference(union(complement(union(u,v)),image(element_relation,power_class(w))),complement(x)),null_class) member(regular(symmetric_difference(union(complement(union(u,v)),image(element_relation,power_class(w))),complement(x))),union(intersection(union(u,v),power_class(complement(power_class(w)))),x))*.
% 299.86/300.50 134981[0:Res:8432.2,20.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,cross_product(v,w))* -> equal(ordered_pair(first(ordered_pair(flip(cross_product(u,universal_class)),inverse(u))),second(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)))),ordered_pair(flip(cross_product(u,universal_class)),inverse(u)))**.
% 299.86/300.50 135559[0:Res:8431.2,20.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,cross_product(v,w))* -> equal(ordered_pair(first(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u))),second(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)))),ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)))**.
% 299.86/300.50 138582[0:SpL:48838.0,48887.0] || member(regular(union(intersection(power_class(complement(power_class(u))),power_class(v)),complement(power_class(w)))),intersection(union(image(element_relation,power_class(u)),complement(power_class(v))),power_class(w)))* -> equal(union(intersection(power_class(complement(power_class(u))),power_class(v)),complement(power_class(w))),null_class).
% 299.86/300.50 138580[0:SpL:48835.0,48887.0] || member(regular(union(intersection(power_class(u),power_class(complement(power_class(v)))),complement(power_class(w)))),intersection(union(complement(power_class(u)),image(element_relation,power_class(v))),power_class(w)))* -> equal(union(intersection(power_class(u),power_class(complement(power_class(v)))),complement(power_class(w))),null_class).
% 299.86/300.50 138840[0:SpL:48838.0,48893.0] || member(regular(union(complement(power_class(u)),intersection(power_class(complement(power_class(v))),power_class(w)))),intersection(power_class(u),union(image(element_relation,power_class(v)),complement(power_class(w)))))* -> equal(union(complement(power_class(u)),intersection(power_class(complement(power_class(v))),power_class(w))),null_class).
% 299.86/300.50 138838[0:SpL:48835.0,48893.0] || member(regular(union(complement(power_class(u)),intersection(power_class(v),power_class(complement(power_class(w)))))),intersection(power_class(u),union(complement(power_class(v)),image(element_relation,power_class(w)))))* -> equal(union(complement(power_class(u)),intersection(power_class(v),power_class(complement(power_class(w))))),null_class).
% 299.86/300.50 142527[0:Res:3147.1,9362.0] || -> equal(intersection(u,restrict(symmetric_difference(union(v,w),union(complement(v),complement(w))),x,y)),null_class) member(regular(intersection(u,restrict(symmetric_difference(union(v,w),union(complement(v),complement(w))),x,y))),complement(symmetric_difference(complement(v),complement(w))))*.
% 299.86/300.50 142524[0:Res:3319.1,9362.0] || -> equal(intersection(restrict(symmetric_difference(union(u,v),union(complement(u),complement(v))),w,x),y),null_class) member(regular(intersection(restrict(symmetric_difference(union(u,v),union(complement(u),complement(v))),w,x),y)),complement(symmetric_difference(complement(u),complement(v))))*.
% 299.86/300.50 142642[0:Rew:48838.0,142385.1] || member(u,symmetric_difference(union(intersection(power_class(complement(power_class(v))),power_class(w)),x),union(union(image(element_relation,power_class(v)),complement(power_class(w))),complement(x))))* -> member(u,complement(symmetric_difference(union(image(element_relation,power_class(v)),complement(power_class(w))),complement(x)))).
% 299.86/300.50 142643[0:Rew:48835.0,142383.1] || member(u,symmetric_difference(union(intersection(power_class(v),power_class(complement(power_class(w)))),x),union(union(complement(power_class(v)),image(element_relation,power_class(w))),complement(x))))* -> member(u,complement(symmetric_difference(union(complement(power_class(v)),image(element_relation,power_class(w))),complement(x)))).
% 299.86/300.50 142644[0:Rew:48838.0,142350.1] || member(u,symmetric_difference(union(v,intersection(power_class(complement(power_class(w))),power_class(x))),union(complement(v),union(image(element_relation,power_class(w)),complement(power_class(x))))))* -> member(u,complement(symmetric_difference(complement(v),union(image(element_relation,power_class(w)),complement(power_class(x)))))).
% 299.86/300.50 142645[0:Rew:48835.0,142348.1] || member(u,symmetric_difference(union(v,intersection(power_class(w),power_class(complement(power_class(x))))),union(complement(v),union(complement(power_class(w)),image(element_relation,power_class(x))))))* -> member(u,complement(symmetric_difference(complement(v),union(complement(power_class(w)),image(element_relation,power_class(x)))))).
% 299.86/300.50 145874[0:SpR:48838.0,104218.0] || -> equal(intersection(union(intersection(power_class(complement(power_class(u))),power_class(v)),complement(union(w,x))),union(union(image(element_relation,power_class(u)),complement(power_class(v))),union(w,x))),symmetric_difference(union(image(element_relation,power_class(u)),complement(power_class(v))),union(w,x)))**.
% 299.86/300.50 145872[0:SpR:48835.0,104218.0] || -> equal(intersection(union(intersection(power_class(u),power_class(complement(power_class(v)))),complement(union(w,x))),union(union(complement(power_class(u)),image(element_relation,power_class(v))),union(w,x))),symmetric_difference(union(complement(power_class(u)),image(element_relation,power_class(v))),union(w,x)))**.
% 299.86/300.50 145693[0:SpR:104218.0,7786.1] || -> subclass(symmetric_difference(union(u,complement(union(v,w))),union(complement(u),union(v,w))),x) member(not_subclass_element(symmetric_difference(union(u,complement(union(v,w))),union(complement(u),union(v,w))),x),complement(symmetric_difference(complement(u),union(v,w))))*.
% 299.86/300.50 146285[0:Rew:104218.0,146045.1] || member(not_subclass_element(intersection(union(complement(u),union(v,w)),x),symmetric_difference(complement(u),union(v,w))),union(u,complement(union(v,w))))* -> subclass(intersection(union(complement(u),union(v,w)),x),symmetric_difference(complement(u),union(v,w))).
% 299.86/300.50 146286[0:Rew:104218.0,146044.1] || member(not_subclass_element(intersection(u,union(complement(v),union(w,x))),symmetric_difference(complement(v),union(w,x))),union(v,complement(union(w,x))))* -> subclass(intersection(u,union(complement(v),union(w,x))),symmetric_difference(complement(v),union(w,x))).
% 299.86/300.50 146827[0:SpR:48838.0,103225.0] || -> equal(intersection(union(union(u,v),union(image(element_relation,power_class(w)),complement(power_class(x)))),union(complement(union(u,v)),intersection(power_class(complement(power_class(w))),power_class(x)))),symmetric_difference(union(u,v),union(image(element_relation,power_class(w)),complement(power_class(x)))))**.
% 299.86/300.50 146825[0:SpR:48835.0,103225.0] || -> equal(intersection(union(union(u,v),union(complement(power_class(w)),image(element_relation,power_class(x)))),union(complement(union(u,v)),intersection(power_class(w),power_class(complement(power_class(x)))))),symmetric_difference(union(u,v),union(complement(power_class(w)),image(element_relation,power_class(x)))))**.
% 299.86/300.50 146612[0:SpR:103225.0,7786.1] || -> subclass(symmetric_difference(union(union(u,v),complement(w)),union(complement(union(u,v)),w)),x) member(not_subclass_element(symmetric_difference(union(union(u,v),complement(w)),union(complement(union(u,v)),w)),x),complement(symmetric_difference(union(u,v),complement(w))))*.
% 299.86/300.50 147235[0:Rew:103225.0,146964.1] || member(not_subclass_element(intersection(union(complement(union(u,v)),w),x),symmetric_difference(union(u,v),complement(w))),union(union(u,v),complement(w)))* -> subclass(intersection(union(complement(union(u,v)),w),x),symmetric_difference(union(u,v),complement(w))).
% 299.86/300.50 147236[0:Rew:103225.0,146963.1] || member(not_subclass_element(intersection(u,union(complement(union(v,w)),x)),symmetric_difference(union(v,w),complement(x))),union(union(v,w),complement(x)))* -> subclass(intersection(u,union(complement(union(v,w)),x)),symmetric_difference(union(v,w),complement(x))).
% 299.86/300.50 149812[0:Res:3147.1,47989.0] || member(regular(intersection(u,restrict(intersection(complement(v),union(w,complement(power_class(x)))),y,z))),union(v,intersection(complement(w),power_class(x))))* -> equal(intersection(u,restrict(intersection(complement(v),union(w,complement(power_class(x)))),y,z)),null_class).
% 299.86/300.50 149807[0:Res:3319.1,47989.0] || member(regular(intersection(restrict(intersection(complement(u),union(v,complement(power_class(w)))),x,y),z)),union(u,intersection(complement(v),power_class(w))))* -> equal(intersection(restrict(intersection(complement(u),union(v,complement(power_class(w)))),x,y),z),null_class).
% 299.86/300.50 150150[0:Res:3147.1,48009.0] || member(regular(intersection(u,restrict(intersection(union(v,complement(power_class(w))),complement(x)),y,z))),union(intersection(complement(v),power_class(w)),x))* -> equal(intersection(u,restrict(intersection(union(v,complement(power_class(w))),complement(x)),y,z)),null_class).
% 299.86/300.50 150144[0:Res:3319.1,48009.0] || member(regular(intersection(restrict(intersection(union(u,complement(power_class(v))),complement(w)),x,y),z)),union(intersection(complement(u),power_class(v)),w))* -> equal(intersection(restrict(intersection(union(u,complement(power_class(v))),complement(w)),x,y),z),null_class).
% 299.86/300.50 150487[0:Res:3147.1,48038.0] || member(regular(intersection(u,restrict(intersection(complement(v),union(complement(power_class(w)),x)),y,z))),union(v,intersection(power_class(w),complement(x))))* -> equal(intersection(u,restrict(intersection(complement(v),union(complement(power_class(w)),x)),y,z)),null_class).
% 299.86/300.50 150480[0:Res:3319.1,48038.0] || member(regular(intersection(restrict(intersection(complement(u),union(complement(power_class(v)),w)),x,y),z)),union(u,intersection(power_class(v),complement(w))))* -> equal(intersection(restrict(intersection(complement(u),union(complement(power_class(v)),w)),x,y),z),null_class).
% 299.86/300.50 150728[0:Res:3147.1,48198.0] || member(regular(intersection(u,restrict(intersection(union(complement(power_class(v)),w),complement(x)),y,z))),union(intersection(power_class(v),complement(w)),x))* -> equal(intersection(u,restrict(intersection(union(complement(power_class(v)),w),complement(x)),y,z)),null_class).
% 299.86/300.50 150721[0:Res:3319.1,48198.0] || member(regular(intersection(restrict(intersection(union(complement(power_class(u)),v),complement(w)),x,y),z)),union(intersection(power_class(u),complement(v)),w))* -> equal(intersection(restrict(intersection(union(complement(power_class(u)),v),complement(w)),x,y),z),null_class).
% 299.86/300.50 151783[0:Rew:102583.0,151609.1] || member(regular(intersection(u,union(complement(power_class(v)),intersection(complement(w),union(x,y))))),intersection(power_class(v),union(w,complement(union(x,y)))))* -> equal(intersection(u,union(complement(power_class(v)),intersection(complement(w),union(x,y)))),null_class).
% 299.86/300.50 151784[0:Rew:102583.0,151587.1] || member(regular(intersection(union(complement(power_class(u)),intersection(complement(v),union(w,x))),y)),intersection(power_class(u),union(v,complement(union(w,x)))))* -> equal(intersection(union(complement(power_class(u)),intersection(complement(v),union(w,x))),y),null_class).
% 299.86/300.50 151989[0:Res:3147.1,102607.0] || member(regular(intersection(u,restrict(intersection(complement(v),power_class(complement(union(w,x)))),y,z))),union(v,image(element_relation,union(w,x))))* -> equal(intersection(u,restrict(intersection(complement(v),power_class(complement(union(w,x)))),y,z)),null_class).
% 299.86/300.50 151982[0:Res:3319.1,102607.0] || member(regular(intersection(restrict(intersection(complement(u),power_class(complement(union(v,w)))),x,y),z)),union(u,image(element_relation,union(v,w))))* -> equal(intersection(restrict(intersection(complement(u),power_class(complement(union(v,w)))),x,y),z),null_class).
% 299.86/300.50 152831[0:Rew:102667.0,152658.1] || member(regular(intersection(u,union(intersection(complement(v),power_class(w)),complement(union(x,y))))),intersection(union(v,complement(power_class(w))),union(x,y)))* -> equal(intersection(u,union(intersection(complement(v),power_class(w)),complement(union(x,y)))),null_class).
% 299.86/300.50 152832[0:Rew:102667.0,152636.1] || member(regular(intersection(union(intersection(complement(u),power_class(v)),complement(union(w,x))),y)),intersection(union(u,complement(power_class(v))),union(w,x)))* -> equal(intersection(union(intersection(complement(u),power_class(v)),complement(union(w,x))),y),null_class).
% 299.86/300.50 153305[0:Rew:102668.0,153126.1] || member(regular(intersection(u,union(intersection(power_class(v),complement(w)),complement(union(x,y))))),intersection(union(complement(power_class(v)),w),union(x,y)))* -> equal(intersection(u,union(intersection(power_class(v),complement(w)),complement(union(x,y)))),null_class).
% 299.86/300.50 153306[0:Rew:102668.0,153104.1] || member(regular(intersection(union(intersection(power_class(u),complement(v)),complement(union(w,x))),y)),intersection(union(complement(power_class(u)),v),union(w,x)))* -> equal(intersection(union(intersection(power_class(u),complement(v)),complement(union(w,x))),y),null_class).
% 299.86/300.50 153765[0:Rew:102866.0,153592.1] || member(regular(intersection(u,union(intersection(complement(v),union(w,x)),complement(power_class(y))))),intersection(union(v,complement(union(w,x))),power_class(y)))* -> equal(intersection(u,union(intersection(complement(v),union(w,x)),complement(power_class(y)))),null_class).
% 299.86/300.50 153766[0:Rew:102866.0,153570.1] || member(regular(intersection(union(intersection(complement(u),union(v,w)),complement(power_class(x))),y)),intersection(union(u,complement(union(v,w))),power_class(x)))* -> equal(intersection(union(intersection(complement(u),union(v,w)),complement(power_class(x))),y),null_class).
% 299.86/300.50 154009[0:Res:3147.1,102909.0] || member(regular(intersection(u,restrict(intersection(power_class(complement(union(v,w))),complement(x)),y,z))),union(image(element_relation,union(v,w)),x))* -> equal(intersection(u,restrict(intersection(power_class(complement(union(v,w))),complement(x)),y,z)),null_class).
% 299.86/300.50 154002[0:Res:3319.1,102909.0] || member(regular(intersection(restrict(intersection(power_class(complement(union(u,v))),complement(w)),x,y),z)),union(image(element_relation,union(u,v)),w))* -> equal(intersection(restrict(intersection(power_class(complement(union(u,v))),complement(w)),x,y),z),null_class).
% 299.86/300.50 154549[0:Rew:103019.0,154368.1] || member(regular(intersection(u,union(complement(power_class(v)),intersection(union(w,x),complement(y))))),intersection(power_class(v),union(complement(union(w,x)),y)))* -> equal(intersection(u,union(complement(power_class(v)),intersection(union(w,x),complement(y)))),null_class).
% 299.86/300.50 154550[0:Rew:103019.0,154346.1] || member(regular(intersection(union(complement(power_class(u)),intersection(union(v,w),complement(x))),y)),intersection(power_class(u),union(complement(union(v,w)),x)))* -> equal(intersection(union(complement(power_class(u)),intersection(union(v,w),complement(x))),y),null_class).
% 299.86/300.50 155031[0:Rew:103205.0,154851.1] || member(regular(intersection(u,union(intersection(union(v,w),complement(x)),complement(power_class(y))))),intersection(union(complement(union(v,w)),x),power_class(y)))* -> equal(intersection(u,union(intersection(union(v,w),complement(x)),complement(power_class(y)))),null_class).
% 299.86/300.50 155032[0:Rew:103205.0,154829.1] || member(regular(intersection(union(intersection(union(u,v),complement(w)),complement(power_class(x))),y)),intersection(union(complement(union(u,v)),w),power_class(x)))* -> equal(intersection(union(intersection(union(u,v),complement(w)),complement(power_class(x))),y),null_class).
% 299.86/300.50 155459[0:Rew:103451.0,155291.1] || member(regular(intersection(u,union(complement(union(v,w)),intersection(complement(x),power_class(y))))),intersection(union(v,w),union(x,complement(power_class(y)))))* -> equal(intersection(u,union(complement(union(v,w)),intersection(complement(x),power_class(y)))),null_class).
% 299.86/300.50 155460[0:Rew:103451.0,155269.1] || member(regular(intersection(union(complement(union(u,v)),intersection(complement(w),power_class(x))),y)),intersection(union(u,v),union(w,complement(power_class(x)))))* -> equal(intersection(union(complement(union(u,v)),intersection(complement(w),power_class(x))),y),null_class).
% 299.86/300.50 156239[0:Rew:103452.0,156060.1] || member(regular(intersection(u,union(complement(union(v,w)),intersection(power_class(x),complement(y))))),intersection(union(v,w),union(complement(power_class(x)),y)))* -> equal(intersection(u,union(complement(union(v,w)),intersection(power_class(x),complement(y)))),null_class).
% 299.86/300.50 156240[0:Rew:103452.0,156038.1] || member(regular(intersection(union(complement(union(u,v)),intersection(power_class(w),complement(x))),y)),intersection(union(u,v),union(complement(power_class(w)),x)))* -> equal(intersection(union(complement(union(u,v)),intersection(power_class(w),complement(x))),y),null_class).
% 299.86/300.50 157170[0:Rew:104283.0,156961.1] || member(regular(intersection(u,union(complement(union(v,w)),image(element_relation,union(x,y))))),intersection(union(v,w),power_class(complement(union(x,y)))))* -> equal(intersection(u,union(complement(union(v,w)),image(element_relation,union(x,y)))),null_class).
% 299.86/300.50 157171[0:Rew:104283.0,156939.1] || member(regular(intersection(union(complement(union(u,v)),image(element_relation,union(w,x))),y)),intersection(union(u,v),power_class(complement(union(w,x)))))* -> equal(intersection(union(complement(union(u,v)),image(element_relation,union(w,x))),y),null_class).
% 299.86/300.50 158012[0:Rew:104284.0,157795.1] || member(regular(intersection(u,union(image(element_relation,union(v,w)),complement(union(x,y))))),intersection(power_class(complement(union(v,w))),union(x,y)))* -> equal(intersection(u,union(image(element_relation,union(v,w)),complement(union(x,y)))),null_class).
% 299.86/300.50 158013[0:Rew:104284.0,157773.1] || member(regular(intersection(union(image(element_relation,union(u,v)),complement(union(w,x))),y)),intersection(power_class(complement(union(u,v))),union(w,x)))* -> equal(intersection(union(image(element_relation,union(u,v)),complement(union(w,x))),y),null_class).
% 299.86/300.50 158767[4:Res:123906.0,9807.1] || member(complement(successor(complement(intersection(u,restrict(v,w,x))))),universal_class) -> equal(complement(successor(complement(intersection(u,restrict(v,w,x))))),null_class) member(apply(choice,complement(successor(complement(intersection(u,restrict(v,w,x)))))),cross_product(w,x))*.
% 299.86/300.50 158765[0:Res:58368.0,9807.1] || member(restrict(intersection(u,restrict(v,w,x)),y,z),universal_class) -> equal(restrict(intersection(u,restrict(v,w,x)),y,z),null_class) member(apply(choice,restrict(intersection(u,restrict(v,w,x)),y,z)),cross_product(w,x))*.
% 299.86/300.50 158754[0:Res:57780.0,9807.1] || member(intersection(u,restrict(restrict(v,w,x),y,z)),universal_class) -> equal(intersection(u,restrict(restrict(v,w,x),y,z)),null_class) member(apply(choice,intersection(u,restrict(restrict(v,w,x),y,z))),cross_product(w,x))*.
% 299.86/300.50 158737[9:Res:79218.1,9807.1] function(restrict(u,v,w)) || member(intersection(x,successor(restrict(u,v,w))),universal_class) -> equal(intersection(x,successor(restrict(u,v,w))),null_class) member(apply(choice,intersection(x,successor(restrict(u,v,w)))),cross_product(v,w))*.
% 299.86/300.50 158730[9:Res:79114.1,9807.1] function(restrict(u,v,w)) || member(intersection(successor(restrict(u,v,w)),x),universal_class) -> equal(intersection(successor(restrict(u,v,w)),x),null_class) member(apply(choice,intersection(successor(restrict(u,v,w)),x)),cross_product(v,w))*.
% 299.86/300.50 158725[4:Res:95477.0,9807.1] || member(complement(successor(union(null_class,complement(restrict(u,v,w))))),universal_class) -> equal(complement(successor(union(null_class,complement(restrict(u,v,w))))),null_class) member(apply(choice,complement(successor(union(null_class,complement(restrict(u,v,w)))))),cross_product(v,w))*.
% 299.86/300.50 158723[4:Res:123487.0,9807.1] || member(complement(successor(complement(intersection(restrict(u,v,w),x)))),universal_class) -> equal(complement(successor(complement(intersection(restrict(u,v,w),x)))),null_class) member(apply(choice,complement(successor(complement(intersection(restrict(u,v,w),x))))),cross_product(v,w))*.
% 299.86/300.50 158715[4:Res:59822.0,9807.1] || member(union(null_class,restrict(restrict(u,v,w),x,y)),universal_class) -> equal(union(null_class,restrict(restrict(u,v,w),x,y)),null_class) member(apply(choice,union(null_class,restrict(restrict(u,v,w),x,y))),cross_product(v,w))*.
% 299.86/300.50 158711[0:Res:59150.0,9807.1] || member(intersection(restrict(restrict(u,v,w),x,y),z),universal_class) -> equal(intersection(restrict(restrict(u,v,w),x,y),z),null_class) member(apply(choice,intersection(restrict(restrict(u,v,w),x,y),z)),cross_product(v,w))*.
% 299.86/300.50 158707[0:Res:57833.0,9807.1] || member(restrict(intersection(restrict(u,v,w),x),y,z),universal_class) -> equal(restrict(intersection(restrict(u,v,w),x),y,z),null_class) member(apply(choice,restrict(intersection(restrict(u,v,w),x),y,z)),cross_product(v,w))*.
% 299.86/300.50 158789[4:Rew:80005.0,158706.2,80005.0,158706.1,80005.0,158706.0] || member(restrict(union(null_class,restrict(u,v,w)),x,y),universal_class) -> equal(restrict(union(null_class,restrict(u,v,w)),x,y),null_class) member(apply(choice,restrict(union(null_class,restrict(u,v,w)),x,y)),cross_product(v,w))*.
% 299.86/300.50 161614[0:Res:500.2,102304.0] || member(restrict(image(element_relation,union(u,v)),w,x),universal_class) member(apply(choice,restrict(image(element_relation,union(u,v)),w,x)),power_class(complement(union(u,v))))* -> equal(restrict(image(element_relation,union(u,v)),w,x),null_class).
% 299.86/300.50 161603[0:Res:500.2,48187.0] || member(restrict(intersection(power_class(u),complement(v)),w,x),universal_class) member(apply(choice,restrict(intersection(power_class(u),complement(v)),w,x)),union(complement(power_class(u)),v))* -> equal(restrict(intersection(power_class(u),complement(v)),w,x),null_class).
% 299.86/300.50 161597[0:Res:500.2,47998.0] || member(restrict(intersection(complement(u),power_class(v)),w,x),universal_class) member(apply(choice,restrict(intersection(complement(u),power_class(v)),w,x)),union(u,complement(power_class(v))))* -> equal(restrict(intersection(complement(u),power_class(v)),w,x),null_class).
% 299.86/300.50 162863[0:Rew:75578.0,162450.0] || -> equal(intersection(complement(symmetric_difference(complement(u),power_class(complement(power_class(v))))),union(union(u,image(element_relation,power_class(v))),union(complement(u),power_class(complement(power_class(v)))))),symmetric_difference(union(u,image(element_relation,power_class(v))),union(complement(u),power_class(complement(power_class(v))))))**.
% 299.86/300.50 162870[0:Rew:48063.0,162723.1] || member(not_subclass_element(union(complement(u),power_class(complement(power_class(v)))),symmetric_difference(complement(u),power_class(complement(power_class(v))))),union(u,image(element_relation,power_class(v))))* -> subclass(union(complement(u),power_class(complement(power_class(v)))),symmetric_difference(complement(u),power_class(complement(power_class(v))))).
% 299.86/300.50 162871[4:Rew:48063.0,162691.1] || member(not_subclass_element(union(null_class,symmetric_difference(complement(u),power_class(complement(power_class(v))))),w),symmetric_difference(union(u,image(element_relation,power_class(v))),union(complement(u),power_class(complement(power_class(v))))))* -> subclass(union(null_class,symmetric_difference(complement(u),power_class(complement(power_class(v))))),w).
% 299.86/300.50 163338[0:Rew:75578.0,162918.0] || -> equal(intersection(complement(symmetric_difference(power_class(complement(power_class(u))),complement(v))),union(union(image(element_relation,power_class(u)),v),union(power_class(complement(power_class(u))),complement(v)))),symmetric_difference(union(image(element_relation,power_class(u)),v),union(power_class(complement(power_class(u))),complement(v))))**.
% 299.86/300.50 163347[0:Rew:48279.0,163198.1] || member(not_subclass_element(union(power_class(complement(power_class(u))),complement(v)),symmetric_difference(power_class(complement(power_class(u))),complement(v))),union(image(element_relation,power_class(u)),v))* -> subclass(union(power_class(complement(power_class(u))),complement(v)),symmetric_difference(power_class(complement(power_class(u))),complement(v))).
% 299.86/300.50 163348[4:Rew:48279.0,163166.1] || member(not_subclass_element(union(null_class,symmetric_difference(power_class(complement(power_class(u))),complement(v))),w),symmetric_difference(union(image(element_relation,power_class(u)),v),union(power_class(complement(power_class(u))),complement(v))))* -> subclass(union(null_class,symmetric_difference(power_class(complement(power_class(u))),complement(v))),w).
% 299.86/300.50 163907[0:Res:26.2,887.0] || member(regular(complement(intersection(u,intersection(v,w)))),w)* member(regular(complement(intersection(u,intersection(v,w)))),v)* member(regular(complement(intersection(u,intersection(v,w)))),u)* -> equal(complement(intersection(u,intersection(v,w))),null_class).
% 299.86/300.50 164011[0:Rew:48838.0,163884.2,48838.0,163884.1] || member(regular(union(image(element_relation,power_class(u)),complement(power_class(v)))),power_class(v))* member(regular(union(image(element_relation,power_class(u)),complement(power_class(v)))),power_class(complement(power_class(u))))* -> equal(union(image(element_relation,power_class(u)),complement(power_class(v))),null_class).
% 299.86/300.50 164012[0:Rew:48835.0,163882.2,48835.0,163882.1] || member(regular(union(complement(power_class(u)),image(element_relation,power_class(v)))),power_class(complement(power_class(v))))* member(regular(union(complement(power_class(u)),image(element_relation,power_class(v)))),power_class(u))* -> equal(union(complement(power_class(u)),image(element_relation,power_class(v))),null_class).
% 299.86/300.50 164625[4:SpR:629.1,17769.2] || member(ordered_pair(choice,unordered_pair(u,v)),cross_product(universal_class,universal_class)) member(unordered_pair(u,v),cantor(choice)) -> equal(unordered_pair(u,v),null_class) equal(apply(choice,unordered_pair(u,v)),u) member(ordered_pair(choice,ordered_pair(unordered_pair(u,v),v)),application_function)*.
% 299.86/300.50 164623[4:SpR:629.2,17769.2] || member(ordered_pair(choice,unordered_pair(u,v)),cross_product(universal_class,universal_class)) member(unordered_pair(u,v),cantor(choice)) -> equal(unordered_pair(u,v),null_class) equal(apply(choice,unordered_pair(u,v)),v) member(ordered_pair(choice,ordered_pair(unordered_pair(u,v),u)),application_function)*.
% 299.86/300.50 164898[4:Rew:102305.0,164814.2,28759.0,164814.1,102305.0,164814.0] || member(complement(intersection(power_class(u),union(v,w))),universal_class) member(apply(choice,complement(intersection(power_class(u),union(v,w)))),union(null_class,intersection(power_class(u),union(v,w))))* -> equal(complement(intersection(power_class(u),union(v,w))),null_class).
% 299.86/300.50 164899[4:Rew:102316.0,164810.2,28759.0,164810.1,102316.0,164810.0] || member(complement(intersection(union(u,v),power_class(w))),universal_class) member(apply(choice,complement(intersection(union(u,v),power_class(w)))),union(null_class,intersection(union(u,v),power_class(w))))* -> equal(complement(intersection(union(u,v),power_class(w))),null_class).
% 299.86/300.50 167836[0:Res:283.1,12416.1] || member(regular(restrict(complement(intersection(u,v)),w,x)),union(u,v))* subclass(symmetric_difference(u,v),y) -> equal(restrict(complement(intersection(u,v)),w,x),null_class) member(regular(restrict(complement(intersection(u,v)),w,x)),y)*.
% 299.86/300.50 167795[0:Res:73.2,12416.1] || member(complement(intersection(u,v)),universal_class) member(apply(choice,complement(intersection(u,v))),union(u,v))* subclass(symmetric_difference(u,v),w) -> equal(complement(intersection(u,v)),null_class) member(apply(choice,complement(intersection(u,v))),w)*.
% 299.86/300.50 168262[0:Res:283.1,78949.0] || -> equal(restrict(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),x,y),null_class) member(regular(restrict(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),x,y)),complement(symmetric_difference(cross_product(u,v),w)))*.
% 299.86/300.50 168562[0:Res:283.1,79442.0] || -> equal(restrict(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),x,y),null_class) member(regular(restrict(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),x,y)),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.86/300.50 168975[4:SpL:80626.2,6526.0] || member(u,union(cross_product(v,w),unordered_pair(x,cross_product(v,w)))) -> equal(regular(unordered_pair(x,cross_product(v,w))),x) equal(unordered_pair(x,cross_product(v,w)),null_class) member(u,complement(restrict(unordered_pair(x,cross_product(v,w)),v,w)))*.
% 299.86/300.50 169402[4:SpL:80653.2,6526.0] || member(u,union(cross_product(v,w),unordered_pair(cross_product(v,w),x))) -> equal(regular(unordered_pair(cross_product(v,w),x)),x) equal(unordered_pair(cross_product(v,w),x),null_class) member(u,complement(restrict(unordered_pair(cross_product(v,w),x),v,w)))*.
% 299.86/300.50 170639[0:Res:882.2,13991.2] || member(ordered_pair(u,ordered_pair(v,compose(u,v))),cross_product(w,x))* member(ordered_pair(u,ordered_pair(v,compose(u,v))),y)* member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,complement(restrict(y,w,x)))* -> .
% 299.86/300.50 170692[0:MRR:170656.0,308.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) member(ordered_pair(ordered_pair(v,ordered_pair(w,compose(ordered_pair(u,v),w))),u),x)* member(ordered_pair(ordered_pair(u,v),w),cross_product(universal_class,universal_class)) subclass(composition_function,complement(rotate(x))) -> .
% 299.86/300.50 170693[0:MRR:170655.0,308.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) member(ordered_pair(ordered_pair(v,u),ordered_pair(w,compose(ordered_pair(u,v),w))),x)* member(ordered_pair(ordered_pair(u,v),w),cross_product(universal_class,universal_class)) subclass(composition_function,complement(flip(x))) -> .
% 299.86/300.50 170896[0:Res:51.1,9799.1] inductive(unordered_pair(u,v)) || member(image(successor_relation,unordered_pair(u,v)),universal_class) -> equal(image(successor_relation,unordered_pair(u,v)),null_class) equal(apply(choice,image(successor_relation,unordered_pair(u,v))),v)** equal(apply(choice,image(successor_relation,unordered_pair(u,v))),u)**.
% 299.86/300.50 171763[4:MRR:171653.0,308.0] || member(u,universal_class) subclass(domain_relation,regular(intersection(complement(v),union(w,complement(power_class(x)))))) -> member(ordered_pair(u,cantor(u)),union(v,intersection(complement(w),power_class(x))))* equal(intersection(complement(v),union(w,complement(power_class(x)))),null_class).
% 299.86/300.50 172127[0:Res:47996.2,176.0] || member(not_subclass_element(complement(symmetric_difference(complement(u),power_class(v))),w),union(complement(u),power_class(v)))* member(not_subclass_element(complement(symmetric_difference(complement(u),power_class(v))),w),union(u,complement(power_class(v)))) -> subclass(complement(symmetric_difference(complement(u),power_class(v))),w).
% 299.86/300.50 172233[4:MRR:172133.3,172162.2] || member(apply(choice,regular(symmetric_difference(complement(u),power_class(v)))),union(complement(u),power_class(v)))* member(apply(choice,regular(symmetric_difference(complement(u),power_class(v)))),union(u,complement(power_class(v)))) -> equal(regular(symmetric_difference(complement(u),power_class(v))),null_class).
% 299.86/300.50 172234[4:MRR:172128.3,172162.2] || member(not_subclass_element(regular(symmetric_difference(complement(u),power_class(v))),w),union(complement(u),power_class(v)))* member(not_subclass_element(regular(symmetric_difference(complement(u),power_class(v))),w),union(u,complement(power_class(v)))) -> subclass(regular(symmetric_difference(complement(u),power_class(v))),w).
% 299.86/300.50 172557[4:MRR:172440.0,308.0] || member(u,universal_class) subclass(domain_relation,regular(intersection(union(v,complement(power_class(w))),complement(x)))) -> member(ordered_pair(u,cantor(u)),union(intersection(complement(v),power_class(w)),x))* equal(intersection(union(v,complement(power_class(w))),complement(x)),null_class).
% 299.86/300.50 173113[4:MRR:172995.0,308.0] || member(u,universal_class) subclass(domain_relation,regular(intersection(complement(v),union(complement(power_class(w)),x)))) -> member(ordered_pair(u,cantor(u)),union(v,intersection(power_class(w),complement(x))))* equal(intersection(complement(v),union(complement(power_class(w)),x)),null_class).
% 299.86/300.50 14001[0:Res:1040.2,20.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,cross_product(w,x))* -> equal(ordered_pair(first(ordered_pair(u,ordered_pair(v,compose(u,v)))),second(ordered_pair(u,ordered_pair(v,compose(u,v))))),ordered_pair(u,ordered_pair(v,compose(u,v))))**.
% 299.86/300.50 15138[0:Rew:826.1,15128.3] || equal(compose(u,first(not_subclass_element(cross_product(v,w),x))),second(not_subclass_element(cross_product(v,w),x)))** member(not_subclass_element(cross_product(v,w),x),cross_product(universal_class,universal_class))* -> subclass(cross_product(v,w),x) member(not_subclass_element(cross_product(v,w),x),compose_class(u)).
% 299.86/300.50 15715[0:SpL:829.2,36.0] || member(cross_product(u,v),universal_class) member(ordered_pair(apply(choice,cross_product(u,v)),w),rotate(x)) -> equal(cross_product(u,v),null_class) member(ordered_pair(ordered_pair(second(apply(choice,cross_product(u,v))),w),first(apply(choice,cross_product(u,v)))),x)*.
% 299.86/300.50 15714[0:SpL:829.2,39.0] || member(cross_product(u,v),universal_class) member(ordered_pair(apply(choice,cross_product(u,v)),w),flip(x)) -> equal(cross_product(u,v),null_class) member(ordered_pair(ordered_pair(second(apply(choice,cross_product(u,v))),first(apply(choice,cross_product(u,v)))),w),x)*.
% 299.86/300.50 32875[0:Rew:8781.1,32860.3,8781.1,32860.2] || member(ordered_pair(u,regular(image(v,range_of(null_class)))),cross_product(universal_class,universal_class)) -> equal(cross_product(singleton(u),universal_class),null_class) equal(image(v,range_of(null_class)),null_class) member(ordered_pair(u,regular(image(v,range_of(null_class)))),compose(v,regular(cross_product(singleton(u),universal_class))))*.
% 299.86/300.50 32878[0:Rew:8781.1,32868.3,8781.1,32868.2] || member(ordered_pair(u,not_subclass_element(range_of(null_class),v)),cross_product(universal_class,universal_class)) -> equal(cross_product(image(w,singleton(u)),universal_class),null_class) subclass(range_of(null_class),v) member(ordered_pair(u,not_subclass_element(range_of(null_class),v)),compose(regular(cross_product(image(w,singleton(u)),universal_class)),w))*.
% 299.86/300.50 40554[9:Rew:40368.1,40475.3,40368.1,40475.2] one_to_one(u) || member(ordered_pair(inverse(u),not_subclass_element(image(v,image(w,null_class)),x)),cross_product(universal_class,universal_class))* -> subclass(image(v,image(w,null_class)),x) member(ordered_pair(inverse(u),not_subclass_element(image(v,image(w,null_class)),x)),compose(v,w))*.
% 299.86/300.50 41748[4:Res:17398.1,62.0] || subclass(domain_relation,rotate(image(u,image(v,singleton(w))))) member(ordered_pair(w,ordered_pair(ordered_pair(x,cantor(ordered_pair(y,x))),y)),cross_product(universal_class,universal_class))* -> member(ordered_pair(w,ordered_pair(ordered_pair(x,cantor(ordered_pair(y,x))),y)),compose(u,v))*.
% 299.86/300.50 41866[4:Res:17399.1,62.0] || subclass(domain_relation,flip(image(u,image(v,singleton(w))))) member(ordered_pair(w,ordered_pair(ordered_pair(x,y),cantor(ordered_pair(y,x)))),cross_product(universal_class,universal_class))* -> member(ordered_pair(w,ordered_pair(ordered_pair(x,y),cantor(ordered_pair(y,x)))),compose(u,v))*.
% 299.86/300.50 57661[0:Res:6565.1,885.1] || member(not_subclass_element(intersection(u,intersection(complement(intersection(v,w)),x)),y),union(v,w)) -> subclass(intersection(u,intersection(complement(intersection(v,w)),x)),y) member(not_subclass_element(intersection(u,intersection(complement(intersection(v,w)),x)),y),symmetric_difference(v,w))*.
% 299.86/300.50 58196[0:Res:6566.1,885.1] || member(not_subclass_element(intersection(u,intersection(v,complement(intersection(w,x)))),y),union(w,x)) -> subclass(intersection(u,intersection(v,complement(intersection(w,x)))),y) member(not_subclass_element(intersection(u,intersection(v,complement(intersection(w,x)))),y),symmetric_difference(w,x))*.
% 299.86/300.50 59029[0:Res:7758.1,885.1] || member(not_subclass_element(intersection(intersection(complement(intersection(u,v)),w),x),y),union(u,v)) -> subclass(intersection(intersection(complement(intersection(u,v)),w),x),y) member(not_subclass_element(intersection(intersection(complement(intersection(u,v)),w),x),y),symmetric_difference(u,v))*.
% 299.86/300.50 59398[0:Res:7759.1,885.1] || member(not_subclass_element(intersection(intersection(u,complement(intersection(v,w))),x),y),union(v,w)) -> subclass(intersection(intersection(u,complement(intersection(v,w))),x),y) member(not_subclass_element(intersection(intersection(u,complement(intersection(v,w))),x),y),symmetric_difference(v,w))*.
% 299.86/300.50 68324[0:SpR:826.1,12468.3] || member(second(not_subclass_element(cross_product(u,v),w)),universal_class) member(first(not_subclass_element(cross_product(u,v),w)),second(not_subclass_element(cross_product(u,v),w)))* subclass(element_relation,x) -> subclass(cross_product(u,v),w) member(not_subclass_element(cross_product(u,v),w),x)*.
% 299.86/300.50 80299[4:Rew:80005.0,80069.1] || -> equal(symmetric_difference(complement(symmetric_difference(u,v)),union(union(u,v),complement(intersection(u,v)))),null_class) member(regular(symmetric_difference(complement(symmetric_difference(u,v)),union(union(u,v),complement(intersection(u,v))))),complement(symmetric_difference(union(u,v),complement(intersection(u,v)))))*.
% 299.86/300.50 80300[4:Rew:80146.0,80073.0] || -> equal(union(symmetric_difference(union(u,v),complement(intersection(u,v))),intersection(union(null_class,symmetric_difference(u,v)),complement(union(union(u,v),complement(intersection(u,v)))))),complement(symmetric_difference(complement(symmetric_difference(u,v)),union(union(u,v),complement(intersection(u,v))))))**.
% 299.86/300.50 97341[0:Rew:48870.0,97234.1] || member(regular(intersection(complement(u),union(complement(power_class(v)),intersection(complement(w),power_class(x))))),union(u,intersection(power_class(v),union(w,complement(power_class(x))))))* -> equal(intersection(complement(u),union(complement(power_class(v)),intersection(complement(w),power_class(x)))),null_class).
% 299.86/300.50 97342[0:Rew:48870.0,97204.1] || member(regular(intersection(union(complement(power_class(u)),intersection(complement(v),power_class(w))),complement(x))),union(intersection(power_class(u),union(v,complement(power_class(w)))),x))* -> equal(intersection(union(complement(power_class(u)),intersection(complement(v),power_class(w))),complement(x)),null_class).
% 299.86/300.50 97343[0:Rew:48870.0,97145.1] || -> member(not_subclass_element(u,intersection(complement(v),union(complement(power_class(w)),intersection(complement(x),power_class(y))))),union(v,intersection(power_class(w),union(x,complement(power_class(y))))))* subclass(u,intersection(complement(v),union(complement(power_class(w)),intersection(complement(x),power_class(y))))).
% 299.86/300.50 97344[0:Rew:48870.0,97126.1] || -> member(not_subclass_element(u,intersection(union(complement(power_class(v)),intersection(complement(w),power_class(x))),complement(y))),union(intersection(power_class(v),union(w,complement(power_class(x)))),y))* subclass(u,intersection(union(complement(power_class(v)),intersection(complement(w),power_class(x))),complement(y))).
% 299.86/300.50 97345[0:Rew:48870.0,97122.0] || -> subclass(symmetric_difference(complement(u),union(complement(power_class(v)),intersection(complement(w),power_class(x)))),y) member(not_subclass_element(symmetric_difference(complement(u),union(complement(power_class(v)),intersection(complement(w),power_class(x)))),y),union(u,intersection(power_class(v),union(w,complement(power_class(x))))))*.
% 299.86/300.50 97346[0:Rew:48870.0,97073.0] || -> subclass(symmetric_difference(union(complement(power_class(u)),intersection(complement(v),power_class(w))),complement(x)),y) member(not_subclass_element(symmetric_difference(union(complement(power_class(u)),intersection(complement(v),power_class(w))),complement(x)),y),union(intersection(power_class(u),union(v,complement(power_class(w)))),x))*.
% 299.86/300.50 98040[0:Rew:48871.0,97936.1] || member(regular(intersection(complement(u),union(intersection(complement(v),power_class(w)),complement(power_class(x))))),union(u,intersection(union(v,complement(power_class(w))),power_class(x))))* -> equal(intersection(complement(u),union(intersection(complement(v),power_class(w)),complement(power_class(x)))),null_class).
% 299.86/300.50 98041[0:Rew:48871.0,97906.1] || member(regular(intersection(union(intersection(complement(u),power_class(v)),complement(power_class(w))),complement(x))),union(intersection(union(u,complement(power_class(v))),power_class(w)),x))* -> equal(intersection(union(intersection(complement(u),power_class(v)),complement(power_class(w))),complement(x)),null_class).
% 299.86/300.50 98042[0:Rew:48871.0,97847.1] || -> member(not_subclass_element(u,intersection(complement(v),union(intersection(complement(w),power_class(x)),complement(power_class(y))))),union(v,intersection(union(w,complement(power_class(x))),power_class(y))))* subclass(u,intersection(complement(v),union(intersection(complement(w),power_class(x)),complement(power_class(y))))).
% 299.86/300.50 98043[0:Rew:48871.0,97828.1] || -> member(not_subclass_element(u,intersection(union(intersection(complement(v),power_class(w)),complement(power_class(x))),complement(y))),union(intersection(union(v,complement(power_class(w))),power_class(x)),y))* subclass(u,intersection(union(intersection(complement(v),power_class(w)),complement(power_class(x))),complement(y))).
% 299.86/300.50 98044[0:Rew:48871.0,97824.0] || -> subclass(symmetric_difference(complement(u),union(intersection(complement(v),power_class(w)),complement(power_class(x)))),y) member(not_subclass_element(symmetric_difference(complement(u),union(intersection(complement(v),power_class(w)),complement(power_class(x)))),y),union(u,intersection(union(v,complement(power_class(w))),power_class(x))))*.
% 299.86/300.50 98045[0:Rew:48871.0,97775.0] || -> subclass(symmetric_difference(union(intersection(complement(u),power_class(v)),complement(power_class(w))),complement(x)),y) member(not_subclass_element(symmetric_difference(union(intersection(complement(u),power_class(v)),complement(power_class(w))),complement(x)),y),union(intersection(union(u,complement(power_class(v))),power_class(w)),x))*.
% 299.86/300.50 98736[0:Rew:48872.0,98627.1] || member(regular(intersection(complement(u),union(intersection(power_class(v),complement(w)),complement(power_class(x))))),union(u,intersection(union(complement(power_class(v)),w),power_class(x))))* -> equal(intersection(complement(u),union(intersection(power_class(v),complement(w)),complement(power_class(x)))),null_class).
% 299.86/300.50 98737[0:Rew:48872.0,98597.1] || member(regular(intersection(union(intersection(power_class(u),complement(v)),complement(power_class(w))),complement(x))),union(intersection(union(complement(power_class(u)),v),power_class(w)),x))* -> equal(intersection(union(intersection(power_class(u),complement(v)),complement(power_class(w))),complement(x)),null_class).
% 299.86/300.50 98738[0:Rew:48872.0,98535.1] || -> member(not_subclass_element(u,intersection(complement(v),union(intersection(power_class(w),complement(x)),complement(power_class(y))))),union(v,intersection(union(complement(power_class(w)),x),power_class(y))))* subclass(u,intersection(complement(v),union(intersection(power_class(w),complement(x)),complement(power_class(y))))).
% 299.86/300.50 98739[0:Rew:48872.0,98515.1] || -> member(not_subclass_element(u,intersection(union(intersection(power_class(v),complement(w)),complement(power_class(x))),complement(y))),union(intersection(union(complement(power_class(v)),w),power_class(x)),y))* subclass(u,intersection(union(intersection(power_class(v),complement(w)),complement(power_class(x))),complement(y))).
% 299.86/300.50 98740[0:Rew:48872.0,98511.0] || -> subclass(symmetric_difference(complement(u),union(intersection(power_class(v),complement(w)),complement(power_class(x)))),y) member(not_subclass_element(symmetric_difference(complement(u),union(intersection(power_class(v),complement(w)),complement(power_class(x)))),y),union(u,intersection(union(complement(power_class(v)),w),power_class(x))))*.
% 299.86/300.50 98741[0:Rew:48872.0,98462.0] || -> subclass(symmetric_difference(union(intersection(power_class(u),complement(v)),complement(power_class(w))),complement(x)),y) member(not_subclass_element(symmetric_difference(union(intersection(power_class(u),complement(v)),complement(power_class(w))),complement(x)),y),union(intersection(union(complement(power_class(u)),v),power_class(w)),x))*.
% 299.86/300.50 99456[0:Rew:48874.0,99346.1] || member(regular(intersection(complement(u),union(complement(power_class(v)),intersection(power_class(w),complement(x))))),union(u,intersection(power_class(v),union(complement(power_class(w)),x))))* -> equal(intersection(complement(u),union(complement(power_class(v)),intersection(power_class(w),complement(x)))),null_class).
% 299.86/300.50 99457[0:Rew:48874.0,99316.1] || member(regular(intersection(union(complement(power_class(u)),intersection(power_class(v),complement(w))),complement(x))),union(intersection(power_class(u),union(complement(power_class(v)),w)),x))* -> equal(intersection(union(complement(power_class(u)),intersection(power_class(v),complement(w))),complement(x)),null_class).
% 299.86/300.50 99458[0:Rew:48874.0,99254.1] || -> member(not_subclass_element(u,intersection(complement(v),union(complement(power_class(w)),intersection(power_class(x),complement(y))))),union(v,intersection(power_class(w),union(complement(power_class(x)),y))))* subclass(u,intersection(complement(v),union(complement(power_class(w)),intersection(power_class(x),complement(y))))).
% 299.86/300.50 99459[0:Rew:48874.0,99234.1] || -> member(not_subclass_element(u,intersection(union(complement(power_class(v)),intersection(power_class(w),complement(x))),complement(y))),union(intersection(power_class(v),union(complement(power_class(w)),x)),y))* subclass(u,intersection(union(complement(power_class(v)),intersection(power_class(w),complement(x))),complement(y))).
% 299.86/300.50 99460[0:Rew:48874.0,99230.0] || -> subclass(symmetric_difference(complement(u),union(complement(power_class(v)),intersection(power_class(w),complement(x)))),y) member(not_subclass_element(symmetric_difference(complement(u),union(complement(power_class(v)),intersection(power_class(w),complement(x)))),y),union(u,intersection(power_class(v),union(complement(power_class(w)),x))))*.
% 299.86/300.50 99461[0:Rew:48874.0,99181.0] || -> subclass(symmetric_difference(union(complement(power_class(u)),intersection(power_class(v),complement(w))),complement(x)),y) member(not_subclass_element(symmetric_difference(union(complement(power_class(u)),intersection(power_class(v),complement(w))),complement(x)),y),union(intersection(power_class(u),union(complement(power_class(v)),w)),x))*.
% 299.86/300.50 102872[0:Rew:102293.0,52107.0] || -> equal(intersection(successor(intersection(complement(u),union(v,w))),union(union(u,complement(union(v,w))),complement(singleton(intersection(complement(u),union(v,w)))))),symmetric_difference(union(u,complement(union(v,w))),complement(singleton(intersection(complement(u),union(v,w))))))**.
% 299.86/300.50 103209[0:Rew:102293.0,52110.0] || -> equal(intersection(successor(intersection(union(u,v),complement(w))),union(union(complement(union(u,v)),w),complement(singleton(intersection(union(u,v),complement(w)))))),symmetric_difference(union(complement(union(u,v)),w),complement(singleton(intersection(union(u,v),complement(w))))))**.
% 299.86/300.50 103437[0:Rew:102293.0,80649.0] || -> equal(intersection(complement(symmetric_difference(intersection(u,v),complement(union(u,v)))),union(complement(symmetric_difference(u,v)),complement(intersection(intersection(u,v),complement(union(u,v)))))),symmetric_difference(complement(symmetric_difference(u,v)),complement(intersection(intersection(u,v),complement(union(u,v))))))**.
% 299.86/300.50 104825[0:Rew:102293.0,102577.1,102293.0,102577.0] || member(intersection(u,union(v,complement(union(w,x)))),universal_class) member(apply(choice,intersection(u,union(v,complement(union(w,x))))),intersection(complement(v),union(w,x)))* -> equal(intersection(u,union(v,complement(union(w,x)))),null_class).
% 299.86/300.50 104826[0:Rew:102293.0,102852.1,102293.0,102852.0] || member(intersection(union(u,complement(union(v,w))),x),universal_class) member(apply(choice,intersection(union(u,complement(union(v,w))),x)),intersection(complement(u),union(v,w)))* -> equal(intersection(union(u,complement(union(v,w))),x),null_class).
% 299.86/300.50 104828[0:Rew:102293.0,103013.1,102293.0,103013.0] || member(intersection(u,union(complement(union(v,w)),x)),universal_class) member(apply(choice,intersection(u,union(complement(union(v,w)),x))),intersection(union(v,w),complement(x)))* -> equal(intersection(u,union(complement(union(v,w)),x)),null_class).
% 299.86/300.50 104829[0:Rew:102293.0,103191.1,102293.0,103191.0] || member(intersection(union(complement(union(u,v)),w),x),universal_class) member(apply(choice,intersection(union(complement(union(u,v)),w),x)),intersection(union(u,v),complement(w)))* -> equal(intersection(union(complement(union(u,v)),w),x),null_class).
% 299.86/300.50 113203[6:Rew:112707.0,113185.3,112707.0,113185.2,112707.0,113185.0] || member(image(u,range_of(null_class)),universal_class) member(ordered_pair(v,apply(choice,image(u,range_of(null_class)))),cross_product(universal_class,universal_class)) -> equal(image(u,range_of(null_class)),null_class) member(ordered_pair(v,apply(choice,image(u,range_of(null_class)))),compose(u,successor(null_class)))*.
% 299.86/300.50 114183[0:Res:497.2,102294.0] || member(intersection(u,intersection(complement(v),union(w,x))),universal_class) member(apply(choice,intersection(u,intersection(complement(v),union(w,x)))),union(v,complement(union(w,x))))* -> equal(intersection(u,intersection(complement(v),union(w,x))),null_class).
% 299.86/300.50 114159[0:Res:496.2,102294.0] || member(intersection(intersection(complement(u),union(v,w)),x),universal_class) member(apply(choice,intersection(intersection(complement(u),union(v,w)),x)),union(u,complement(union(v,w))))* -> equal(intersection(intersection(complement(u),union(v,w)),x),null_class).
% 299.86/300.50 115155[0:Res:497.2,102308.0] || member(intersection(u,intersection(union(v,w),complement(x))),universal_class) member(apply(choice,intersection(u,intersection(union(v,w),complement(x)))),union(complement(union(v,w)),x))* -> equal(intersection(u,intersection(union(v,w),complement(x))),null_class).
% 299.86/300.50 115131[0:Res:496.2,102308.0] || member(intersection(intersection(union(u,v),complement(w)),x),universal_class) member(apply(choice,intersection(intersection(union(u,v),complement(w)),x)),union(complement(union(u,v)),w))* -> equal(intersection(intersection(union(u,v),complement(w)),x),null_class).
% 299.86/300.50 119022[0:Rew:102945.0,118757.0] || -> subclass(symmetric_difference(complement(u),union(complement(power_class(v)),image(element_relation,union(w,x)))),y) member(not_subclass_element(symmetric_difference(complement(u),union(complement(power_class(v)),image(element_relation,union(w,x)))),y),union(u,intersection(power_class(v),power_class(complement(union(w,x))))))*.
% 299.86/300.50 119023[0:Rew:102945.0,118700.0] || -> subclass(symmetric_difference(union(complement(power_class(u)),image(element_relation,union(v,w))),complement(x)),y) member(not_subclass_element(symmetric_difference(union(complement(power_class(u)),image(element_relation,union(v,w))),complement(x)),y),union(intersection(power_class(u),power_class(complement(union(v,w)))),x))*.
% 299.86/300.50 123346[0:Rew:103074.0,123082.0] || -> subclass(symmetric_difference(complement(u),union(image(element_relation,power_class(v)),complement(union(w,x)))),y) member(not_subclass_element(symmetric_difference(complement(u),union(image(element_relation,power_class(v)),complement(union(w,x)))),y),union(u,intersection(power_class(complement(power_class(v))),union(w,x))))*.
% 299.86/300.50 123347[0:Rew:103074.0,123025.0] || -> subclass(symmetric_difference(union(image(element_relation,power_class(u)),complement(union(v,w))),complement(x)),y) member(not_subclass_element(symmetric_difference(union(image(element_relation,power_class(u)),complement(union(v,w))),complement(x)),y),union(intersection(power_class(complement(power_class(u))),union(v,w)),x))*.
% 299.86/300.50 123900[0:Rew:103320.0,123626.0] || -> subclass(symmetric_difference(complement(u),union(image(element_relation,union(v,w)),complement(power_class(x)))),y) member(not_subclass_element(symmetric_difference(complement(u),union(image(element_relation,union(v,w)),complement(power_class(x)))),y),union(u,intersection(power_class(complement(union(v,w))),power_class(x))))*.
% 299.86/300.50 123901[0:Rew:103320.0,123569.0] || -> subclass(symmetric_difference(union(image(element_relation,union(u,v)),complement(power_class(w))),complement(x)),y) member(not_subclass_element(symmetric_difference(union(image(element_relation,union(u,v)),complement(power_class(w))),complement(x)),y),union(intersection(power_class(complement(union(u,v))),power_class(w)),x))*.
% 299.86/300.50 124911[0:Rew:103450.0,124643.0] || -> subclass(symmetric_difference(complement(u),union(complement(union(v,w)),image(element_relation,power_class(x)))),y) member(not_subclass_element(symmetric_difference(complement(u),union(complement(union(v,w)),image(element_relation,power_class(x)))),y),union(u,intersection(union(v,w),power_class(complement(power_class(x))))))*.
% 299.86/300.50 124912[0:Rew:103450.0,124586.0] || -> subclass(symmetric_difference(union(complement(union(u,v)),image(element_relation,power_class(w))),complement(x)),y) member(not_subclass_element(symmetric_difference(union(complement(union(u,v)),image(element_relation,power_class(w))),complement(x)),y),union(intersection(union(u,v),power_class(complement(power_class(w)))),x))*.
% 299.86/300.50 125463[4:Res:123484.0,9808.1] || member(regular(union(null_class,complement(intersection(restrict(u,v,w),x)))),universal_class) -> equal(regular(union(null_class,complement(intersection(restrict(u,v,w),x)))),null_class) member(apply(choice,regular(union(null_class,complement(intersection(restrict(u,v,w),x))))),u)*.
% 299.86/300.50 125462[4:Res:124223.0,9808.1] || member(regular(union(null_class,complement(intersection(u,restrict(v,w,x))))),universal_class) -> equal(regular(union(null_class,complement(intersection(u,restrict(v,w,x))))),null_class) member(apply(choice,regular(union(null_class,complement(intersection(u,restrict(v,w,x)))))),v)*.
% 299.86/300.50 125470[4:Rew:80005.0,125458.2,80005.0,125458.1,80005.0,125458.0] || member(union(null_class,intersection(u,union(null_class,restrict(v,w,x)))),universal_class) -> equal(union(null_class,intersection(u,union(null_class,restrict(v,w,x)))),null_class) member(apply(choice,union(null_class,intersection(u,union(null_class,restrict(v,w,x))))),v)*.
% 299.86/300.50 125471[4:Rew:80005.0,125455.2,80005.0,125455.1,80005.0,125455.0] || member(union(null_class,intersection(union(null_class,restrict(u,v,w)),x)),universal_class) -> equal(union(null_class,intersection(union(null_class,restrict(u,v,w)),x)),null_class) member(apply(choice,union(null_class,intersection(union(null_class,restrict(u,v,w)),x))),u)*.
% 299.86/300.50 125472[4:Rew:80005.0,125447.2,80005.0,125447.1,80005.0,125447.0] || member(intersection(intersection(u,union(null_class,restrict(v,w,x))),y),universal_class) -> equal(intersection(intersection(u,union(null_class,restrict(v,w,x))),y),null_class) member(apply(choice,intersection(intersection(u,union(null_class,restrict(v,w,x))),y)),v)*.
% 299.86/300.50 125473[4:Rew:80005.0,125439.2,80005.0,125439.1,80005.0,125439.0] || member(intersection(u,intersection(union(null_class,restrict(v,w,x)),y)),universal_class) -> equal(intersection(u,intersection(union(null_class,restrict(v,w,x)),y)),null_class) member(apply(choice,intersection(u,intersection(union(null_class,restrict(v,w,x)),y))),v)*.
% 299.86/300.50 125474[4:Rew:80005.0,125435.2,80005.0,125435.1,80005.0,125435.0] || member(intersection(intersection(union(null_class,restrict(u,v,w)),x),y),universal_class) -> equal(intersection(intersection(union(null_class,restrict(u,v,w)),x),y),null_class) member(apply(choice,intersection(intersection(union(null_class,restrict(u,v,w)),x),y)),u)*.
% 299.86/300.50 125475[4:Rew:80005.0,125432.2,80005.0,125432.1,80005.0,125432.0] || member(intersection(u,intersection(v,union(null_class,restrict(w,x,y)))),universal_class) -> equal(intersection(u,intersection(v,union(null_class,restrict(w,x,y)))),null_class) member(apply(choice,intersection(u,intersection(v,union(null_class,restrict(w,x,y))))),w)*.
% 299.86/300.50 126043[4:Rew:77631.0,125947.1] || member(not_subclass_element(union(null_class,symmetric_difference(union(u,v),complement(intersection(u,v)))),w),symmetric_difference(complement(symmetric_difference(u,v)),union(union(u,v),complement(intersection(u,v)))))* -> subclass(union(null_class,symmetric_difference(union(u,v),complement(intersection(u,v)))),w).
% 299.86/300.50 126153[4:Res:123479.0,9808.1] || member(union(null_class,intersection(intersection(restrict(u,v,w),x),y)),universal_class) -> equal(union(null_class,intersection(intersection(restrict(u,v,w),x),y)),null_class) member(apply(choice,union(null_class,intersection(intersection(restrict(u,v,w),x),y))),u)*.
% 299.86/300.50 126328[4:Res:123491.0,9808.1] || member(intersection(union(null_class,intersection(restrict(u,v,w),x)),y),universal_class) -> equal(intersection(union(null_class,intersection(restrict(u,v,w),x)),y),null_class) member(apply(choice,intersection(union(null_class,intersection(restrict(u,v,w),x)),y)),u)*.
% 299.86/300.50 126495[4:Res:123520.0,9808.1] || member(intersection(u,union(null_class,intersection(restrict(v,w,x),y))),universal_class) -> equal(intersection(u,union(null_class,intersection(restrict(v,w,x),y))),null_class) member(apply(choice,intersection(u,union(null_class,intersection(restrict(v,w,x),y)))),v)*.
% 299.86/300.50 126659[4:Res:123529.0,9808.1] || member(union(null_class,intersection(u,intersection(restrict(v,w,x),y))),universal_class) -> equal(union(null_class,intersection(u,intersection(restrict(v,w,x),y))),null_class) member(apply(choice,union(null_class,intersection(u,intersection(restrict(v,w,x),y)))),v)*.
% 299.86/300.50 126800[4:Res:123909.0,9808.1] || member(complement(successor(complement(restrict(restrict(u,v,w),x,y)))),universal_class) -> equal(complement(successor(complement(restrict(restrict(u,v,w),x,y)))),null_class) member(apply(choice,complement(successor(complement(restrict(restrict(u,v,w),x,y))))),u)*.
% 299.86/300.50 127079[4:Res:126047.0,9808.1] || member(union(null_class,intersection(intersection(u,restrict(v,w,x)),y)),universal_class) -> equal(union(null_class,intersection(intersection(u,restrict(v,w,x)),y)),null_class) member(apply(choice,union(null_class,intersection(intersection(u,restrict(v,w,x)),y))),v)*.
% 299.86/300.50 127254[4:Res:126220.0,9808.1] || member(intersection(union(null_class,intersection(u,restrict(v,w,x))),y),universal_class) -> equal(intersection(union(null_class,intersection(u,restrict(v,w,x))),y),null_class) member(apply(choice,intersection(union(null_class,intersection(u,restrict(v,w,x))),y)),v)*.
% 299.86/300.50 127475[4:Res:126395.0,9808.1] || member(intersection(u,union(null_class,intersection(v,restrict(w,x,y)))),universal_class) -> equal(intersection(u,union(null_class,intersection(v,restrict(w,x,y)))),null_class) member(apply(choice,intersection(u,union(null_class,intersection(v,restrict(w,x,y))))),w)*.
% 299.86/300.50 127642[4:Res:126557.0,9808.1] || member(union(null_class,intersection(u,intersection(v,restrict(w,x,y)))),universal_class) -> equal(union(null_class,intersection(u,intersection(v,restrict(w,x,y)))),null_class) member(apply(choice,union(null_class,intersection(u,intersection(v,restrict(w,x,y))))),w)*.
% 299.86/300.50 141326[0:Res:123475.0,9808.1] || member(intersection(intersection(intersection(restrict(u,v,w),x),y),z),universal_class) -> equal(intersection(intersection(intersection(restrict(u,v,w),x),y),z),null_class) member(apply(choice,intersection(intersection(intersection(restrict(u,v,w),x),y),z)),u)*.
% 299.86/300.50 141687[0:Res:123485.0,9808.1] || member(intersection(u,intersection(v,intersection(restrict(w,x,y),z))),universal_class) -> equal(intersection(u,intersection(v,intersection(restrict(w,x,y),z))),null_class) member(apply(choice,intersection(u,intersection(v,intersection(restrict(w,x,y),z)))),w)*.
% 299.86/300.50 141929[0:Res:123517.0,9808.1] || member(intersection(u,intersection(intersection(restrict(v,w,x),y),z)),universal_class) -> equal(intersection(u,intersection(intersection(restrict(v,w,x),y),z)),null_class) member(apply(choice,intersection(u,intersection(intersection(restrict(v,w,x),y),z))),v)*.
% 299.86/300.50 142176[0:Res:123525.0,9808.1] || member(intersection(intersection(u,intersection(restrict(v,w,x),y)),z),universal_class) -> equal(intersection(intersection(u,intersection(restrict(v,w,x),y)),z),null_class) member(apply(choice,intersection(intersection(u,intersection(restrict(v,w,x),y)),z)),v)*.
% 299.86/300.50 142542[0:Res:7760.1,9362.0] || -> subclass(intersection(restrict(symmetric_difference(union(u,v),union(complement(u),complement(v))),w,x),y),z) member(not_subclass_element(intersection(restrict(symmetric_difference(union(u,v),union(complement(u),complement(v))),w,x),y),z),complement(symmetric_difference(complement(u),complement(v))))*.
% 299.86/300.50 142541[0:Res:6567.1,9362.0] || -> subclass(intersection(u,restrict(symmetric_difference(union(v,w),union(complement(v),complement(w))),x,y)),z) member(not_subclass_element(intersection(u,restrict(symmetric_difference(union(v,w),union(complement(v),complement(w))),x,y)),z),complement(symmetric_difference(complement(v),complement(w))))*.
% 299.86/300.50 142824[0:Res:127908.0,9808.1] || member(intersection(intersection(intersection(u,restrict(v,w,x)),y),z),universal_class) -> equal(intersection(intersection(intersection(u,restrict(v,w,x)),y),z),null_class) member(apply(choice,intersection(intersection(intersection(u,restrict(v,w,x)),y),z)),v)*.
% 299.86/300.50 143067[0:Res:127918.0,9808.1] || member(intersection(u,intersection(v,intersection(w,restrict(x,y,z)))),universal_class) -> equal(intersection(u,intersection(v,intersection(w,restrict(x,y,z)))),null_class) member(apply(choice,intersection(u,intersection(v,intersection(w,restrict(x,y,z))))),x)*.
% 299.86/300.50 143309[0:Res:127954.0,9808.1] || member(intersection(u,intersection(intersection(v,restrict(w,x,y)),z)),universal_class) -> equal(intersection(u,intersection(intersection(v,restrict(w,x,y)),z)),null_class) member(apply(choice,intersection(u,intersection(intersection(v,restrict(w,x,y)),z))),w)*.
% 299.86/300.50 143556[0:Res:127963.0,9808.1] || member(intersection(intersection(u,intersection(v,restrict(w,x,y))),z),universal_class) -> equal(intersection(intersection(u,intersection(v,restrict(w,x,y))),z),null_class) member(apply(choice,intersection(intersection(u,intersection(v,restrict(w,x,y))),z)),w)*.
% 299.86/300.50 143796[0:Res:58786.0,9808.1] || member(restrict(restrict(restrict(u,v,w),x,y),z,x1),universal_class) -> equal(restrict(restrict(restrict(u,v,w),x,y),z,x1),null_class) member(apply(choice,restrict(restrict(restrict(u,v,w),x,y),z,x1)),u)*.
% 299.86/300.50 145745[0:SpR:104218.0,13412.1] || member(u,union(union(v,complement(union(w,x))),union(complement(v),union(w,x)))) -> member(u,symmetric_difference(complement(v),union(w,x))) member(u,symmetric_difference(union(v,complement(union(w,x))),union(complement(v),union(w,x))))*.
% 299.86/300.50 146664[0:SpR:103225.0,13412.1] || member(u,union(union(union(v,w),complement(x)),union(complement(union(v,w)),x))) -> member(u,symmetric_difference(union(v,w),complement(x))) member(u,symmetric_difference(union(union(v,w),complement(x)),union(complement(union(v,w)),x)))*.
% 299.86/300.50 149097[2:MRR:149029.0,12497.1] || -> member(regular(intersection(u,regular(intersection(complement(v),power_class(complement(power_class(w))))))),union(v,image(element_relation,power_class(w))))* equal(intersection(u,regular(intersection(complement(v),power_class(complement(power_class(w)))))),null_class) equal(intersection(complement(v),power_class(complement(power_class(w)))),null_class).
% 299.86/300.50 149098[2:MRR:149027.0,12497.1] || -> member(regular(intersection(regular(intersection(complement(u),power_class(complement(power_class(v))))),w)),union(u,image(element_relation,power_class(v))))* equal(intersection(regular(intersection(complement(u),power_class(complement(power_class(v))))),w),null_class) equal(intersection(complement(u),power_class(complement(power_class(v)))),null_class).
% 299.86/300.50 149311[2:MRR:149242.0,12497.1] || -> member(regular(intersection(u,regular(intersection(power_class(complement(power_class(v))),complement(w))))),union(image(element_relation,power_class(v)),w))* equal(intersection(u,regular(intersection(power_class(complement(power_class(v))),complement(w)))),null_class) equal(intersection(power_class(complement(power_class(v))),complement(w)),null_class).
% 299.86/300.50 149312[2:MRR:149240.0,12497.1] || -> member(regular(intersection(regular(intersection(power_class(complement(power_class(u))),complement(v))),w)),union(image(element_relation,power_class(u)),v))* equal(intersection(regular(intersection(power_class(complement(power_class(u))),complement(v))),w),null_class) equal(intersection(power_class(complement(power_class(u))),complement(v)),null_class).
% 299.86/300.50 149599[0:SpL:823.1,14014.0] || member(regular(cross_product(u,v)),cross_product(universal_class,universal_class)) subclass(composition_function,cross_product(w,x))* -> equal(cross_product(u,v),null_class) member(ordered_pair(second(regular(cross_product(u,v))),compose(first(regular(cross_product(u,v))),second(regular(cross_product(u,v))))),x)*.
% 299.86/300.50 149827[0:Res:7760.1,47989.0] || member(not_subclass_element(intersection(restrict(intersection(complement(u),union(v,complement(power_class(w)))),x,y),z),x1),union(u,intersection(complement(v),power_class(w))))* -> subclass(intersection(restrict(intersection(complement(u),union(v,complement(power_class(w)))),x,y),z),x1).
% 299.86/300.50 149826[0:Res:6567.1,47989.0] || member(not_subclass_element(intersection(u,restrict(intersection(complement(v),union(w,complement(power_class(x)))),y,z)),x1),union(v,intersection(complement(w),power_class(x))))* -> subclass(intersection(u,restrict(intersection(complement(v),union(w,complement(power_class(x)))),y,z)),x1).
% 299.86/300.50 150165[0:Res:7760.1,48009.0] || member(not_subclass_element(intersection(restrict(intersection(union(u,complement(power_class(v))),complement(w)),x,y),z),x1),union(intersection(complement(u),power_class(v)),w))* -> subclass(intersection(restrict(intersection(union(u,complement(power_class(v))),complement(w)),x,y),z),x1).
% 299.86/300.50 150164[0:Res:6567.1,48009.0] || member(not_subclass_element(intersection(u,restrict(intersection(union(v,complement(power_class(w))),complement(x)),y,z)),x1),union(intersection(complement(v),power_class(w)),x))* -> subclass(intersection(u,restrict(intersection(union(v,complement(power_class(w))),complement(x)),y,z)),x1).
% 299.86/300.50 150502[0:Res:7760.1,48038.0] || member(not_subclass_element(intersection(restrict(intersection(complement(u),union(complement(power_class(v)),w)),x,y),z),x1),union(u,intersection(power_class(v),complement(w))))* -> subclass(intersection(restrict(intersection(complement(u),union(complement(power_class(v)),w)),x,y),z),x1).
% 299.86/300.50 150501[0:Res:6567.1,48038.0] || member(not_subclass_element(intersection(u,restrict(intersection(complement(v),union(complement(power_class(w)),x)),y,z)),x1),union(v,intersection(power_class(w),complement(x))))* -> subclass(intersection(u,restrict(intersection(complement(v),union(complement(power_class(w)),x)),y,z)),x1).
% 299.86/300.50 150743[0:Res:7760.1,48198.0] || member(not_subclass_element(intersection(restrict(intersection(union(complement(power_class(u)),v),complement(w)),x,y),z),x1),union(intersection(power_class(u),complement(v)),w))* -> subclass(intersection(restrict(intersection(union(complement(power_class(u)),v),complement(w)),x,y),z),x1).
% 299.86/300.50 150742[0:Res:6567.1,48198.0] || member(not_subclass_element(intersection(u,restrict(intersection(union(complement(power_class(v)),w),complement(x)),y,z)),x1),union(intersection(power_class(v),complement(w)),x))* -> subclass(intersection(u,restrict(intersection(union(complement(power_class(v)),w),complement(x)),y,z)),x1).
% 299.86/300.50 150909[0:SpL:48838.0,48910.0] || member(not_subclass_element(union(intersection(power_class(complement(power_class(u))),power_class(v)),complement(power_class(w))),x),intersection(union(image(element_relation,power_class(u)),complement(power_class(v))),power_class(w)))* -> subclass(union(intersection(power_class(complement(power_class(u))),power_class(v)),complement(power_class(w))),x).
% 299.86/300.50 150907[0:SpL:48835.0,48910.0] || member(not_subclass_element(union(intersection(power_class(u),power_class(complement(power_class(v)))),complement(power_class(w))),x),intersection(union(complement(power_class(u)),image(element_relation,power_class(v))),power_class(w)))* -> subclass(union(intersection(power_class(u),power_class(complement(power_class(v)))),complement(power_class(w))),x).
% 299.86/300.50 151165[0:SpL:48838.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),intersection(power_class(complement(power_class(v))),power_class(w))),x),intersection(power_class(u),union(image(element_relation,power_class(v)),complement(power_class(w)))))* -> subclass(union(complement(power_class(u)),intersection(power_class(complement(power_class(v))),power_class(w))),x).
% 299.86/300.50 151163[0:SpL:48835.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),intersection(power_class(v),power_class(complement(power_class(w))))),x),intersection(power_class(u),union(complement(power_class(v)),image(element_relation,power_class(w)))))* -> subclass(union(complement(power_class(u)),intersection(power_class(v),power_class(complement(power_class(w))))),x).
% 299.86/300.50 151785[0:Rew:102583.0,151610.1] || member(not_subclass_element(intersection(u,union(complement(power_class(v)),intersection(complement(w),union(x,y)))),z),intersection(power_class(v),union(w,complement(union(x,y)))))* -> subclass(intersection(u,union(complement(power_class(v)),intersection(complement(w),union(x,y)))),z).
% 299.86/300.50 151786[0:Rew:102583.0,151588.1] || member(not_subclass_element(intersection(union(complement(power_class(u)),intersection(complement(v),union(w,x))),y),z),intersection(power_class(u),union(v,complement(union(w,x)))))* -> subclass(intersection(union(complement(power_class(u)),intersection(complement(v),union(w,x))),y),z).
% 299.86/300.50 151444[0:SpR:102583.0,569.0] || -> equal(intersection(union(u,intersection(power_class(v),union(w,complement(union(x,y))))),union(complement(u),union(complement(power_class(v)),intersection(complement(w),union(x,y))))),symmetric_difference(complement(u),union(complement(power_class(v)),intersection(complement(w),union(x,y)))))**.
% 299.86/300.50 151382[0:SpR:102583.0,569.0] || -> equal(intersection(union(intersection(power_class(u),union(v,complement(union(w,x)))),y),union(union(complement(power_class(u)),intersection(complement(v),union(w,x))),complement(y))),symmetric_difference(union(complement(power_class(u)),intersection(complement(v),union(w,x))),complement(y)))**.
% 299.86/300.50 152004[0:Res:7760.1,102607.0] || member(not_subclass_element(intersection(restrict(intersection(complement(u),power_class(complement(union(v,w)))),x,y),z),x1),union(u,image(element_relation,union(v,w))))* -> subclass(intersection(restrict(intersection(complement(u),power_class(complement(union(v,w)))),x,y),z),x1).
% 299.86/300.50 152003[0:Res:6567.1,102607.0] || member(not_subclass_element(intersection(u,restrict(intersection(complement(v),power_class(complement(union(w,x)))),y,z)),x1),union(v,image(element_relation,union(w,x))))* -> subclass(intersection(u,restrict(intersection(complement(v),power_class(complement(union(w,x)))),y,z)),x1).
% 299.86/300.50 152833[0:Rew:102667.0,152659.1] || member(not_subclass_element(intersection(u,union(intersection(complement(v),power_class(w)),complement(union(x,y)))),z),intersection(union(v,complement(power_class(w))),union(x,y)))* -> subclass(intersection(u,union(intersection(complement(v),power_class(w)),complement(union(x,y)))),z).
% 299.86/300.50 152834[0:Rew:102667.0,152637.1] || member(not_subclass_element(intersection(union(intersection(complement(u),power_class(v)),complement(union(w,x))),y),z),intersection(union(u,complement(power_class(v))),union(w,x)))* -> subclass(intersection(union(intersection(complement(u),power_class(v)),complement(union(w,x))),y),z).
% 299.86/300.50 152489[0:SpR:102667.0,569.0] || -> equal(intersection(union(u,intersection(union(v,complement(power_class(w))),union(x,y))),union(complement(u),union(intersection(complement(v),power_class(w)),complement(union(x,y))))),symmetric_difference(complement(u),union(intersection(complement(v),power_class(w)),complement(union(x,y)))))**.
% 299.86/300.50 152427[0:SpR:102667.0,569.0] || -> equal(intersection(union(intersection(union(u,complement(power_class(v))),union(w,x)),y),union(union(intersection(complement(u),power_class(v)),complement(union(w,x))),complement(y))),symmetric_difference(union(intersection(complement(u),power_class(v)),complement(union(w,x))),complement(y)))**.
% 299.86/300.50 153307[0:Rew:102668.0,153127.1] || member(not_subclass_element(intersection(u,union(intersection(power_class(v),complement(w)),complement(union(x,y)))),z),intersection(union(complement(power_class(v)),w),union(x,y)))* -> subclass(intersection(u,union(intersection(power_class(v),complement(w)),complement(union(x,y)))),z).
% 299.86/300.50 153308[0:Rew:102668.0,153105.1] || member(not_subclass_element(intersection(union(intersection(power_class(u),complement(v)),complement(union(w,x))),y),z),intersection(union(complement(power_class(u)),v),union(w,x)))* -> subclass(intersection(union(intersection(power_class(u),complement(v)),complement(union(w,x))),y),z).
% 299.86/300.50 152950[0:SpR:102668.0,569.0] || -> equal(intersection(union(u,intersection(union(complement(power_class(v)),w),union(x,y))),union(complement(u),union(intersection(power_class(v),complement(w)),complement(union(x,y))))),symmetric_difference(complement(u),union(intersection(power_class(v),complement(w)),complement(union(x,y)))))**.
% 299.86/300.50 152888[0:SpR:102668.0,569.0] || -> equal(intersection(union(intersection(union(complement(power_class(u)),v),union(w,x)),y),union(union(intersection(power_class(u),complement(v)),complement(union(w,x))),complement(y))),symmetric_difference(union(intersection(power_class(u),complement(v)),complement(union(w,x))),complement(y)))**.
% 299.86/300.50 153767[0:Rew:102866.0,153593.1] || member(not_subclass_element(intersection(u,union(intersection(complement(v),union(w,x)),complement(power_class(y)))),z),intersection(union(v,complement(union(w,x))),power_class(y)))* -> subclass(intersection(u,union(intersection(complement(v),union(w,x)),complement(power_class(y)))),z).
% 299.86/300.50 153768[0:Rew:102866.0,153571.1] || member(not_subclass_element(intersection(union(intersection(complement(u),union(v,w)),complement(power_class(x))),y),z),intersection(union(u,complement(union(v,w))),power_class(x)))* -> subclass(intersection(union(intersection(complement(u),union(v,w)),complement(power_class(x))),y),z).
% 299.86/300.50 153427[0:SpR:102866.0,569.0] || -> equal(intersection(union(u,intersection(union(v,complement(union(w,x))),power_class(y))),union(complement(u),union(intersection(complement(v),union(w,x)),complement(power_class(y))))),symmetric_difference(complement(u),union(intersection(complement(v),union(w,x)),complement(power_class(y)))))**.
% 299.86/300.50 153365[0:SpR:102866.0,569.0] || -> equal(intersection(union(intersection(union(u,complement(union(v,w))),power_class(x)),y),union(union(intersection(complement(u),union(v,w)),complement(power_class(x))),complement(y))),symmetric_difference(union(intersection(complement(u),union(v,w)),complement(power_class(x))),complement(y)))**.
% 299.86/300.50 154024[0:Res:7760.1,102909.0] || member(not_subclass_element(intersection(restrict(intersection(power_class(complement(union(u,v))),complement(w)),x,y),z),x1),union(image(element_relation,union(u,v)),w))* -> subclass(intersection(restrict(intersection(power_class(complement(union(u,v))),complement(w)),x,y),z),x1).
% 299.86/300.50 154023[0:Res:6567.1,102909.0] || member(not_subclass_element(intersection(u,restrict(intersection(power_class(complement(union(v,w))),complement(x)),y,z)),x1),union(image(element_relation,union(v,w)),x))* -> subclass(intersection(u,restrict(intersection(power_class(complement(union(v,w))),complement(x)),y,z)),x1).
% 299.86/300.50 154551[0:Rew:103019.0,154369.1] || member(not_subclass_element(intersection(u,union(complement(power_class(v)),intersection(union(w,x),complement(y)))),z),intersection(power_class(v),union(complement(union(w,x)),y)))* -> subclass(intersection(u,union(complement(power_class(v)),intersection(union(w,x),complement(y)))),z).
% 299.86/300.50 154552[0:Rew:103019.0,154347.1] || member(not_subclass_element(intersection(union(complement(power_class(u)),intersection(union(v,w),complement(x))),y),z),intersection(power_class(u),union(complement(union(v,w)),x)))* -> subclass(intersection(union(complement(power_class(u)),intersection(union(v,w),complement(x))),y),z).
% 299.86/300.50 154197[0:SpR:103019.0,569.0] || -> equal(intersection(union(u,intersection(power_class(v),union(complement(union(w,x)),y))),union(complement(u),union(complement(power_class(v)),intersection(union(w,x),complement(y))))),symmetric_difference(complement(u),union(complement(power_class(v)),intersection(union(w,x),complement(y)))))**.
% 299.86/300.50 154135[0:SpR:103019.0,569.0] || -> equal(intersection(union(intersection(power_class(u),union(complement(union(v,w)),x)),y),union(union(complement(power_class(u)),intersection(union(v,w),complement(x))),complement(y))),symmetric_difference(union(complement(power_class(u)),intersection(union(v,w),complement(x))),complement(y)))**.
% 299.86/300.50 155033[0:Rew:103205.0,154852.1] || member(not_subclass_element(intersection(u,union(intersection(union(v,w),complement(x)),complement(power_class(y)))),z),intersection(union(complement(union(v,w)),x),power_class(y)))* -> subclass(intersection(u,union(intersection(union(v,w),complement(x)),complement(power_class(y)))),z).
% 299.86/300.50 155034[0:Rew:103205.0,154830.1] || member(not_subclass_element(intersection(union(intersection(union(u,v),complement(w)),complement(power_class(x))),y),z),intersection(union(complement(union(u,v)),w),power_class(x)))* -> subclass(intersection(union(intersection(union(u,v),complement(w)),complement(power_class(x))),y),z).
% 299.86/300.50 154680[0:SpR:103205.0,569.0] || -> equal(intersection(union(u,intersection(union(complement(union(v,w)),x),power_class(y))),union(complement(u),union(intersection(union(v,w),complement(x)),complement(power_class(y))))),symmetric_difference(complement(u),union(intersection(union(v,w),complement(x)),complement(power_class(y)))))**.
% 299.86/300.50 154618[0:SpR:103205.0,569.0] || -> equal(intersection(union(intersection(union(complement(union(u,v)),w),power_class(x)),y),union(union(intersection(union(u,v),complement(w)),complement(power_class(x))),complement(y))),symmetric_difference(union(intersection(union(u,v),complement(w)),complement(power_class(x))),complement(y)))**.
% 299.86/300.50 155461[0:Rew:103451.0,155292.1] || member(not_subclass_element(intersection(u,union(complement(union(v,w)),intersection(complement(x),power_class(y)))),z),intersection(union(v,w),union(x,complement(power_class(y)))))* -> subclass(intersection(u,union(complement(union(v,w)),intersection(complement(x),power_class(y)))),z).
% 299.86/300.50 155462[0:Rew:103451.0,155270.1] || member(not_subclass_element(intersection(union(complement(union(u,v)),intersection(complement(w),power_class(x))),y),z),intersection(union(u,v),union(w,complement(power_class(x)))))* -> subclass(intersection(union(complement(union(u,v)),intersection(complement(w),power_class(x))),y),z).
% 299.86/300.50 155126[0:SpR:103451.0,569.0] || -> equal(intersection(union(u,intersection(union(v,w),union(x,complement(power_class(y))))),union(complement(u),union(complement(union(v,w)),intersection(complement(x),power_class(y))))),symmetric_difference(complement(u),union(complement(union(v,w)),intersection(complement(x),power_class(y)))))**.
% 299.86/300.50 155064[0:SpR:103451.0,569.0] || -> equal(intersection(union(intersection(union(u,v),union(w,complement(power_class(x)))),y),union(union(complement(union(u,v)),intersection(complement(w),power_class(x))),complement(y))),symmetric_difference(union(complement(union(u,v)),intersection(complement(w),power_class(x))),complement(y)))**.
% 299.86/300.50 156241[0:Rew:103452.0,156061.1] || member(not_subclass_element(intersection(u,union(complement(union(v,w)),intersection(power_class(x),complement(y)))),z),intersection(union(v,w),union(complement(power_class(x)),y)))* -> subclass(intersection(u,union(complement(union(v,w)),intersection(power_class(x),complement(y)))),z).
% 299.86/300.50 156242[0:Rew:103452.0,156039.1] || member(not_subclass_element(intersection(union(complement(union(u,v)),intersection(power_class(w),complement(x))),y),z),intersection(union(u,v),union(complement(power_class(w)),x)))* -> subclass(intersection(union(complement(union(u,v)),intersection(power_class(w),complement(x))),y),z).
% 299.86/300.50 155886[0:SpR:103452.0,569.0] || -> equal(intersection(union(u,intersection(union(v,w),union(complement(power_class(x)),y))),union(complement(u),union(complement(union(v,w)),intersection(power_class(x),complement(y))))),symmetric_difference(complement(u),union(complement(union(v,w)),intersection(power_class(x),complement(y)))))**.
% 299.86/300.50 155824[0:SpR:103452.0,569.0] || -> equal(intersection(union(intersection(union(u,v),union(complement(power_class(w)),x)),y),union(union(complement(union(u,v)),intersection(power_class(w),complement(x))),complement(y))),symmetric_difference(union(complement(union(u,v)),intersection(power_class(w),complement(x))),complement(y)))**.
% 299.86/300.50 157172[0:Rew:104283.0,156962.1] || member(not_subclass_element(intersection(u,union(complement(union(v,w)),image(element_relation,union(x,y)))),z),intersection(union(v,w),power_class(complement(union(x,y)))))* -> subclass(intersection(u,union(complement(union(v,w)),image(element_relation,union(x,y)))),z).
% 299.86/300.50 157173[0:Rew:104283.0,156940.1] || member(not_subclass_element(intersection(union(complement(union(u,v)),image(element_relation,union(w,x))),y),z),intersection(union(u,v),power_class(complement(union(w,x)))))* -> subclass(intersection(union(complement(union(u,v)),image(element_relation,union(w,x))),y),z).
% 299.86/300.50 156773[0:SpR:104283.0,569.0] || -> equal(intersection(union(u,intersection(union(v,w),power_class(complement(union(x,y))))),union(complement(u),union(complement(union(v,w)),image(element_relation,union(x,y))))),symmetric_difference(complement(u),union(complement(union(v,w)),image(element_relation,union(x,y)))))**.
% 299.86/300.50 156711[0:SpR:104283.0,569.0] || -> equal(intersection(union(intersection(union(u,v),power_class(complement(union(w,x)))),y),union(union(complement(union(u,v)),image(element_relation,union(w,x))),complement(y))),symmetric_difference(union(complement(union(u,v)),image(element_relation,union(w,x))),complement(y)))**.
% 299.86/300.50 158014[0:Rew:104284.0,157796.1] || member(not_subclass_element(intersection(u,union(image(element_relation,union(v,w)),complement(union(x,y)))),z),intersection(power_class(complement(union(v,w))),union(x,y)))* -> subclass(intersection(u,union(image(element_relation,union(v,w)),complement(union(x,y)))),z).
% 299.86/300.50 158015[0:Rew:104284.0,157774.1] || member(not_subclass_element(intersection(union(image(element_relation,union(u,v)),complement(union(w,x))),y),z),intersection(power_class(complement(union(u,v))),union(w,x)))* -> subclass(intersection(union(image(element_relation,union(u,v)),complement(union(w,x))),y),z).
% 299.86/300.50 157602[0:SpR:104284.0,569.0] || -> equal(intersection(union(u,intersection(power_class(complement(union(v,w))),union(x,y))),union(complement(u),union(image(element_relation,union(v,w)),complement(union(x,y))))),symmetric_difference(complement(u),union(image(element_relation,union(v,w)),complement(union(x,y)))))**.
% 299.86/300.50 157540[0:SpR:104284.0,569.0] || -> equal(intersection(union(intersection(power_class(complement(union(u,v))),union(w,x)),y),union(union(image(element_relation,union(u,v)),complement(union(w,x))),complement(y))),symmetric_difference(union(image(element_relation,union(u,v)),complement(union(w,x))),complement(y)))**.
% 299.86/300.50 158447[0:Res:9363.2,14561.0] || member(not_subclass_element(u,intersection(symmetric_difference(complement(v),complement(w)),u)),union(complement(v),complement(w)))* member(not_subclass_element(u,intersection(symmetric_difference(complement(v),complement(w)),u)),union(v,w)) -> subclass(u,intersection(symmetric_difference(complement(v),complement(w)),u)).
% 299.86/300.50 158533[0:Rew:48838.0,158381.0] || member(u,union(union(image(element_relation,power_class(v)),complement(power_class(w))),complement(x))) member(u,union(intersection(power_class(complement(power_class(v))),power_class(w)),x)) -> member(u,symmetric_difference(union(image(element_relation,power_class(v)),complement(power_class(w))),complement(x)))*.
% 299.86/300.50 158534[0:Rew:48835.0,158379.0] || member(u,union(union(complement(power_class(v)),image(element_relation,power_class(w))),complement(x))) member(u,union(intersection(power_class(v),power_class(complement(power_class(w)))),x)) -> member(u,symmetric_difference(union(complement(power_class(v)),image(element_relation,power_class(w))),complement(x)))*.
% 299.86/300.50 158535[0:Rew:48838.0,158334.0] || member(u,union(complement(v),union(image(element_relation,power_class(w)),complement(power_class(x))))) member(u,union(v,intersection(power_class(complement(power_class(w))),power_class(x)))) -> member(u,symmetric_difference(complement(v),union(image(element_relation,power_class(w)),complement(power_class(x)))))*.
% 299.86/300.50 158536[0:Rew:48835.0,158332.0] || member(u,union(complement(v),union(complement(power_class(w)),image(element_relation,power_class(x))))) member(u,union(v,intersection(power_class(w),power_class(complement(power_class(x)))))) -> member(u,symmetric_difference(complement(v),union(complement(power_class(w)),image(element_relation,power_class(x)))))*.
% 299.86/300.50 159246[4:Res:123484.0,9992.0] || -> equal(regular(union(null_class,complement(intersection(ordered_pair(u,v),w)))),null_class) equal(regular(regular(union(null_class,complement(intersection(ordered_pair(u,v),w))))),unordered_pair(u,singleton(v)))** equal(regular(regular(union(null_class,complement(intersection(ordered_pair(u,v),w))))),singleton(u)).
% 299.86/300.50 159245[4:Res:124223.0,9992.0] || -> equal(regular(union(null_class,complement(intersection(u,ordered_pair(v,w))))),null_class) equal(regular(regular(union(null_class,complement(intersection(u,ordered_pair(v,w)))))),unordered_pair(v,singleton(w)))** equal(regular(regular(union(null_class,complement(intersection(u,ordered_pair(v,w)))))),singleton(v)).
% 299.86/300.50 159244[0:Res:127918.0,9992.0] || -> equal(intersection(u,intersection(v,intersection(w,ordered_pair(x,y)))),null_class) equal(regular(intersection(u,intersection(v,intersection(w,ordered_pair(x,y))))),unordered_pair(x,singleton(y)))** equal(regular(intersection(u,intersection(v,intersection(w,ordered_pair(x,y))))),singleton(x)).
% 299.86/300.50 159241[4:Res:126047.0,9992.0] || -> equal(union(null_class,intersection(intersection(u,ordered_pair(v,w)),x)),null_class) equal(regular(union(null_class,intersection(intersection(u,ordered_pair(v,w)),x))),unordered_pair(v,singleton(w)))** equal(regular(union(null_class,intersection(intersection(u,ordered_pair(v,w)),x))),singleton(v)).
% 299.86/300.50 159240[4:Res:123479.0,9992.0] || -> equal(union(null_class,intersection(intersection(ordered_pair(u,v),w),x)),null_class) equal(regular(union(null_class,intersection(intersection(ordered_pair(u,v),w),x))),unordered_pair(u,singleton(v)))** equal(regular(union(null_class,intersection(intersection(ordered_pair(u,v),w),x))),singleton(u)).
% 299.86/300.50 159239[4:Res:126557.0,9992.0] || -> equal(union(null_class,intersection(u,intersection(v,ordered_pair(w,x)))),null_class) equal(regular(union(null_class,intersection(u,intersection(v,ordered_pair(w,x))))),unordered_pair(w,singleton(x)))** equal(regular(union(null_class,intersection(u,intersection(v,ordered_pair(w,x))))),singleton(w)).
% 299.86/300.50 159238[4:Res:123529.0,9992.0] || -> equal(union(null_class,intersection(u,intersection(ordered_pair(v,w),x))),null_class) equal(regular(union(null_class,intersection(u,intersection(ordered_pair(v,w),x)))),unordered_pair(v,singleton(w)))** equal(regular(union(null_class,intersection(u,intersection(ordered_pair(v,w),x)))),singleton(v)).
% 299.86/300.50 159258[4:Rew:80005.0,159236.2,80005.0,159236.1,80005.0,159236.0] || -> equal(union(null_class,intersection(u,union(null_class,ordered_pair(v,w)))),null_class) equal(regular(union(null_class,intersection(u,union(null_class,ordered_pair(v,w))))),unordered_pair(v,singleton(w)))** equal(regular(union(null_class,intersection(u,union(null_class,ordered_pair(v,w))))),singleton(v)).
% 299.86/300.50 159259[4:Rew:80005.0,159233.2,80005.0,159233.1,80005.0,159233.0] || -> equal(union(null_class,intersection(union(null_class,ordered_pair(u,v)),w)),null_class) equal(regular(union(null_class,intersection(union(null_class,ordered_pair(u,v)),w))),unordered_pair(u,singleton(v)))** equal(regular(union(null_class,intersection(union(null_class,ordered_pair(u,v)),w))),singleton(u)).
% 299.86/300.50 159226[0:Res:127908.0,9992.0] || -> equal(intersection(intersection(intersection(u,ordered_pair(v,w)),x),y),null_class) equal(regular(intersection(intersection(intersection(u,ordered_pair(v,w)),x),y)),unordered_pair(v,singleton(w)))** equal(regular(intersection(intersection(intersection(u,ordered_pair(v,w)),x),y)),singleton(v)).
% 299.86/300.50 159225[0:Res:123525.0,9992.0] || -> equal(intersection(intersection(u,intersection(ordered_pair(v,w),x)),y),null_class) equal(regular(intersection(intersection(u,intersection(ordered_pair(v,w),x)),y)),unordered_pair(v,singleton(w)))** equal(regular(intersection(intersection(u,intersection(ordered_pair(v,w),x)),y)),singleton(v)).
% 299.86/300.50 159223[4:Res:126220.0,9992.0] || -> equal(intersection(union(null_class,intersection(u,ordered_pair(v,w))),x),null_class) equal(regular(intersection(union(null_class,intersection(u,ordered_pair(v,w))),x)),unordered_pair(v,singleton(w)))** equal(regular(intersection(union(null_class,intersection(u,ordered_pair(v,w))),x)),singleton(v)).
% 299.86/300.50 159260[4:Rew:80005.0,159221.2,80005.0,159221.1,80005.0,159221.0] || -> equal(intersection(intersection(u,union(null_class,ordered_pair(v,w))),x),null_class) equal(regular(intersection(intersection(u,union(null_class,ordered_pair(v,w))),x)),unordered_pair(v,singleton(w)))** equal(regular(intersection(intersection(u,union(null_class,ordered_pair(v,w))),x)),singleton(v)).
% 299.86/300.50 159216[4:Res:123520.0,9992.0] || -> equal(intersection(u,union(null_class,intersection(ordered_pair(v,w),x))),null_class) equal(regular(intersection(u,union(null_class,intersection(ordered_pair(v,w),x)))),unordered_pair(v,singleton(w)))** equal(regular(intersection(u,union(null_class,intersection(ordered_pair(v,w),x)))),singleton(v)).
% 299.86/300.50 159212[0:Res:123517.0,9992.0] || -> equal(intersection(u,intersection(intersection(ordered_pair(v,w),x),y)),null_class) equal(regular(intersection(u,intersection(intersection(ordered_pair(v,w),x),y))),unordered_pair(v,singleton(w)))** equal(regular(intersection(u,intersection(intersection(ordered_pair(v,w),x),y))),singleton(v)).
% 299.86/300.50 159262[4:Rew:80005.0,159210.2,80005.0,159210.1,80005.0,159210.0] || -> equal(intersection(u,intersection(union(null_class,ordered_pair(v,w)),x)),null_class) equal(regular(intersection(u,intersection(union(null_class,ordered_pair(v,w)),x))),unordered_pair(v,singleton(w)))** equal(regular(intersection(u,intersection(union(null_class,ordered_pair(v,w)),x))),singleton(v)).
% 299.86/300.50 159206[0:Res:127963.0,9992.0] || -> equal(intersection(intersection(u,intersection(v,ordered_pair(w,x))),y),null_class) equal(regular(intersection(intersection(u,intersection(v,ordered_pair(w,x))),y)),unordered_pair(w,singleton(x)))** equal(regular(intersection(intersection(u,intersection(v,ordered_pair(w,x))),y)),singleton(w)).
% 299.86/300.50 159205[0:Res:123475.0,9992.0] || -> equal(intersection(intersection(intersection(ordered_pair(u,v),w),x),y),null_class) equal(regular(intersection(intersection(intersection(ordered_pair(u,v),w),x),y)),unordered_pair(u,singleton(v)))** equal(regular(intersection(intersection(intersection(ordered_pair(u,v),w),x),y)),singleton(u)).
% 299.86/300.50 159204[4:Res:123491.0,9992.0] || -> equal(intersection(union(null_class,intersection(ordered_pair(u,v),w)),x),null_class) equal(regular(intersection(union(null_class,intersection(ordered_pair(u,v),w)),x)),unordered_pair(u,singleton(v)))** equal(regular(intersection(union(null_class,intersection(ordered_pair(u,v),w)),x)),singleton(u)).
% 299.86/300.50 159263[4:Rew:80005.0,159202.2,80005.0,159202.1,80005.0,159202.0] || -> equal(intersection(intersection(union(null_class,ordered_pair(u,v)),w),x),null_class) equal(regular(intersection(intersection(union(null_class,ordered_pair(u,v)),w),x)),unordered_pair(u,singleton(v)))** equal(regular(intersection(intersection(union(null_class,ordered_pair(u,v)),w),x)),singleton(u)).
% 299.86/300.50 159199[4:Res:126395.0,9992.0] || -> equal(intersection(u,union(null_class,intersection(v,ordered_pair(w,x)))),null_class) equal(regular(intersection(u,union(null_class,intersection(v,ordered_pair(w,x))))),unordered_pair(w,singleton(x)))** equal(regular(intersection(u,union(null_class,intersection(v,ordered_pair(w,x))))),singleton(w)).
% 299.86/300.50 159198[0:Res:127954.0,9992.0] || -> equal(intersection(u,intersection(intersection(v,ordered_pair(w,x)),y)),null_class) equal(regular(intersection(u,intersection(intersection(v,ordered_pair(w,x)),y))),unordered_pair(w,singleton(x)))** equal(regular(intersection(u,intersection(intersection(v,ordered_pair(w,x)),y))),singleton(w)).
% 299.86/300.50 159197[0:Res:123485.0,9992.0] || -> equal(intersection(u,intersection(v,intersection(ordered_pair(w,x),y))),null_class) equal(regular(intersection(u,intersection(v,intersection(ordered_pair(w,x),y)))),unordered_pair(w,singleton(x)))** equal(regular(intersection(u,intersection(v,intersection(ordered_pair(w,x),y)))),singleton(w)).
% 299.86/300.50 159264[4:Rew:80005.0,159195.2,80005.0,159195.1,80005.0,159195.0] || -> equal(intersection(u,intersection(v,union(null_class,ordered_pair(w,x)))),null_class) equal(regular(intersection(u,intersection(v,union(null_class,ordered_pair(w,x))))),unordered_pair(w,singleton(x)))** equal(regular(intersection(u,intersection(v,union(null_class,ordered_pair(w,x))))),singleton(w)).
% 299.86/300.50 159187[4:Res:123909.0,9992.0] || -> equal(complement(successor(complement(restrict(ordered_pair(u,v),w,x)))),null_class) equal(regular(complement(successor(complement(restrict(ordered_pair(u,v),w,x))))),unordered_pair(u,singleton(v)))** equal(regular(complement(successor(complement(restrict(ordered_pair(u,v),w,x))))),singleton(u)).
% 299.86/300.50 159171[0:Res:58786.0,9992.0] || -> equal(restrict(restrict(ordered_pair(u,v),w,x),y,z),null_class) equal(regular(restrict(restrict(ordered_pair(u,v),w,x),y,z)),unordered_pair(u,singleton(v)))** equal(regular(restrict(restrict(ordered_pair(u,v),w,x),y,z)),singleton(u)).
% 299.86/300.50 159150[0:SpL:823.1,9992.0] || subclass(u,regular(cross_product(v,w)))* -> equal(cross_product(v,w),null_class) equal(u,null_class) equal(regular(u),unordered_pair(first(regular(cross_product(v,w))),singleton(second(regular(cross_product(v,w))))))* equal(regular(u),singleton(first(regular(cross_product(v,w))))).
% 299.86/300.50 161652[4:Res:500.2,17679.1] || member(restrict(cross_product(singleton(u),universal_class),v,w),universal_class) member(u,universal_class) member(apply(choice,restrict(cross_product(singleton(u),universal_class),v,w)),x)* -> equal(restrict(cross_product(singleton(u),universal_class),v,w),null_class) member(u,cantor(x)).
% 299.86/300.50 161882[2:Res:500.2,11968.1] || member(restrict(unordered_pair(u,v),w,x),universal_class) member(apply(choice,restrict(unordered_pair(u,v),w,x)),u)* -> equal(restrict(unordered_pair(u,v),w,x),null_class) equal(regular(unordered_pair(u,v)),v) equal(unordered_pair(u,v),null_class).
% 299.86/300.50 162013[2:Res:500.2,11969.1] || member(restrict(unordered_pair(u,v),w,x),universal_class) member(apply(choice,restrict(unordered_pair(u,v),w,x)),v)* -> equal(restrict(unordered_pair(u,v),w,x),null_class) equal(regular(unordered_pair(u,v)),u) equal(unordered_pair(u,v),null_class).
% 299.86/300.50 162489[0:SpR:48063.0,102314.0] || -> equal(union(symmetric_difference(complement(u),power_class(complement(power_class(v)))),complement(union(union(u,image(element_relation,power_class(v))),union(complement(u),power_class(complement(power_class(v))))))),complement(symmetric_difference(union(u,image(element_relation,power_class(v))),union(complement(u),power_class(complement(power_class(v)))))))**.
% 299.86/300.50 162957[0:SpR:48279.0,102314.0] || -> equal(union(symmetric_difference(power_class(complement(power_class(u))),complement(v)),complement(union(union(image(element_relation,power_class(u)),v),union(power_class(complement(power_class(u))),complement(v))))),complement(symmetric_difference(union(image(element_relation,power_class(u)),v),union(power_class(complement(power_class(u))),complement(v)))))**.
% 299.86/300.50 163461[0:Res:26.2,13090.1] || member(apply(choice,intersection(u,complement(intersection(v,w)))),w)* member(apply(choice,intersection(u,complement(intersection(v,w)))),v)* member(intersection(u,complement(intersection(v,w))),universal_class) -> equal(intersection(u,complement(intersection(v,w))),null_class).
% 299.86/300.50 163665[0:Res:26.2,13288.1] || member(apply(choice,intersection(complement(intersection(u,v)),w)),v)* member(apply(choice,intersection(complement(intersection(u,v)),w)),u)* member(intersection(complement(intersection(u,v)),w),universal_class) -> equal(intersection(complement(intersection(u,v)),w),null_class).
% 299.86/300.50 165563[0:Rew:48279.0,165428.2,48279.0,165428.0] || member(symmetric_difference(power_class(complement(power_class(u))),complement(v)),universal_class) subclass(union(image(element_relation,power_class(u)),v),w) -> equal(symmetric_difference(power_class(complement(power_class(u))),complement(v)),null_class) member(apply(choice,symmetric_difference(power_class(complement(power_class(u))),complement(v))),w)*.
% 299.86/300.50 165564[0:Rew:48063.0,165414.2,48063.0,165414.0] || member(symmetric_difference(complement(u),power_class(complement(power_class(v)))),universal_class) subclass(union(u,image(element_relation,power_class(v))),w) -> equal(symmetric_difference(complement(u),power_class(complement(power_class(v)))),null_class) member(apply(choice,symmetric_difference(complement(u),power_class(complement(power_class(v))))),w)*.
% 299.86/300.50 167857[0:Res:12960.4,12416.1] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,complement(intersection(w,x))) member(ordered_pair(v,u),union(w,x))* subclass(symmetric_difference(w,x),y)* -> member(ordered_pair(v,u),y)*.
% 299.86/300.50 168282[0:Res:285.1,78949.0] || -> subclass(restrict(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),x,y),z) member(not_subclass_element(restrict(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),x,y),z),complement(symmetric_difference(cross_product(u,v),w)))*.
% 299.86/300.50 168582[0:Res:285.1,79442.0] || -> subclass(restrict(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),x,y),z) member(not_subclass_element(restrict(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),x,y),z),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.86/300.50 171586[0:SpR:103452.0,47988.1] || member(u,universal_class) -> member(u,intersection(union(complement(union(v,w)),intersection(power_class(x),complement(y))),union(z,complement(power_class(x1)))))* member(u,union(intersection(union(v,w),union(complement(power_class(x)),y)),intersection(complement(z),power_class(x1)))).
% 299.86/300.50 171585[0:SpR:103451.0,47988.1] || member(u,universal_class) -> member(u,intersection(union(complement(union(v,w)),intersection(complement(x),power_class(y))),union(z,complement(power_class(x1)))))* member(u,union(intersection(union(v,w),union(x,complement(power_class(y)))),intersection(complement(z),power_class(x1)))).
% 299.86/300.50 171584[0:SpR:102668.0,47988.1] || member(u,universal_class) -> member(u,intersection(union(intersection(power_class(v),complement(w)),complement(union(x,y))),union(z,complement(power_class(x1)))))* member(u,union(intersection(union(complement(power_class(v)),w),union(x,y)),intersection(complement(z),power_class(x1)))).
% 299.86/300.50 171583[0:SpR:102667.0,47988.1] || member(u,universal_class) -> member(u,intersection(union(intersection(complement(v),power_class(w)),complement(union(x,y))),union(z,complement(power_class(x1)))))* member(u,union(intersection(union(v,complement(power_class(w))),union(x,y)),intersection(complement(z),power_class(x1)))).
% 299.86/300.50 171580[0:SpR:104284.0,47988.1] || member(u,universal_class) -> member(u,intersection(union(image(element_relation,union(v,w)),complement(union(x,y))),union(z,complement(power_class(x1)))))* member(u,union(intersection(power_class(complement(union(v,w))),union(x,y)),intersection(complement(z),power_class(x1)))).
% 299.86/300.50 171579[0:SpR:103019.0,47988.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),intersection(union(w,x),complement(y))),union(z,complement(power_class(x1)))))* member(u,union(intersection(power_class(v),union(complement(union(w,x)),y)),intersection(complement(z),power_class(x1)))).
% 299.86/300.50 171577[0:SpR:102583.0,47988.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),intersection(complement(w),union(x,y))),union(z,complement(power_class(x1)))))* member(u,union(intersection(power_class(v),union(w,complement(union(x,y)))),intersection(complement(z),power_class(x1)))).
% 299.86/300.50 171575[0:SpR:103205.0,47988.1] || member(u,universal_class) -> member(u,intersection(union(intersection(union(v,w),complement(x)),complement(power_class(y))),union(z,complement(power_class(x1)))))* member(u,union(intersection(union(complement(union(v,w)),x),power_class(y)),intersection(complement(z),power_class(x1)))).
% 299.86/300.50 171574[0:SpR:102866.0,47988.1] || member(u,universal_class) -> member(u,intersection(union(intersection(complement(v),union(w,x)),complement(power_class(y))),union(z,complement(power_class(x1)))))* member(u,union(intersection(union(v,complement(union(w,x))),power_class(y)),intersection(complement(z),power_class(x1)))).
% 299.86/300.50 171573[0:SpR:104283.0,47988.1] || member(u,universal_class) -> member(u,intersection(union(complement(union(v,w)),image(element_relation,union(x,y))),union(z,complement(power_class(x1)))))* member(u,union(intersection(union(v,w),power_class(complement(union(x,y)))),intersection(complement(z),power_class(x1)))).
% 299.86/300.50 171777[2:MRR:171660.0,12497.1] || -> member(regular(regular(intersection(complement(u),union(v,complement(power_class(w)))))),union(u,intersection(complement(v),power_class(w))))* equal(regular(intersection(complement(u),union(v,complement(power_class(w))))),null_class) equal(intersection(complement(u),union(v,complement(power_class(w)))),null_class).
% 299.86/300.50 171784[0:MRR:171783.0,12507.2] || member(union(u,complement(union(v,complement(power_class(w))))),universal_class) -> member(apply(choice,union(u,complement(union(v,complement(power_class(w)))))),union(u,intersection(complement(v),power_class(w))))* equal(union(u,complement(union(v,complement(power_class(w))))),null_class).
% 299.86/300.50 172341[0:SpR:103452.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),union(complement(union(x,y)),intersection(power_class(z),complement(x1)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(union(x,y),union(complement(power_class(z)),x1)))).
% 299.86/300.50 172340[0:SpR:103451.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),union(complement(union(x,y)),intersection(complement(z),power_class(x1)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(union(x,y),union(z,complement(power_class(x1)))))).
% 299.86/300.50 172339[0:SpR:102668.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),union(intersection(power_class(x),complement(y)),complement(union(z,x1)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(union(complement(power_class(x)),y),union(z,x1)))).
% 299.86/300.50 172338[0:SpR:102667.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),union(intersection(complement(x),power_class(y)),complement(union(z,x1)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(union(x,complement(power_class(y))),union(z,x1)))).
% 299.86/300.50 172335[0:SpR:104284.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),union(image(element_relation,union(x,y)),complement(union(z,x1)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(power_class(complement(union(x,y))),union(z,x1)))).
% 299.86/300.50 172334[0:SpR:103019.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),union(complement(power_class(x)),intersection(union(y,z),complement(x1)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(power_class(x),union(complement(union(y,z)),x1)))).
% 299.86/300.50 172332[0:SpR:102583.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),union(complement(power_class(x)),intersection(complement(y),union(z,x1)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(power_class(x),union(y,complement(union(z,x1)))))).
% 299.86/300.50 172330[0:SpR:103205.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),union(intersection(union(x,y),complement(z)),complement(power_class(x1)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(union(complement(union(x,y)),z),power_class(x1)))).
% 299.86/300.50 172329[0:SpR:102866.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),union(intersection(complement(x),union(y,z)),complement(power_class(x1)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(union(x,complement(union(y,z))),power_class(x1)))).
% 299.86/300.50 172328[0:SpR:104283.0,48008.1] || member(u,universal_class) -> member(u,intersection(union(v,complement(power_class(w))),union(complement(union(x,y)),image(element_relation,union(z,x1)))))* member(u,union(intersection(complement(v),power_class(w)),intersection(union(x,y),power_class(complement(union(z,x1)))))).
% 299.86/300.50 172571[2:MRR:172447.0,12497.1] || -> member(regular(regular(intersection(union(u,complement(power_class(v))),complement(w)))),union(intersection(complement(u),power_class(v)),w))* equal(regular(intersection(union(u,complement(power_class(v))),complement(w))),null_class) equal(intersection(union(u,complement(power_class(v))),complement(w)),null_class).
% 299.86/300.50 172578[0:MRR:172577.0,12507.2] || member(union(complement(union(u,complement(power_class(v)))),w),universal_class) -> member(apply(choice,union(complement(union(u,complement(power_class(v)))),w)),union(intersection(complement(u),power_class(v)),w))* equal(union(complement(union(u,complement(power_class(v)))),w),null_class).
% 299.86/300.50 172928[0:SpR:103452.0,48037.1] || member(u,universal_class) -> member(u,intersection(union(complement(union(v,w)),intersection(power_class(x),complement(y))),union(complement(power_class(z)),x1)))* member(u,union(intersection(union(v,w),union(complement(power_class(x)),y)),intersection(power_class(z),complement(x1)))).
% 299.86/300.50 172927[0:SpR:103451.0,48037.1] || member(u,universal_class) -> member(u,intersection(union(complement(union(v,w)),intersection(complement(x),power_class(y))),union(complement(power_class(z)),x1)))* member(u,union(intersection(union(v,w),union(x,complement(power_class(y)))),intersection(power_class(z),complement(x1)))).
% 299.86/300.50 172926[0:SpR:102668.0,48037.1] || member(u,universal_class) -> member(u,intersection(union(intersection(power_class(v),complement(w)),complement(union(x,y))),union(complement(power_class(z)),x1)))* member(u,union(intersection(union(complement(power_class(v)),w),union(x,y)),intersection(power_class(z),complement(x1)))).
% 299.86/300.50 172925[0:SpR:102667.0,48037.1] || member(u,universal_class) -> member(u,intersection(union(intersection(complement(v),power_class(w)),complement(union(x,y))),union(complement(power_class(z)),x1)))* member(u,union(intersection(union(v,complement(power_class(w))),union(x,y)),intersection(power_class(z),complement(x1)))).
% 299.86/300.50 172922[0:SpR:104284.0,48037.1] || member(u,universal_class) -> member(u,intersection(union(image(element_relation,union(v,w)),complement(union(x,y))),union(complement(power_class(z)),x1)))* member(u,union(intersection(power_class(complement(union(v,w))),union(x,y)),intersection(power_class(z),complement(x1)))).
% 299.86/300.50 172921[0:SpR:103019.0,48037.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),intersection(union(w,x),complement(y))),union(complement(power_class(z)),x1)))* member(u,union(intersection(power_class(v),union(complement(union(w,x)),y)),intersection(power_class(z),complement(x1)))).
% 299.86/300.50 172919[0:SpR:102583.0,48037.1] || member(u,universal_class) -> member(u,intersection(union(complement(power_class(v)),intersection(complement(w),union(x,y))),union(complement(power_class(z)),x1)))* member(u,union(intersection(power_class(v),union(w,complement(union(x,y)))),intersection(power_class(z),complement(x1)))).
% 299.86/300.50 172917[0:SpR:103205.0,48037.1] || member(u,universal_class) -> member(u,intersection(union(intersection(union(v,w),complement(x)),complement(power_class(y))),union(complement(power_class(z)),x1)))* member(u,union(intersection(union(complement(union(v,w)),x),power_class(y)),intersection(power_class(z),complement(x1)))).
% 299.86/300.50 172916[0:SpR:102866.0,48037.1] || member(u,universal_class) -> member(u,intersection(union(intersection(complement(v),union(w,x)),complement(power_class(y))),union(complement(power_class(z)),x1)))* member(u,union(intersection(union(v,complement(union(w,x))),power_class(y)),intersection(power_class(z),complement(x1)))).
% 299.86/300.50 172915[0:SpR:104283.0,48037.1] || member(u,universal_class) -> member(u,intersection(union(complement(union(v,w)),image(element_relation,union(x,y))),union(complement(power_class(z)),x1)))* member(u,union(intersection(union(v,w),power_class(complement(union(x,y)))),intersection(power_class(z),complement(x1)))).
% 299.86/300.50 173127[2:MRR:173002.0,12497.1] || -> member(regular(regular(intersection(complement(u),union(complement(power_class(v)),w)))),union(u,intersection(power_class(v),complement(w))))* equal(regular(intersection(complement(u),union(complement(power_class(v)),w))),null_class) equal(intersection(complement(u),union(complement(power_class(v)),w)),null_class).
% 299.86/300.50 173134[0:MRR:173133.0,12507.2] || member(union(u,complement(union(complement(power_class(v)),w))),universal_class) -> member(apply(choice,union(u,complement(union(complement(power_class(v)),w)))),union(u,intersection(power_class(v),complement(w))))* equal(union(u,complement(union(complement(power_class(v)),w))),null_class).
% 299.86/300.50 13841[0:Res:11931.0,62.0] || member(ordered_pair(u,not_subclass_element(v,complement(image(w,image(x,singleton(u)))))),cross_product(universal_class,universal_class))* -> subclass(v,complement(image(w,image(x,singleton(u))))) member(ordered_pair(u,not_subclass_element(v,complement(image(w,image(x,singleton(u)))))),compose(w,x))*.
% 299.86/300.50 13906[0:SpR:823.1,1068.3] || member(second(regular(cross_product(u,v))),universal_class)* member(first(regular(cross_product(u,v))),universal_class) equal(successor(first(regular(cross_product(u,v)))),second(regular(cross_product(u,v)))) -> equal(cross_product(u,v),null_class) member(regular(cross_product(u,v)),successor_relation).
% 299.86/300.50 14557[0:Res:61.1,894.0] || member(ordered_pair(u,not_subclass_element(v,intersection(w,image(x,image(y,singleton(u)))))),compose(x,y))* member(not_subclass_element(v,intersection(w,image(x,image(y,singleton(u))))),w)* -> subclass(v,intersection(w,image(x,image(y,singleton(u))))).
% 299.86/300.50 18500[4:Rew:17265.0,17402.2,17265.0,17402.2,17265.0,17402.1,17265.0,17402.1] single_valued_class(restrict(u,v,universal_class)) || subclass(image(u,v),cantor(cantor(w))) equal(cantor(cantor(x)),cantor(restrict(u,v,universal_class))) equal(restrict(u,v,universal_class),cross_product(universal_class,universal_class)) -> compatible(restrict(u,v,universal_class),x,w)*.
% 299.86/300.50 60611[0:Res:13412.1,894.0] || member(not_subclass_element(u,intersection(v,intersection(w,x))),union(w,x)) member(not_subclass_element(u,intersection(v,intersection(w,x))),v)* -> member(not_subclass_element(u,intersection(v,intersection(w,x))),symmetric_difference(w,x))* subclass(u,intersection(v,intersection(w,x))).
% 299.86/300.50 62799[0:Rew:48835.0,62727.2,48835.0,62727.0] || member(union(complement(power_class(u)),image(element_relation,power_class(v))),universal_class) member(apply(choice,union(complement(power_class(u)),image(element_relation,power_class(v)))),intersection(power_class(u),power_class(complement(power_class(v)))))* -> equal(union(complement(power_class(u)),image(element_relation,power_class(v))),null_class).
% 299.86/300.50 63259[0:Rew:48838.0,63186.2,48838.0,63186.0] || member(union(image(element_relation,power_class(u)),complement(power_class(v))),universal_class) member(apply(choice,union(image(element_relation,power_class(u)),complement(power_class(v)))),intersection(power_class(complement(power_class(u))),power_class(v)))* -> equal(union(image(element_relation,power_class(u)),complement(power_class(v))),null_class).
% 299.86/300.50 72327[0:Res:3147.1,885.1] || member(regular(intersection(u,restrict(complement(intersection(v,w)),x,y))),union(v,w)) -> equal(intersection(u,restrict(complement(intersection(v,w)),x,y)),null_class) member(regular(intersection(u,restrict(complement(intersection(v,w)),x,y))),symmetric_difference(v,w))*.
% 299.86/300.50 72563[0:Res:3319.1,885.1] || member(regular(intersection(restrict(complement(intersection(u,v)),w,x),y)),union(u,v)) -> equal(intersection(restrict(complement(intersection(u,v)),w,x),y),null_class) member(regular(intersection(restrict(complement(intersection(u,v)),w,x),y)),symmetric_difference(u,v))*.
% 299.86/300.50 80301[4:Rew:80005.0,80070.1] || -> subclass(symmetric_difference(complement(symmetric_difference(u,v)),union(union(u,v),complement(intersection(u,v)))),w) member(not_subclass_element(symmetric_difference(complement(symmetric_difference(u,v)),union(union(u,v),complement(intersection(u,v)))),w),complement(symmetric_difference(union(u,v),complement(intersection(u,v)))))*.
% 299.86/300.50 80302[0:Rew:80005.0,80071.1,80146.0,80071.1,80146.0,80071.0] || member(not_subclass_element(union(union(u,v),complement(intersection(u,v))),symmetric_difference(union(u,v),complement(intersection(u,v)))),complement(symmetric_difference(u,v)))* -> subclass(union(union(u,v),complement(intersection(u,v))),symmetric_difference(union(u,v),complement(intersection(u,v)))).
% 299.86/300.50 80628[0:Rew:80566.0,80067.0] || -> equal(intersection(complement(symmetric_difference(complement(power_class(complement(power_class(u)))),v)),union(union(image(element_relation,power_class(u)),v),complement(intersection(complement(power_class(complement(power_class(u)))),v)))),symmetric_difference(union(image(element_relation,power_class(u)),v),complement(intersection(complement(power_class(complement(power_class(u)))),v))))**.
% 299.86/300.50 80631[0:Rew:80566.0,80066.0] || -> equal(intersection(complement(symmetric_difference(u,complement(power_class(complement(power_class(v)))))),union(union(u,image(element_relation,power_class(v))),complement(intersection(u,complement(power_class(complement(power_class(v)))))))),symmetric_difference(union(u,image(element_relation,power_class(v))),complement(intersection(u,complement(power_class(complement(power_class(v))))))))**.
% 299.86/300.50 83415[4:Res:30965.1,20.0] || member(union(null_class,cross_product(u,v)),universal_class) -> equal(union(null_class,cross_product(u,v)),null_class) equal(ordered_pair(first(apply(choice,union(null_class,cross_product(u,v)))),second(apply(choice,union(null_class,cross_product(u,v))))),apply(choice,union(null_class,cross_product(u,v))))**.
% 299.86/300.50 88930[2:Res:47997.1,12576.0] || member(apply(choice,regular(intersection(complement(u),power_class(v)))),universal_class) -> member(apply(choice,regular(intersection(complement(u),power_class(v)))),union(u,complement(power_class(v))))* equal(regular(intersection(complement(u),power_class(v))),null_class) equal(intersection(complement(u),power_class(v)),null_class).
% 299.86/300.50 89348[2:Res:48186.1,12576.0] || member(apply(choice,regular(intersection(power_class(u),complement(v)))),universal_class) -> member(apply(choice,regular(intersection(power_class(u),complement(v)))),union(complement(power_class(u)),v))* equal(regular(intersection(power_class(u),complement(v))),null_class) equal(intersection(power_class(u),complement(v)),null_class).
% 299.86/300.51 104812[0:Rew:48874.0,102249.1] || member(not_subclass_element(intersection(union(complement(power_class(u)),intersection(power_class(v),complement(w))),complement(x)),y),union(intersection(power_class(u),union(complement(power_class(v)),w)),x))* -> subclass(intersection(union(complement(power_class(u)),intersection(power_class(v),complement(w))),complement(x)),y).
% 299.86/300.51 104813[0:Rew:48870.0,102248.1] || member(not_subclass_element(intersection(union(complement(power_class(u)),intersection(complement(v),power_class(w))),complement(x)),y),union(intersection(power_class(u),union(v,complement(power_class(w)))),x))* -> subclass(intersection(union(complement(power_class(u)),intersection(complement(v),power_class(w))),complement(x)),y).
% 299.86/300.51 104814[0:Rew:48872.0,102247.1] || member(not_subclass_element(intersection(union(intersection(power_class(u),complement(v)),complement(power_class(w))),complement(x)),y),union(intersection(union(complement(power_class(u)),v),power_class(w)),x))* -> subclass(intersection(union(intersection(power_class(u),complement(v)),complement(power_class(w))),complement(x)),y).
% 299.86/300.51 104815[0:Rew:48871.0,102246.1] || member(not_subclass_element(intersection(union(intersection(complement(u),power_class(v)),complement(power_class(w))),complement(x)),y),union(intersection(union(u,complement(power_class(v))),power_class(w)),x))* -> subclass(intersection(union(intersection(complement(u),power_class(v)),complement(power_class(w))),complement(x)),y).
% 299.86/300.51 104816[0:Rew:48874.0,102221.1] || member(not_subclass_element(intersection(complement(u),union(complement(power_class(v)),intersection(power_class(w),complement(x)))),y),union(u,intersection(power_class(v),union(complement(power_class(w)),x))))* -> subclass(intersection(complement(u),union(complement(power_class(v)),intersection(power_class(w),complement(x)))),y).
% 299.86/300.51 104817[0:Rew:48870.0,102220.1] || member(not_subclass_element(intersection(complement(u),union(complement(power_class(v)),intersection(complement(w),power_class(x)))),y),union(u,intersection(power_class(v),union(w,complement(power_class(x))))))* -> subclass(intersection(complement(u),union(complement(power_class(v)),intersection(complement(w),power_class(x)))),y).
% 299.86/300.51 104818[0:Rew:48872.0,102219.1] || member(not_subclass_element(intersection(complement(u),union(intersection(power_class(v),complement(w)),complement(power_class(x)))),y),union(u,intersection(union(complement(power_class(v)),w),power_class(x))))* -> subclass(intersection(complement(u),union(intersection(power_class(v),complement(w)),complement(power_class(x)))),y).
% 299.86/300.51 104819[0:Rew:48871.0,102218.1] || member(not_subclass_element(intersection(complement(u),union(intersection(complement(v),power_class(w)),complement(power_class(x)))),y),union(u,intersection(union(v,complement(power_class(w))),power_class(x))))* -> subclass(intersection(complement(u),union(intersection(complement(v),power_class(w)),complement(power_class(x)))),y).
% 299.86/300.51 104833[2:Rew:102293.0,103268.2,102293.0,103268.1,102293.0,103268.0] || member(apply(choice,regular(power_class(complement(union(u,v))))),universal_class) -> member(apply(choice,regular(power_class(complement(union(u,v))))),image(element_relation,union(u,v)))* equal(regular(power_class(complement(union(u,v)))),null_class) equal(power_class(complement(union(u,v))),null_class).
% 299.86/300.51 113482[2:Res:102303.1,12576.0] || member(apply(choice,regular(image(element_relation,union(u,v)))),universal_class) -> member(apply(choice,regular(image(element_relation,union(u,v)))),power_class(complement(union(u,v))))* equal(regular(image(element_relation,union(u,v))),null_class) equal(image(element_relation,union(u,v)),null_class).
% 299.86/300.51 133208[4:Res:123484.0,10200.1] || member(regular(union(null_class,complement(intersection(complement(compose(element_relation,universal_class)),u)))),universal_class) member(apply(choice,regular(union(null_class,complement(intersection(complement(compose(element_relation,universal_class)),u))))),element_relation)* -> equal(regular(union(null_class,complement(intersection(complement(compose(element_relation,universal_class)),u)))),null_class).
% 299.86/300.51 133207[4:Res:124223.0,10200.1] || member(regular(union(null_class,complement(intersection(u,complement(compose(element_relation,universal_class)))))),universal_class) member(apply(choice,regular(union(null_class,complement(intersection(u,complement(compose(element_relation,universal_class))))))),element_relation)* -> equal(regular(union(null_class,complement(intersection(u,complement(compose(element_relation,universal_class)))))),null_class).
% 299.86/300.51 133196[4:Res:126047.0,10200.1] || member(union(null_class,intersection(intersection(u,complement(compose(element_relation,universal_class))),v)),universal_class) member(apply(choice,union(null_class,intersection(intersection(u,complement(compose(element_relation,universal_class))),v))),element_relation)* -> equal(union(null_class,intersection(intersection(u,complement(compose(element_relation,universal_class))),v)),null_class).
% 299.86/300.51 133195[4:Res:123479.0,10200.1] || member(union(null_class,intersection(intersection(complement(compose(element_relation,universal_class)),u),v)),universal_class) member(apply(choice,union(null_class,intersection(intersection(complement(compose(element_relation,universal_class)),u),v))),element_relation)* -> equal(union(null_class,intersection(intersection(complement(compose(element_relation,universal_class)),u),v)),null_class).
% 299.86/300.51 133194[4:Res:126557.0,10200.1] || member(union(null_class,intersection(u,intersection(v,complement(compose(element_relation,universal_class))))),universal_class) member(apply(choice,union(null_class,intersection(u,intersection(v,complement(compose(element_relation,universal_class)))))),element_relation)* -> equal(union(null_class,intersection(u,intersection(v,complement(compose(element_relation,universal_class))))),null_class).
% 299.86/300.51 133193[4:Res:123529.0,10200.1] || member(union(null_class,intersection(u,intersection(complement(compose(element_relation,universal_class)),v))),universal_class) member(apply(choice,union(null_class,intersection(u,intersection(complement(compose(element_relation,universal_class)),v)))),element_relation)* -> equal(union(null_class,intersection(u,intersection(complement(compose(element_relation,universal_class)),v))),null_class).
% 299.86/300.51 133234[4:Rew:80005.0,133191.2,80005.0,133191.1,80005.0,133191.0] || member(union(null_class,intersection(u,union(null_class,complement(compose(element_relation,universal_class))))),universal_class) member(apply(choice,union(null_class,intersection(u,union(null_class,complement(compose(element_relation,universal_class)))))),element_relation)* -> equal(union(null_class,intersection(u,union(null_class,complement(compose(element_relation,universal_class))))),null_class).
% 299.86/300.51 133235[4:Rew:80005.0,133188.2,80005.0,133188.1,80005.0,133188.0] || member(union(null_class,intersection(union(null_class,complement(compose(element_relation,universal_class))),u)),universal_class) member(apply(choice,union(null_class,intersection(union(null_class,complement(compose(element_relation,universal_class))),u))),element_relation)* -> equal(union(null_class,intersection(union(null_class,complement(compose(element_relation,universal_class))),u)),null_class).
% 299.86/300.51 133180[4:Res:126220.0,10200.1] || member(intersection(union(null_class,intersection(u,complement(compose(element_relation,universal_class)))),v),universal_class) member(apply(choice,intersection(union(null_class,intersection(u,complement(compose(element_relation,universal_class)))),v)),element_relation)* -> equal(intersection(union(null_class,intersection(u,complement(compose(element_relation,universal_class)))),v),null_class).
% 299.86/300.51 133236[4:Rew:80005.0,133178.2,80005.0,133178.1,80005.0,133178.0] || member(intersection(intersection(u,union(null_class,complement(compose(element_relation,universal_class)))),v),universal_class) member(apply(choice,intersection(intersection(u,union(null_class,complement(compose(element_relation,universal_class)))),v)),element_relation)* -> equal(intersection(intersection(u,union(null_class,complement(compose(element_relation,universal_class)))),v),null_class).
% 299.86/300.51 133173[4:Res:123520.0,10200.1] || member(intersection(u,union(null_class,intersection(complement(compose(element_relation,universal_class)),v))),universal_class) member(apply(choice,intersection(u,union(null_class,intersection(complement(compose(element_relation,universal_class)),v)))),element_relation)* -> equal(intersection(u,union(null_class,intersection(complement(compose(element_relation,universal_class)),v))),null_class).
% 299.86/300.51 133237[4:Rew:80005.0,133168.2,80005.0,133168.1,80005.0,133168.0] || member(intersection(u,intersection(union(null_class,complement(compose(element_relation,universal_class))),v)),universal_class) member(apply(choice,intersection(u,intersection(union(null_class,complement(compose(element_relation,universal_class))),v))),element_relation)* -> equal(intersection(u,intersection(union(null_class,complement(compose(element_relation,universal_class))),v)),null_class).
% 299.86/300.51 133164[4:Res:123491.0,10200.1] || member(intersection(union(null_class,intersection(complement(compose(element_relation,universal_class)),u)),v),universal_class) member(apply(choice,intersection(union(null_class,intersection(complement(compose(element_relation,universal_class)),u)),v)),element_relation)* -> equal(intersection(union(null_class,intersection(complement(compose(element_relation,universal_class)),u)),v),null_class).
% 299.86/300.51 133238[4:Rew:80005.0,133162.2,80005.0,133162.1,80005.0,133162.0] || member(intersection(intersection(union(null_class,complement(compose(element_relation,universal_class))),u),v),universal_class) member(apply(choice,intersection(intersection(union(null_class,complement(compose(element_relation,universal_class))),u),v)),element_relation)* -> equal(intersection(intersection(union(null_class,complement(compose(element_relation,universal_class))),u),v),null_class).
% 299.86/300.51 133159[4:Res:126395.0,10200.1] || member(intersection(u,union(null_class,intersection(v,complement(compose(element_relation,universal_class))))),universal_class) member(apply(choice,intersection(u,union(null_class,intersection(v,complement(compose(element_relation,universal_class)))))),element_relation)* -> equal(intersection(u,union(null_class,intersection(v,complement(compose(element_relation,universal_class))))),null_class).
% 299.86/300.51 133239[4:Rew:80005.0,133157.2,80005.0,133157.1,80005.0,133157.0] || member(intersection(u,intersection(v,union(null_class,complement(compose(element_relation,universal_class))))),universal_class) member(apply(choice,intersection(u,intersection(v,union(null_class,complement(compose(element_relation,universal_class)))))),element_relation)* -> equal(intersection(u,intersection(v,union(null_class,complement(compose(element_relation,universal_class))))),null_class).
% 299.86/300.51 133149[4:Res:123909.0,10200.1] || member(complement(successor(complement(restrict(complement(compose(element_relation,universal_class)),u,v)))),universal_class) member(apply(choice,complement(successor(complement(restrict(complement(compose(element_relation,universal_class)),u,v))))),element_relation)* -> equal(complement(successor(complement(restrict(complement(compose(element_relation,universal_class)),u,v)))),null_class).
% 299.86/300.51 141312[4:Res:123475.0,10200.1] || member(intersection(intersection(intersection(complement(compose(element_relation,universal_class)),u),v),w),universal_class) member(apply(choice,intersection(intersection(intersection(complement(compose(element_relation,universal_class)),u),v),w)),element_relation)* -> equal(intersection(intersection(intersection(complement(compose(element_relation,universal_class)),u),v),w),null_class).
% 299.86/300.51 141673[4:Res:123485.0,10200.1] || member(intersection(u,intersection(v,intersection(complement(compose(element_relation,universal_class)),w))),universal_class) member(apply(choice,intersection(u,intersection(v,intersection(complement(compose(element_relation,universal_class)),w)))),element_relation)* -> equal(intersection(u,intersection(v,intersection(complement(compose(element_relation,universal_class)),w))),null_class).
% 299.86/300.51 141915[4:Res:123517.0,10200.1] || member(intersection(u,intersection(intersection(complement(compose(element_relation,universal_class)),v),w)),universal_class) member(apply(choice,intersection(u,intersection(intersection(complement(compose(element_relation,universal_class)),v),w))),element_relation)* -> equal(intersection(u,intersection(intersection(complement(compose(element_relation,universal_class)),v),w)),null_class).
% 299.86/300.51 142162[4:Res:123525.0,10200.1] || member(intersection(intersection(u,intersection(complement(compose(element_relation,universal_class)),v)),w),universal_class) member(apply(choice,intersection(intersection(u,intersection(complement(compose(element_relation,universal_class)),v)),w)),element_relation)* -> equal(intersection(intersection(u,intersection(complement(compose(element_relation,universal_class)),v)),w),null_class).
% 299.86/300.51 142810[4:Res:127908.0,10200.1] || member(intersection(intersection(intersection(u,complement(compose(element_relation,universal_class))),v),w),universal_class) member(apply(choice,intersection(intersection(intersection(u,complement(compose(element_relation,universal_class))),v),w)),element_relation)* -> equal(intersection(intersection(intersection(u,complement(compose(element_relation,universal_class))),v),w),null_class).
% 299.86/300.51 143053[4:Res:127918.0,10200.1] || member(intersection(u,intersection(v,intersection(w,complement(compose(element_relation,universal_class))))),universal_class) member(apply(choice,intersection(u,intersection(v,intersection(w,complement(compose(element_relation,universal_class)))))),element_relation)* -> equal(intersection(u,intersection(v,intersection(w,complement(compose(element_relation,universal_class))))),null_class).
% 299.86/300.51 143295[4:Res:127954.0,10200.1] || member(intersection(u,intersection(intersection(v,complement(compose(element_relation,universal_class))),w)),universal_class) member(apply(choice,intersection(u,intersection(intersection(v,complement(compose(element_relation,universal_class))),w))),element_relation)* -> equal(intersection(u,intersection(intersection(v,complement(compose(element_relation,universal_class))),w)),null_class).
% 299.86/300.51 143542[4:Res:127963.0,10200.1] || member(intersection(intersection(u,intersection(v,complement(compose(element_relation,universal_class)))),w),universal_class) member(apply(choice,intersection(intersection(u,intersection(v,complement(compose(element_relation,universal_class)))),w)),element_relation)* -> equal(intersection(intersection(u,intersection(v,complement(compose(element_relation,universal_class)))),w),null_class).
% 299.86/300.51 143782[4:Res:58786.0,10200.1] || member(restrict(restrict(complement(compose(element_relation,universal_class)),u,v),w,x),universal_class) member(apply(choice,restrict(restrict(complement(compose(element_relation,universal_class)),u,v),w,x)),element_relation)* -> equal(restrict(restrict(complement(compose(element_relation,universal_class)),u,v),w,x),null_class).
% 299.86/300.51 145673[0:MRR:145551.0,12502.1] || member(not_subclass_element(u,intersection(v,intersection(complement(w),union(x,y)))),v)* -> member(not_subclass_element(u,intersection(v,intersection(complement(w),union(x,y)))),union(w,complement(union(x,y))))* subclass(u,intersection(v,intersection(complement(w),union(x,y)))).
% 299.86/300.51 146278[0:Rew:80566.0,146025.0] || member(u,symmetric_difference(complement(symmetric_difference(complement(v),union(w,x))),union(union(v,complement(union(w,x))),union(complement(v),union(w,x)))))* -> member(u,complement(symmetric_difference(union(v,complement(union(w,x))),union(complement(v),union(w,x))))).
% 299.86/300.51 146289[0:Rew:104218.0,146026.2,104218.0,146026.1] || member(not_subclass_element(u,symmetric_difference(complement(v),union(w,x))),union(complement(v),union(w,x)))* member(not_subclass_element(u,symmetric_difference(complement(v),union(w,x))),union(v,complement(union(w,x)))) -> subclass(u,symmetric_difference(complement(v),union(w,x))).
% 299.86/300.51 146583[0:MRR:146458.0,12502.1] || member(not_subclass_element(u,intersection(v,intersection(union(w,x),complement(y)))),v)* -> member(not_subclass_element(u,intersection(v,intersection(union(w,x),complement(y)))),union(complement(union(w,x)),y))* subclass(u,intersection(v,intersection(union(w,x),complement(y)))).
% 299.86/300.51 147228[0:Rew:80566.0,146944.0] || member(u,symmetric_difference(complement(symmetric_difference(union(v,w),complement(x))),union(union(union(v,w),complement(x)),union(complement(union(v,w)),x))))* -> member(u,complement(symmetric_difference(union(union(v,w),complement(x)),union(complement(union(v,w)),x)))).
% 299.86/300.51 147239[0:Rew:103225.0,146945.2,103225.0,146945.1] || member(not_subclass_element(u,symmetric_difference(union(v,w),complement(x))),union(complement(union(v,w)),x))* member(not_subclass_element(u,symmetric_difference(union(v,w),complement(x))),union(union(v,w),complement(x))) -> subclass(u,symmetric_difference(union(v,w),complement(x))).
% 299.86/300.51 149094[4:MRR:148993.3,149024.1] || member(apply(choice,regular(intersection(complement(u),power_class(complement(power_class(v)))))),universal_class) -> member(apply(choice,regular(intersection(complement(u),power_class(complement(power_class(v)))))),union(u,image(element_relation,power_class(v))))* equal(regular(intersection(complement(u),power_class(complement(power_class(v))))),null_class).
% 299.86/300.51 149099[2:MRR:149036.0,12502.1] || -> member(not_subclass_element(intersection(regular(intersection(complement(u),power_class(complement(power_class(v))))),w),x),union(u,image(element_relation,power_class(v))))* subclass(intersection(regular(intersection(complement(u),power_class(complement(power_class(v))))),w),x) equal(intersection(complement(u),power_class(complement(power_class(v)))),null_class).
% 299.86/300.51 149100[2:MRR:149034.0,12502.1] || -> member(not_subclass_element(intersection(u,regular(intersection(complement(v),power_class(complement(power_class(w)))))),x),union(v,image(element_relation,power_class(w))))* subclass(intersection(u,regular(intersection(complement(v),power_class(complement(power_class(w)))))),x) equal(intersection(complement(v),power_class(complement(power_class(w)))),null_class).
% 299.86/300.51 149308[4:MRR:149206.3,149237.1] || member(apply(choice,regular(intersection(power_class(complement(power_class(u))),complement(v)))),universal_class) -> member(apply(choice,regular(intersection(power_class(complement(power_class(u))),complement(v)))),union(image(element_relation,power_class(u)),v))* equal(regular(intersection(power_class(complement(power_class(u))),complement(v))),null_class).
% 299.86/300.51 149313[2:MRR:149249.0,12502.1] || -> member(not_subclass_element(intersection(regular(intersection(power_class(complement(power_class(u))),complement(v))),w),x),union(image(element_relation,power_class(u)),v))* subclass(intersection(regular(intersection(power_class(complement(power_class(u))),complement(v))),w),x) equal(intersection(power_class(complement(power_class(u))),complement(v)),null_class).
% 299.86/300.51 149314[2:MRR:149247.0,12502.1] || -> member(not_subclass_element(intersection(u,regular(intersection(power_class(complement(power_class(v))),complement(w)))),x),union(image(element_relation,power_class(v)),w))* subclass(intersection(u,regular(intersection(power_class(complement(power_class(v))),complement(w)))),x) equal(intersection(power_class(complement(power_class(v))),complement(w)),null_class).
% 299.86/300.51 149764[0:Res:73.2,47989.0] || member(intersection(complement(u),union(v,complement(power_class(w)))),universal_class) member(apply(choice,intersection(complement(u),union(v,complement(power_class(w))))),union(u,intersection(complement(v),power_class(w))))* -> equal(intersection(complement(u),union(v,complement(power_class(w)))),null_class).
% 299.86/300.51 150101[0:Res:73.2,48009.0] || member(intersection(union(u,complement(power_class(v))),complement(w)),universal_class) member(apply(choice,intersection(union(u,complement(power_class(v))),complement(w))),union(intersection(complement(u),power_class(v)),w))* -> equal(intersection(union(u,complement(power_class(v))),complement(w)),null_class).
% 299.86/300.51 150437[0:Res:73.2,48038.0] || member(intersection(complement(u),union(complement(power_class(v)),w)),universal_class) member(apply(choice,intersection(complement(u),union(complement(power_class(v)),w))),union(u,intersection(power_class(v),complement(w))))* -> equal(intersection(complement(u),union(complement(power_class(v)),w)),null_class).
% 299.86/300.51 150678[0:Res:73.2,48198.0] || member(intersection(union(complement(power_class(u)),v),complement(w)),universal_class) member(apply(choice,intersection(union(complement(power_class(u)),v),complement(w))),union(intersection(power_class(u),complement(v)),w))* -> equal(intersection(union(complement(power_class(u)),v),complement(w)),null_class).
% 299.86/300.51 151939[0:Res:73.2,102607.0] || member(intersection(complement(u),power_class(complement(union(v,w)))),universal_class) member(apply(choice,intersection(complement(u),power_class(complement(union(v,w))))),union(u,image(element_relation,union(v,w))))* -> equal(intersection(complement(u),power_class(complement(union(v,w)))),null_class).
% 299.86/300.51 153959[0:Res:73.2,102909.0] || member(intersection(power_class(complement(union(u,v))),complement(w)),universal_class) member(apply(choice,intersection(power_class(complement(union(u,v))),complement(w))),union(image(element_relation,union(u,v)),w))* -> equal(intersection(power_class(complement(union(u,v))),complement(w)),null_class).
% 299.86/300.51 158462[0:Res:9363.2,3144.0] || member(regular(intersection(u,complement(symmetric_difference(complement(v),complement(w))))),union(complement(v),complement(w)))* member(regular(intersection(u,complement(symmetric_difference(complement(v),complement(w))))),union(v,w)) -> equal(intersection(u,complement(symmetric_difference(complement(v),complement(w)))),null_class).
% 299.86/300.51 158460[0:Res:9363.2,3316.0] || member(regular(intersection(complement(symmetric_difference(complement(u),complement(v))),w)),union(complement(u),complement(v)))* member(regular(intersection(complement(symmetric_difference(complement(u),complement(v))),w)),union(u,v)) -> equal(intersection(complement(symmetric_difference(complement(u),complement(v))),w),null_class).
% 299.86/300.51 158578[4:MRR:158463.3,158458.2] || member(regular(intersection(u,regular(symmetric_difference(complement(v),complement(w))))),union(complement(v),complement(w)))* member(regular(intersection(u,regular(symmetric_difference(complement(v),complement(w))))),union(v,w)) -> equal(intersection(u,regular(symmetric_difference(complement(v),complement(w)))),null_class).
% 299.86/300.51 158579[4:MRR:158461.3,158458.2] || member(regular(intersection(regular(symmetric_difference(complement(u),complement(v))),w)),union(complement(u),complement(v)))* member(regular(intersection(regular(symmetric_difference(complement(u),complement(v))),w)),union(u,v)) -> equal(intersection(regular(symmetric_difference(complement(u),complement(v))),w),null_class).
% 299.86/300.51 162600[0:SpR:48838.0,48063.0] || -> equal(intersection(union(intersection(power_class(complement(power_class(u))),power_class(v)),image(element_relation,power_class(w))),union(union(image(element_relation,power_class(u)),complement(power_class(v))),power_class(complement(power_class(w))))),symmetric_difference(union(image(element_relation,power_class(u)),complement(power_class(v))),power_class(complement(power_class(w)))))**.
% 299.86/300.51 162598[0:SpR:48835.0,48063.0] || -> equal(intersection(union(intersection(power_class(u),power_class(complement(power_class(v)))),image(element_relation,power_class(w))),union(union(complement(power_class(u)),image(element_relation,power_class(v))),power_class(complement(power_class(w))))),symmetric_difference(union(complement(power_class(u)),image(element_relation,power_class(v))),power_class(complement(power_class(w)))))**.
% 299.86/300.51 162448[0:SpR:48063.0,3413.1] || -> equal(symmetric_difference(union(u,image(element_relation,power_class(v))),union(complement(u),power_class(complement(power_class(v))))),null_class) member(regular(symmetric_difference(union(u,image(element_relation,power_class(v))),union(complement(u),power_class(complement(power_class(v)))))),complement(symmetric_difference(complement(u),power_class(complement(power_class(v))))))*.
% 299.86/300.51 163053[0:SpR:48838.0,48279.0] || -> equal(intersection(union(image(element_relation,power_class(u)),intersection(power_class(complement(power_class(v))),power_class(w))),union(power_class(complement(power_class(u))),union(image(element_relation,power_class(v)),complement(power_class(w))))),symmetric_difference(power_class(complement(power_class(u))),union(image(element_relation,power_class(v)),complement(power_class(w)))))**.
% 299.86/300.51 163051[0:SpR:48835.0,48279.0] || -> equal(intersection(union(image(element_relation,power_class(u)),intersection(power_class(v),power_class(complement(power_class(w))))),union(power_class(complement(power_class(u))),union(complement(power_class(v)),image(element_relation,power_class(w))))),symmetric_difference(power_class(complement(power_class(u))),union(complement(power_class(v)),image(element_relation,power_class(w)))))**.
% 299.86/300.51 162916[0:SpR:48279.0,3413.1] || -> equal(symmetric_difference(union(image(element_relation,power_class(u)),v),union(power_class(complement(power_class(u))),complement(v))),null_class) member(regular(symmetric_difference(union(image(element_relation,power_class(u)),v),union(power_class(complement(power_class(u))),complement(v)))),complement(symmetric_difference(power_class(complement(power_class(u))),complement(v))))*.
% 299.86/300.51 165560[0:Rew:77631.0,165419.2,77631.0,165419.0] || member(symmetric_difference(union(u,v),complement(intersection(u,v))),universal_class) subclass(complement(symmetric_difference(u,v)),w) -> equal(symmetric_difference(union(u,v),complement(intersection(u,v))),null_class) member(apply(choice,symmetric_difference(union(u,v),complement(intersection(u,v)))),w)*.
% 299.86/300.51 165704[4:SpL:823.1,17409.1] || member(first(regular(cross_product(u,v))),universal_class) member(regular(cross_product(u,v)),compose(w,x))* -> equal(cross_product(u,v),null_class) member(first(regular(cross_product(u,v))),cantor(x))* member(second(regular(cross_product(u,v))),image(w,range_of(null_class)))*.
% 299.86/300.51 167299[4:Rew:80005.0,167261.1,80005.0,167261.0] || -> subclass(intersection(u,union(null_class,cross_product(v,w))),x) equal(ordered_pair(first(not_subclass_element(intersection(u,union(null_class,cross_product(v,w))),x)),second(not_subclass_element(intersection(u,union(null_class,cross_product(v,w))),x))),not_subclass_element(intersection(u,union(null_class,cross_product(v,w))),x))**.
% 299.86/300.51 167301[4:Rew:80005.0,167238.1,80005.0,167238.0] || -> subclass(intersection(union(null_class,cross_product(u,v)),w),x) equal(ordered_pair(first(not_subclass_element(intersection(union(null_class,cross_product(u,v)),w),x)),second(not_subclass_element(intersection(union(null_class,cross_product(u,v)),w),x))),not_subclass_element(intersection(union(null_class,cross_product(u,v)),w),x))**.
% 299.86/300.51 167228[4:Res:106506.0,7890.0] || -> subclass(regular(union(null_class,complement(cross_product(u,v)))),w) equal(ordered_pair(first(not_subclass_element(regular(union(null_class,complement(cross_product(u,v)))),w)),second(not_subclass_element(regular(union(null_class,complement(cross_product(u,v)))),w))),not_subclass_element(regular(union(null_class,complement(cross_product(u,v)))),w))**.
% 299.86/300.51 167306[4:Rew:31.0,167276.1,31.0,167276.0] || -> subclass(complement(successor(complement(restrict(u,v,w)))),x) equal(ordered_pair(first(not_subclass_element(complement(successor(complement(restrict(u,v,w)))),x)),second(not_subclass_element(complement(successor(complement(restrict(u,v,w)))),x))),not_subclass_element(complement(successor(complement(restrict(u,v,w)))),x))**.
% 299.86/300.51 167860[0:Res:285.1,12416.1] || member(not_subclass_element(restrict(complement(intersection(u,v)),w,x),y),union(u,v))* subclass(symmetric_difference(u,v),z) -> subclass(restrict(complement(intersection(u,v)),w,x),y) member(not_subclass_element(restrict(complement(intersection(u,v)),w,x),y),z)*.
% 299.86/300.51 167780[0:SpL:103452.0,12416.1] || member(u,union(union(v,w),union(complement(power_class(x)),y))) member(u,union(complement(union(v,w)),intersection(power_class(x),complement(y))))* subclass(symmetric_difference(union(v,w),union(complement(power_class(x)),y)),z)* -> member(u,z)*.
% 299.86/300.51 167779[0:SpL:103451.0,12416.1] || member(u,union(union(v,w),union(x,complement(power_class(y))))) member(u,union(complement(union(v,w)),intersection(complement(x),power_class(y))))* subclass(symmetric_difference(union(v,w),union(x,complement(power_class(y)))),z)* -> member(u,z)*.
% 299.86/300.51 167778[0:SpL:102668.0,12416.1] || member(u,union(union(complement(power_class(v)),w),union(x,y))) member(u,union(intersection(power_class(v),complement(w)),complement(union(x,y))))* subclass(symmetric_difference(union(complement(power_class(v)),w),union(x,y)),z)* -> member(u,z)*.
% 299.86/300.51 167777[0:SpL:102667.0,12416.1] || member(u,union(union(v,complement(power_class(w))),union(x,y))) member(u,union(intersection(complement(v),power_class(w)),complement(union(x,y))))* subclass(symmetric_difference(union(v,complement(power_class(w))),union(x,y)),z)* -> member(u,z)*.
% 299.86/300.51 167774[0:SpL:104284.0,12416.1] || member(u,union(power_class(complement(union(v,w))),union(x,y))) member(u,union(image(element_relation,union(v,w)),complement(union(x,y))))* subclass(symmetric_difference(power_class(complement(union(v,w))),union(x,y)),z)* -> member(u,z)*.
% 299.86/300.51 167773[0:SpL:103019.0,12416.1] || member(u,union(power_class(v),union(complement(union(w,x)),y))) member(u,union(complement(power_class(v)),intersection(union(w,x),complement(y))))* subclass(symmetric_difference(power_class(v),union(complement(union(w,x)),y)),z)* -> member(u,z)*.
% 299.86/300.51 167771[0:SpL:102583.0,12416.1] || member(u,union(power_class(v),union(w,complement(union(x,y))))) member(u,union(complement(power_class(v)),intersection(complement(w),union(x,y))))* subclass(symmetric_difference(power_class(v),union(w,complement(union(x,y)))),z)* -> member(u,z)*.
% 299.86/300.51 167769[0:SpL:103205.0,12416.1] || member(u,union(union(complement(union(v,w)),x),power_class(y))) member(u,union(intersection(union(v,w),complement(x)),complement(power_class(y))))* subclass(symmetric_difference(union(complement(union(v,w)),x),power_class(y)),z)* -> member(u,z)*.
% 299.86/300.51 167768[0:SpL:102866.0,12416.1] || member(u,union(union(v,complement(union(w,x))),power_class(y))) member(u,union(intersection(complement(v),union(w,x)),complement(power_class(y))))* subclass(symmetric_difference(union(v,complement(union(w,x))),power_class(y)),z)* -> member(u,z)*.
% 299.86/300.51 167767[0:SpL:104283.0,12416.1] || member(u,union(union(v,w),power_class(complement(union(x,y))))) member(u,union(complement(union(v,w)),image(element_relation,union(x,y))))* subclass(symmetric_difference(union(v,w),power_class(complement(union(x,y)))),z)* -> member(u,z)*.
% 299.86/300.51 167732[0:SpL:75585.0,12416.1] || member(u,union(union(power_class(v),complement(w)),union(complement(power_class(v)),w)))* member(u,complement(symmetric_difference(power_class(v),complement(w)))) subclass(symmetric_difference(union(power_class(v),complement(w)),union(complement(power_class(v)),w)),x)* -> member(u,x)*.
% 299.86/300.51 167719[0:SpL:48104.0,12416.1] || member(u,union(union(v,complement(power_class(w))),union(complement(v),power_class(w))))* member(u,complement(symmetric_difference(complement(v),power_class(w)))) subclass(symmetric_difference(union(v,complement(power_class(w))),union(complement(v),power_class(w))),x)* -> member(u,x)*.
% 299.86/300.51 167713[0:SpL:75587.0,12416.1] || member(u,union(union(v,cross_product(w,x)),complement(restrict(v,w,x))))* member(u,complement(symmetric_difference(v,cross_product(w,x)))) subclass(symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))),y)* -> member(u,y)*.
% 299.86/300.51 167712[0:SpL:75586.0,12416.1] || member(u,union(union(cross_product(v,w),x),complement(restrict(x,v,w))))* member(u,complement(symmetric_difference(cross_product(v,w),x))) subclass(symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))),y)* -> member(u,y)*.
% 299.86/300.51 168279[0:Res:3146.1,78949.0] || -> equal(intersection(u,intersection(v,symmetric_difference(union(cross_product(w,x),y),complement(restrict(y,w,x))))),null_class) member(regular(intersection(u,intersection(v,symmetric_difference(union(cross_product(w,x),y),complement(restrict(y,w,x)))))),complement(symmetric_difference(cross_product(w,x),y)))*.
% 299.86/300.51 168276[0:Res:3318.1,78949.0] || -> equal(intersection(intersection(u,symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w)))),y),null_class) member(regular(intersection(intersection(u,symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w)))),y)),complement(symmetric_difference(cross_product(v,w),x)))*.
% 299.86/300.51 168272[0:Res:3145.1,78949.0] || -> equal(intersection(u,intersection(symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))),y)),null_class) member(regular(intersection(u,intersection(symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))),y))),complement(symmetric_difference(cross_product(v,w),x)))*.
% 299.86/300.51 168264[0:Res:3317.1,78949.0] || -> equal(intersection(intersection(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),x),y),null_class) member(regular(intersection(intersection(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),x),y)),complement(symmetric_difference(cross_product(u,v),w)))*.
% 299.86/300.51 168579[0:Res:3146.1,79442.0] || -> equal(intersection(u,intersection(v,symmetric_difference(union(w,cross_product(x,y)),complement(restrict(w,x,y))))),null_class) member(regular(intersection(u,intersection(v,symmetric_difference(union(w,cross_product(x,y)),complement(restrict(w,x,y)))))),complement(symmetric_difference(w,cross_product(x,y))))*.
% 299.86/300.51 168576[0:Res:3318.1,79442.0] || -> equal(intersection(intersection(u,symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x)))),y),null_class) member(regular(intersection(intersection(u,symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x)))),y)),complement(symmetric_difference(v,cross_product(w,x))))*.
% 299.86/300.51 168572[0:Res:3145.1,79442.0] || -> equal(intersection(u,intersection(symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))),y)),null_class) member(regular(intersection(u,intersection(symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))),y))),complement(symmetric_difference(v,cross_product(w,x))))*.
% 299.86/300.51 168564[0:Res:3317.1,79442.0] || -> equal(intersection(intersection(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),x),y),null_class) member(regular(intersection(intersection(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),x),y)),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.86/300.51 170322[0:SpR:13285.2,9529.1] || member(intersection(singleton(u),v),universal_class) member(restrict(element_relation,universal_class,image(choice,singleton(intersection(singleton(u),v)))),universal_class) -> equal(intersection(singleton(u),v),null_class) member(ordered_pair(restrict(element_relation,universal_class,image(choice,singleton(intersection(singleton(u),v)))),u),domain_relation)*.
% 299.86/300.51 170321[0:SpR:13087.2,9529.1] || member(intersection(u,singleton(v)),universal_class) member(restrict(element_relation,universal_class,image(choice,singleton(intersection(u,singleton(v))))),universal_class) -> equal(intersection(u,singleton(v)),null_class) member(ordered_pair(restrict(element_relation,universal_class,image(choice,singleton(intersection(u,singleton(v))))),v),domain_relation)*.
% 299.86/300.51 170514[0:Res:13912.2,14385.0] || member(regular(cross_product(u,v)),element_relation) -> equal(cross_product(u,v),null_class) equal(ordered_pair(first(ordered_pair(first(regular(cross_product(u,v))),singleton(w))),second(ordered_pair(first(regular(cross_product(u,v))),singleton(w)))),ordered_pair(first(regular(cross_product(u,v))),singleton(w)))**.
% 299.86/300.51 171766[2:MRR:171650.0,12507.2] || member(u,universal_class) subclass(u,regular(intersection(complement(v),union(w,complement(power_class(x))))))* -> member(apply(choice,u),union(v,intersection(complement(w),power_class(x)))) equal(u,null_class) equal(intersection(complement(v),union(w,complement(power_class(x)))),null_class).
% 299.86/300.51 171782[2:MRR:171621.0,12502.1] || -> member(not_subclass_element(regular(intersection(complement(u),union(v,complement(power_class(w))))),x),union(u,intersection(complement(v),power_class(w))))* subclass(regular(intersection(complement(u),union(v,complement(power_class(w))))),x) equal(intersection(complement(u),union(v,complement(power_class(w)))),null_class).
% 299.86/300.51 172560[2:MRR:172437.0,12507.2] || member(u,universal_class) subclass(u,regular(intersection(union(v,complement(power_class(w))),complement(x))))* -> member(apply(choice,u),union(intersection(complement(v),power_class(w)),x)) equal(u,null_class) equal(intersection(union(v,complement(power_class(w))),complement(x)),null_class).
% 299.86/300.51 172576[2:MRR:172408.0,12502.1] || -> member(not_subclass_element(regular(intersection(union(u,complement(power_class(v))),complement(w))),x),union(intersection(complement(u),power_class(v)),w))* subclass(regular(intersection(union(u,complement(power_class(v))),complement(w))),x) equal(intersection(union(u,complement(power_class(v))),complement(w)),null_class).
% 299.86/300.51 173116[2:MRR:172992.0,12507.2] || member(u,universal_class) subclass(u,regular(intersection(complement(v),union(complement(power_class(w)),x))))* -> member(apply(choice,u),union(v,intersection(power_class(w),complement(x)))) equal(u,null_class) equal(intersection(complement(v),union(complement(power_class(w)),x)),null_class).
% 299.86/300.51 173132[2:MRR:172963.0,12502.1] || -> member(not_subclass_element(regular(intersection(complement(u),union(complement(power_class(v)),w))),x),union(u,intersection(power_class(v),complement(w))))* subclass(regular(intersection(complement(u),union(complement(power_class(v)),w))),x) equal(intersection(complement(u),union(complement(power_class(v)),w)),null_class).
% 299.86/300.51 3150[0:Res:184.1,62.0] || member(ordered_pair(u,regular(intersection(v,image(w,image(x,singleton(u)))))),cross_product(universal_class,universal_class))* -> equal(intersection(v,image(w,image(x,singleton(u)))),null_class) member(ordered_pair(u,regular(intersection(v,image(w,image(x,singleton(u)))))),compose(w,x))*.
% 299.86/300.51 3322[0:Res:192.1,62.0] || member(ordered_pair(u,regular(intersection(image(v,image(w,singleton(u))),x))),cross_product(universal_class,universal_class))* -> equal(intersection(image(v,image(w,singleton(u))),x),null_class) member(ordered_pair(u,regular(intersection(image(v,image(w,singleton(u))),x))),compose(v,w))*.
% 299.86/300.51 15698[0:SpR:829.2,12453.2] || member(cross_product(u,v),universal_class) member(second(apply(choice,cross_product(u,v))),universal_class) member(first(apply(choice,cross_product(u,v))),second(apply(choice,cross_product(u,v))))* -> equal(cross_product(u,v),null_class) member(apply(choice,cross_product(u,v)),element_relation).
% 299.86/300.51 31186[4:Rew:28759.0,29425.2,28759.0,29425.1] || member(ordered_pair(u,regular(union(null_class,image(v,image(w,singleton(u)))))),cross_product(universal_class,universal_class))* -> equal(union(null_class,image(v,image(w,singleton(u)))),null_class) member(ordered_pair(u,regular(union(null_class,image(v,image(w,singleton(u)))))),compose(v,w))*.
% 299.86/300.51 32876[0:Rew:8781.1,32861.3,8781.1,32861.2] || member(ordered_pair(u,not_subclass_element(image(v,range_of(null_class)),w)),cross_product(universal_class,universal_class)) -> equal(cross_product(singleton(u),universal_class),null_class) subclass(image(v,range_of(null_class)),w) member(ordered_pair(u,not_subclass_element(image(v,range_of(null_class)),w)),compose(v,regular(cross_product(singleton(u),universal_class))))*.
% 299.86/300.51 80303[0:Rew:80146.0,80085.1,80005.0,80085.0] || member(u,union(complement(symmetric_difference(v,w)),union(union(v,w),complement(intersection(v,w))))) -> member(u,symmetric_difference(union(v,w),complement(intersection(v,w)))) member(u,symmetric_difference(complement(symmetric_difference(v,w)),union(union(v,w),complement(intersection(v,w)))))*.
% 299.86/300.51 95543[0:SpL:823.1,14010.0] || member(regular(cross_product(u,v)),cross_product(universal_class,universal_class)) subclass(composition_function,element_relation) -> equal(cross_product(u,v),null_class) member(first(regular(cross_product(u,v))),ordered_pair(second(regular(cross_product(u,v))),compose(first(regular(cross_product(u,v))),second(regular(cross_product(u,v))))))*.
% 299.86/300.51 99962[4:Res:95477.0,3486.0] || -> equal(complement(successor(union(null_class,complement(cross_product(u,v))))),null_class) equal(ordered_pair(first(regular(complement(successor(union(null_class,complement(cross_product(u,v))))))),second(regular(complement(successor(union(null_class,complement(cross_product(u,v)))))))),regular(complement(successor(union(null_class,complement(cross_product(u,v)))))))**.
% 299.86/300.51 104831[0:Rew:102293.0,102511.2,102293.0,102511.1] || member(not_subclass_element(u,intersection(v,union(w,complement(union(x,y))))),symmetric_difference(complement(w),union(x,y)))* member(not_subclass_element(u,intersection(v,union(w,complement(union(x,y))))),v)* -> subclass(u,intersection(v,union(w,complement(union(x,y))))).
% 299.86/300.51 104832[0:Rew:102293.0,102651.2,102293.0,102651.1] || member(not_subclass_element(u,intersection(v,union(complement(union(w,x)),y))),symmetric_difference(union(w,x),complement(y)))* member(not_subclass_element(u,intersection(v,union(complement(union(w,x)),y))),v)* -> subclass(u,intersection(v,union(complement(union(w,x)),y))).
% 299.86/300.51 124399[4:Rew:32.0,124334.1,32.0,124334.0] || -> equal(regular(union(null_class,complement(restrict(u,v,w)))),null_class) equal(ordered_pair(first(regular(regular(union(null_class,complement(restrict(u,v,w)))))),second(regular(regular(union(null_class,complement(restrict(u,v,w))))))),regular(regular(union(null_class,complement(restrict(u,v,w))))))**.
% 299.86/300.51 126216[4:Rew:32.0,126165.1,32.0,126165.0] || -> equal(union(null_class,intersection(restrict(u,v,w),x)),null_class) equal(ordered_pair(first(regular(union(null_class,intersection(restrict(u,v,w),x)))),second(regular(union(null_class,intersection(restrict(u,v,w),x))))),regular(union(null_class,intersection(restrict(u,v,w),x))))**.
% 299.86/300.51 126391[4:Rew:32.0,126340.1,32.0,126340.0] || -> equal(intersection(union(null_class,restrict(u,v,w)),x),null_class) equal(ordered_pair(first(regular(intersection(union(null_class,restrict(u,v,w)),x))),second(regular(intersection(union(null_class,restrict(u,v,w)),x)))),regular(intersection(union(null_class,restrict(u,v,w)),x)))**.
% 299.86/300.51 126553[4:Rew:32.0,126507.1,32.0,126507.0] || -> equal(intersection(u,union(null_class,restrict(v,w,x))),null_class) equal(ordered_pair(first(regular(intersection(u,union(null_class,restrict(v,w,x))))),second(regular(intersection(u,union(null_class,restrict(v,w,x)))))),regular(intersection(u,union(null_class,restrict(v,w,x)))))**.
% 299.86/300.51 126718[4:Rew:32.0,126671.1,32.0,126671.0] || -> equal(union(null_class,intersection(u,restrict(v,w,x))),null_class) equal(ordered_pair(first(regular(union(null_class,intersection(u,restrict(v,w,x))))),second(regular(union(null_class,intersection(u,restrict(v,w,x)))))),regular(union(null_class,intersection(u,restrict(v,w,x)))))**.
% 299.86/300.51 138590[0:SpL:103074.0,48887.0] || member(regular(union(intersection(power_class(complement(power_class(u))),union(v,w)),complement(power_class(x)))),intersection(union(image(element_relation,power_class(u)),complement(union(v,w))),power_class(x)))* -> equal(union(intersection(power_class(complement(power_class(u))),union(v,w)),complement(power_class(x))),null_class).
% 299.86/300.51 138588[0:SpL:48874.0,48887.0] || member(regular(union(intersection(power_class(u),union(complement(power_class(v)),w)),complement(power_class(x)))),intersection(union(complement(power_class(u)),intersection(power_class(v),complement(w))),power_class(x)))* -> equal(union(intersection(power_class(u),union(complement(power_class(v)),w)),complement(power_class(x))),null_class).
% 299.86/300.51 138587[0:SpL:48870.0,48887.0] || member(regular(union(intersection(power_class(u),union(v,complement(power_class(w)))),complement(power_class(x)))),intersection(union(complement(power_class(u)),intersection(complement(v),power_class(w))),power_class(x)))* -> equal(union(intersection(power_class(u),union(v,complement(power_class(w)))),complement(power_class(x))),null_class).
% 299.86/300.51 138586[0:SpL:103450.0,48887.0] || member(regular(union(intersection(union(u,v),power_class(complement(power_class(w)))),complement(power_class(x)))),intersection(union(complement(union(u,v)),image(element_relation,power_class(w))),power_class(x)))* -> equal(union(intersection(union(u,v),power_class(complement(power_class(w)))),complement(power_class(x))),null_class).
% 299.86/300.51 138585[0:SpL:48872.0,48887.0] || member(regular(union(intersection(union(complement(power_class(u)),v),power_class(w)),complement(power_class(x)))),intersection(union(intersection(power_class(u),complement(v)),complement(power_class(w))),power_class(x)))* -> equal(union(intersection(union(complement(power_class(u)),v),power_class(w)),complement(power_class(x))),null_class).
% 299.86/300.51 138584[0:SpL:48871.0,48887.0] || member(regular(union(intersection(union(u,complement(power_class(v))),power_class(w)),complement(power_class(x)))),intersection(union(intersection(complement(u),power_class(v)),complement(power_class(w))),power_class(x)))* -> equal(union(intersection(union(u,complement(power_class(v))),power_class(w)),complement(power_class(x))),null_class).
% 299.86/300.51 138583[0:SpL:103320.0,48887.0] || member(regular(union(intersection(power_class(complement(union(u,v))),power_class(w)),complement(power_class(x)))),intersection(union(image(element_relation,union(u,v)),complement(power_class(w))),power_class(x)))* -> equal(union(intersection(power_class(complement(union(u,v))),power_class(w)),complement(power_class(x))),null_class).
% 299.86/300.51 138581[0:SpL:102945.0,48887.0] || member(regular(union(intersection(power_class(u),power_class(complement(union(v,w)))),complement(power_class(x)))),intersection(union(complement(power_class(u)),image(element_relation,union(v,w))),power_class(x)))* -> equal(union(intersection(power_class(u),power_class(complement(union(v,w)))),complement(power_class(x))),null_class).
% 299.86/300.51 138848[0:SpL:103074.0,48893.0] || member(regular(union(complement(power_class(u)),intersection(power_class(complement(power_class(v))),union(w,x)))),intersection(power_class(u),union(image(element_relation,power_class(v)),complement(union(w,x)))))* -> equal(union(complement(power_class(u)),intersection(power_class(complement(power_class(v))),union(w,x))),null_class).
% 299.86/300.51 138846[0:SpL:48874.0,48893.0] || member(regular(union(complement(power_class(u)),intersection(power_class(v),union(complement(power_class(w)),x)))),intersection(power_class(u),union(complement(power_class(v)),intersection(power_class(w),complement(x)))))* -> equal(union(complement(power_class(u)),intersection(power_class(v),union(complement(power_class(w)),x))),null_class).
% 299.86/300.51 138845[0:SpL:48870.0,48893.0] || member(regular(union(complement(power_class(u)),intersection(power_class(v),union(w,complement(power_class(x)))))),intersection(power_class(u),union(complement(power_class(v)),intersection(complement(w),power_class(x)))))* -> equal(union(complement(power_class(u)),intersection(power_class(v),union(w,complement(power_class(x))))),null_class).
% 299.86/300.51 138844[0:SpL:103450.0,48893.0] || member(regular(union(complement(power_class(u)),intersection(union(v,w),power_class(complement(power_class(x)))))),intersection(power_class(u),union(complement(union(v,w)),image(element_relation,power_class(x)))))* -> equal(union(complement(power_class(u)),intersection(union(v,w),power_class(complement(power_class(x))))),null_class).
% 299.86/300.51 138843[0:SpL:48872.0,48893.0] || member(regular(union(complement(power_class(u)),intersection(union(complement(power_class(v)),w),power_class(x)))),intersection(power_class(u),union(intersection(power_class(v),complement(w)),complement(power_class(x)))))* -> equal(union(complement(power_class(u)),intersection(union(complement(power_class(v)),w),power_class(x))),null_class).
% 299.86/300.51 138842[0:SpL:48871.0,48893.0] || member(regular(union(complement(power_class(u)),intersection(union(v,complement(power_class(w))),power_class(x)))),intersection(power_class(u),union(intersection(complement(v),power_class(w)),complement(power_class(x)))))* -> equal(union(complement(power_class(u)),intersection(union(v,complement(power_class(w))),power_class(x))),null_class).
% 299.86/300.51 138841[0:SpL:103320.0,48893.0] || member(regular(union(complement(power_class(u)),intersection(power_class(complement(union(v,w))),power_class(x)))),intersection(power_class(u),union(image(element_relation,union(v,w)),complement(power_class(x)))))* -> equal(union(complement(power_class(u)),intersection(power_class(complement(union(v,w))),power_class(x))),null_class).
% 299.86/300.51 138839[0:SpL:102945.0,48893.0] || member(regular(union(complement(power_class(u)),intersection(power_class(v),power_class(complement(union(w,x)))))),intersection(power_class(u),union(complement(power_class(v)),image(element_relation,union(w,x)))))* -> equal(union(complement(power_class(u)),intersection(power_class(v),power_class(complement(union(w,x))))),null_class).
% 299.86/300.51 141419[0:Rew:32.0,141340.1,32.0,141340.0] || -> equal(intersection(intersection(restrict(u,v,w),x),y),null_class) equal(ordered_pair(first(regular(intersection(intersection(restrict(u,v,w),x),y))),second(regular(intersection(intersection(restrict(u,v,w),x),y)))),regular(intersection(intersection(restrict(u,v,w),x),y)))**.
% 299.86/300.51 141775[0:Rew:32.0,141701.1,32.0,141701.0] || -> equal(intersection(u,intersection(v,restrict(w,x,y))),null_class) equal(ordered_pair(first(regular(intersection(u,intersection(v,restrict(w,x,y))))),second(regular(intersection(u,intersection(v,restrict(w,x,y)))))),regular(intersection(u,intersection(v,restrict(w,x,y)))))**.
% 299.86/300.51 142020[0:Rew:32.0,141943.1,32.0,141943.0] || -> equal(intersection(u,intersection(restrict(v,w,x),y)),null_class) equal(ordered_pair(first(regular(intersection(u,intersection(restrict(v,w,x),y)))),second(regular(intersection(u,intersection(restrict(v,w,x),y))))),regular(intersection(u,intersection(restrict(v,w,x),y))))**.
% 299.86/300.51 142266[0:Rew:32.0,142190.1,32.0,142190.0] || -> equal(intersection(intersection(u,restrict(v,w,x)),y),null_class) equal(ordered_pair(first(regular(intersection(intersection(u,restrict(v,w,x)),y))),second(regular(intersection(intersection(u,restrict(v,w,x)),y)))),regular(intersection(intersection(u,restrict(v,w,x)),y)))**.
% 299.86/300.51 142484[0:Res:73.2,9362.0] || member(symmetric_difference(union(u,v),union(complement(u),complement(v))),universal_class) -> equal(symmetric_difference(union(u,v),union(complement(u),complement(v))),null_class) member(apply(choice,symmetric_difference(union(u,v),union(complement(u),complement(v)))),complement(symmetric_difference(complement(u),complement(v))))*.
% 299.86/300.51 142648[0:Rew:103074.0,142393.1] || member(u,symmetric_difference(union(intersection(power_class(complement(power_class(v))),union(w,x)),y),union(union(image(element_relation,power_class(v)),complement(union(w,x))),complement(y))))* -> member(u,complement(symmetric_difference(union(image(element_relation,power_class(v)),complement(union(w,x))),complement(y)))).
% 299.86/300.51 142649[0:Rew:48874.0,142391.1] || member(u,symmetric_difference(union(intersection(power_class(v),union(complement(power_class(w)),x)),y),union(union(complement(power_class(v)),intersection(power_class(w),complement(x))),complement(y))))* -> member(u,complement(symmetric_difference(union(complement(power_class(v)),intersection(power_class(w),complement(x))),complement(y)))).
% 299.86/300.51 142650[0:Rew:48870.0,142390.1] || member(u,symmetric_difference(union(intersection(power_class(v),union(w,complement(power_class(x)))),y),union(union(complement(power_class(v)),intersection(complement(w),power_class(x))),complement(y))))* -> member(u,complement(symmetric_difference(union(complement(power_class(v)),intersection(complement(w),power_class(x))),complement(y)))).
% 299.86/300.51 142651[0:Rew:103450.0,142389.1] || member(u,symmetric_difference(union(intersection(union(v,w),power_class(complement(power_class(x)))),y),union(union(complement(union(v,w)),image(element_relation,power_class(x))),complement(y))))* -> member(u,complement(symmetric_difference(union(complement(union(v,w)),image(element_relation,power_class(x))),complement(y)))).
% 299.86/300.51 142652[0:Rew:48872.0,142388.1] || member(u,symmetric_difference(union(intersection(union(complement(power_class(v)),w),power_class(x)),y),union(union(intersection(power_class(v),complement(w)),complement(power_class(x))),complement(y))))* -> member(u,complement(symmetric_difference(union(intersection(power_class(v),complement(w)),complement(power_class(x))),complement(y)))).
% 299.86/300.51 142653[0:Rew:48871.0,142387.1] || member(u,symmetric_difference(union(intersection(union(v,complement(power_class(w))),power_class(x)),y),union(union(intersection(complement(v),power_class(w)),complement(power_class(x))),complement(y))))* -> member(u,complement(symmetric_difference(union(intersection(complement(v),power_class(w)),complement(power_class(x))),complement(y)))).
% 299.86/300.51 142654[0:Rew:103320.0,142386.1] || member(u,symmetric_difference(union(intersection(power_class(complement(union(v,w))),power_class(x)),y),union(union(image(element_relation,union(v,w)),complement(power_class(x))),complement(y))))* -> member(u,complement(symmetric_difference(union(image(element_relation,union(v,w)),complement(power_class(x))),complement(y)))).
% 299.86/300.51 142655[0:Rew:102945.0,142384.1] || member(u,symmetric_difference(union(intersection(power_class(v),power_class(complement(union(w,x)))),y),union(union(complement(power_class(v)),image(element_relation,union(w,x))),complement(y))))* -> member(u,complement(symmetric_difference(union(complement(power_class(v)),image(element_relation,union(w,x))),complement(y)))).
% 299.86/300.51 142656[0:Rew:103074.0,142358.1] || member(u,symmetric_difference(union(v,intersection(power_class(complement(power_class(w))),union(x,y))),union(complement(v),union(image(element_relation,power_class(w)),complement(union(x,y))))))* -> member(u,complement(symmetric_difference(complement(v),union(image(element_relation,power_class(w)),complement(union(x,y)))))).
% 299.86/300.51 142657[0:Rew:48874.0,142356.1] || member(u,symmetric_difference(union(v,intersection(power_class(w),union(complement(power_class(x)),y))),union(complement(v),union(complement(power_class(w)),intersection(power_class(x),complement(y))))))* -> member(u,complement(symmetric_difference(complement(v),union(complement(power_class(w)),intersection(power_class(x),complement(y)))))).
% 299.86/300.51 142658[0:Rew:48870.0,142355.1] || member(u,symmetric_difference(union(v,intersection(power_class(w),union(x,complement(power_class(y))))),union(complement(v),union(complement(power_class(w)),intersection(complement(x),power_class(y))))))* -> member(u,complement(symmetric_difference(complement(v),union(complement(power_class(w)),intersection(complement(x),power_class(y)))))).
% 299.86/300.51 142659[0:Rew:103450.0,142354.1] || member(u,symmetric_difference(union(v,intersection(union(w,x),power_class(complement(power_class(y))))),union(complement(v),union(complement(union(w,x)),image(element_relation,power_class(y))))))* -> member(u,complement(symmetric_difference(complement(v),union(complement(union(w,x)),image(element_relation,power_class(y)))))).
% 299.86/300.51 142660[0:Rew:48872.0,142353.1] || member(u,symmetric_difference(union(v,intersection(union(complement(power_class(w)),x),power_class(y))),union(complement(v),union(intersection(power_class(w),complement(x)),complement(power_class(y))))))* -> member(u,complement(symmetric_difference(complement(v),union(intersection(power_class(w),complement(x)),complement(power_class(y)))))).
% 299.86/300.51 142661[0:Rew:48871.0,142352.1] || member(u,symmetric_difference(union(v,intersection(union(w,complement(power_class(x))),power_class(y))),union(complement(v),union(intersection(complement(w),power_class(x)),complement(power_class(y))))))* -> member(u,complement(symmetric_difference(complement(v),union(intersection(complement(w),power_class(x)),complement(power_class(y)))))).
% 299.86/300.51 142662[0:Rew:103320.0,142351.1] || member(u,symmetric_difference(union(v,intersection(power_class(complement(union(w,x))),power_class(y))),union(complement(v),union(image(element_relation,union(w,x)),complement(power_class(y))))))* -> member(u,complement(symmetric_difference(complement(v),union(image(element_relation,union(w,x)),complement(power_class(y)))))).
% 299.86/300.51 142663[0:Rew:102945.0,142349.1] || member(u,symmetric_difference(union(v,intersection(power_class(w),power_class(complement(union(x,y))))),union(complement(v),union(complement(power_class(w)),image(element_relation,union(x,y))))))* -> member(u,complement(symmetric_difference(complement(v),union(complement(power_class(w)),image(element_relation,union(x,y)))))).
% 299.86/300.51 146022[0:SpL:104218.0,885.1] || member(u,union(union(v,complement(union(w,x))),union(complement(v),union(w,x)))) member(u,complement(symmetric_difference(complement(v),union(w,x)))) -> member(u,symmetric_difference(union(v,complement(union(w,x))),union(complement(v),union(w,x))))*.
% 299.86/300.51 145882[0:SpR:103074.0,104218.0] || -> equal(intersection(union(intersection(power_class(complement(power_class(u))),union(v,w)),complement(union(x,y))),union(union(image(element_relation,power_class(u)),complement(union(v,w))),union(x,y))),symmetric_difference(union(image(element_relation,power_class(u)),complement(union(v,w))),union(x,y)))**.
% 299.86/300.51 145880[0:SpR:48874.0,104218.0] || -> equal(intersection(union(intersection(power_class(u),union(complement(power_class(v)),w)),complement(union(x,y))),union(union(complement(power_class(u)),intersection(power_class(v),complement(w))),union(x,y))),symmetric_difference(union(complement(power_class(u)),intersection(power_class(v),complement(w))),union(x,y)))**.
% 299.86/300.51 145879[0:SpR:48870.0,104218.0] || -> equal(intersection(union(intersection(power_class(u),union(v,complement(power_class(w)))),complement(union(x,y))),union(union(complement(power_class(u)),intersection(complement(v),power_class(w))),union(x,y))),symmetric_difference(union(complement(power_class(u)),intersection(complement(v),power_class(w))),union(x,y)))**.
% 299.86/300.51 145878[0:SpR:103450.0,104218.0] || -> equal(intersection(union(intersection(union(u,v),power_class(complement(power_class(w)))),complement(union(x,y))),union(union(complement(union(u,v)),image(element_relation,power_class(w))),union(x,y))),symmetric_difference(union(complement(union(u,v)),image(element_relation,power_class(w))),union(x,y)))**.
% 299.86/300.51 145877[0:SpR:48872.0,104218.0] || -> equal(intersection(union(intersection(union(complement(power_class(u)),v),power_class(w)),complement(union(x,y))),union(union(intersection(power_class(u),complement(v)),complement(power_class(w))),union(x,y))),symmetric_difference(union(intersection(power_class(u),complement(v)),complement(power_class(w))),union(x,y)))**.
% 299.86/300.51 145876[0:SpR:48871.0,104218.0] || -> equal(intersection(union(intersection(union(u,complement(power_class(v))),power_class(w)),complement(union(x,y))),union(union(intersection(complement(u),power_class(v)),complement(power_class(w))),union(x,y))),symmetric_difference(union(intersection(complement(u),power_class(v)),complement(power_class(w))),union(x,y)))**.
% 299.86/300.51 145875[0:SpR:103320.0,104218.0] || -> equal(intersection(union(intersection(power_class(complement(union(u,v))),power_class(w)),complement(union(x,y))),union(union(image(element_relation,union(u,v)),complement(power_class(w))),union(x,y))),symmetric_difference(union(image(element_relation,union(u,v)),complement(power_class(w))),union(x,y)))**.
% 299.86/300.51 145873[0:SpR:102945.0,104218.0] || -> equal(intersection(union(intersection(power_class(u),power_class(complement(union(v,w)))),complement(union(x,y))),union(union(complement(power_class(u)),image(element_relation,union(v,w))),union(x,y))),symmetric_difference(union(complement(power_class(u)),image(element_relation,union(v,w))),union(x,y)))**.
% 299.86/300.51 146941[0:SpL:103225.0,885.1] || member(u,union(union(union(v,w),complement(x)),union(complement(union(v,w)),x))) member(u,complement(symmetric_difference(union(v,w),complement(x)))) -> member(u,symmetric_difference(union(union(v,w),complement(x)),union(complement(union(v,w)),x)))*.
% 299.86/300.51 146835[0:SpR:103074.0,103225.0] || -> equal(intersection(union(union(u,v),union(image(element_relation,power_class(w)),complement(union(x,y)))),union(complement(union(u,v)),intersection(power_class(complement(power_class(w))),union(x,y)))),symmetric_difference(union(u,v),union(image(element_relation,power_class(w)),complement(union(x,y)))))**.
% 299.86/300.51 146833[0:SpR:48874.0,103225.0] || -> equal(intersection(union(union(u,v),union(complement(power_class(w)),intersection(power_class(x),complement(y)))),union(complement(union(u,v)),intersection(power_class(w),union(complement(power_class(x)),y)))),symmetric_difference(union(u,v),union(complement(power_class(w)),intersection(power_class(x),complement(y)))))**.
% 299.86/300.51 146832[0:SpR:48870.0,103225.0] || -> equal(intersection(union(union(u,v),union(complement(power_class(w)),intersection(complement(x),power_class(y)))),union(complement(union(u,v)),intersection(power_class(w),union(x,complement(power_class(y)))))),symmetric_difference(union(u,v),union(complement(power_class(w)),intersection(complement(x),power_class(y)))))**.
% 299.86/300.51 146831[0:SpR:103450.0,103225.0] || -> equal(intersection(union(union(u,v),union(complement(union(w,x)),image(element_relation,power_class(y)))),union(complement(union(u,v)),intersection(union(w,x),power_class(complement(power_class(y)))))),symmetric_difference(union(u,v),union(complement(union(w,x)),image(element_relation,power_class(y)))))**.
% 299.86/300.51 146830[0:SpR:48872.0,103225.0] || -> equal(intersection(union(union(u,v),union(intersection(power_class(w),complement(x)),complement(power_class(y)))),union(complement(union(u,v)),intersection(union(complement(power_class(w)),x),power_class(y)))),symmetric_difference(union(u,v),union(intersection(power_class(w),complement(x)),complement(power_class(y)))))**.
% 299.86/300.51 146829[0:SpR:48871.0,103225.0] || -> equal(intersection(union(union(u,v),union(intersection(complement(w),power_class(x)),complement(power_class(y)))),union(complement(union(u,v)),intersection(union(w,complement(power_class(x))),power_class(y)))),symmetric_difference(union(u,v),union(intersection(complement(w),power_class(x)),complement(power_class(y)))))**.
% 299.86/300.51 146828[0:SpR:103320.0,103225.0] || -> equal(intersection(union(union(u,v),union(image(element_relation,union(w,x)),complement(power_class(y)))),union(complement(union(u,v)),intersection(power_class(complement(union(w,x))),power_class(y)))),symmetric_difference(union(u,v),union(image(element_relation,union(w,x)),complement(power_class(y)))))**.
% 299.86/300.51 146826[0:SpR:102945.0,103225.0] || -> equal(intersection(union(union(u,v),union(complement(power_class(w)),image(element_relation,union(x,y)))),union(complement(union(u,v)),intersection(power_class(w),power_class(complement(union(x,y)))))),symmetric_difference(union(u,v),union(complement(power_class(w)),image(element_relation,union(x,y)))))**.
% 299.86/300.51 149426[0:SpR:103074.0,13323.2] || member(symmetric_difference(power_class(complement(power_class(u))),union(v,w)),universal_class) -> equal(symmetric_difference(power_class(complement(power_class(u))),union(v,w)),null_class) member(apply(choice,symmetric_difference(power_class(complement(power_class(u))),union(v,w))),union(image(element_relation,power_class(u)),complement(union(v,w))))*.
% 299.86/300.51 149424[0:SpR:48874.0,13323.2] || member(symmetric_difference(power_class(u),union(complement(power_class(v)),w)),universal_class) -> equal(symmetric_difference(power_class(u),union(complement(power_class(v)),w)),null_class) member(apply(choice,symmetric_difference(power_class(u),union(complement(power_class(v)),w))),union(complement(power_class(u)),intersection(power_class(v),complement(w))))*.
% 299.86/300.51 149423[0:SpR:48870.0,13323.2] || member(symmetric_difference(power_class(u),union(v,complement(power_class(w)))),universal_class) -> equal(symmetric_difference(power_class(u),union(v,complement(power_class(w)))),null_class) member(apply(choice,symmetric_difference(power_class(u),union(v,complement(power_class(w))))),union(complement(power_class(u)),intersection(complement(v),power_class(w))))*.
% 299.86/300.51 149422[0:SpR:103450.0,13323.2] || member(symmetric_difference(union(u,v),power_class(complement(power_class(w)))),universal_class) -> equal(symmetric_difference(union(u,v),power_class(complement(power_class(w)))),null_class) member(apply(choice,symmetric_difference(union(u,v),power_class(complement(power_class(w))))),union(complement(union(u,v)),image(element_relation,power_class(w))))*.
% 299.86/300.51 149421[0:SpR:48872.0,13323.2] || member(symmetric_difference(union(complement(power_class(u)),v),power_class(w)),universal_class) -> equal(symmetric_difference(union(complement(power_class(u)),v),power_class(w)),null_class) member(apply(choice,symmetric_difference(union(complement(power_class(u)),v),power_class(w))),union(intersection(power_class(u),complement(v)),complement(power_class(w))))*.
% 299.86/300.51 149420[0:SpR:48871.0,13323.2] || member(symmetric_difference(union(u,complement(power_class(v))),power_class(w)),universal_class) -> equal(symmetric_difference(union(u,complement(power_class(v))),power_class(w)),null_class) member(apply(choice,symmetric_difference(union(u,complement(power_class(v))),power_class(w))),union(intersection(complement(u),power_class(v)),complement(power_class(w))))*.
% 299.86/300.51 149419[0:SpR:103320.0,13323.2] || member(symmetric_difference(power_class(complement(union(u,v))),power_class(w)),universal_class) -> equal(symmetric_difference(power_class(complement(union(u,v))),power_class(w)),null_class) member(apply(choice,symmetric_difference(power_class(complement(union(u,v))),power_class(w))),union(image(element_relation,union(u,v)),complement(power_class(w))))*.
% 299.86/300.51 149417[0:SpR:102945.0,13323.2] || member(symmetric_difference(power_class(u),power_class(complement(union(v,w)))),universal_class) -> equal(symmetric_difference(power_class(u),power_class(complement(union(v,w)))),null_class) member(apply(choice,symmetric_difference(power_class(u),power_class(complement(union(v,w))))),union(complement(power_class(u)),image(element_relation,union(v,w))))*.
% 299.86/300.51 151449[0:SpR:102583.0,75585.0] || -> equal(intersection(union(power_class(u),union(complement(power_class(v)),intersection(complement(w),union(x,y)))),union(complement(power_class(u)),intersection(power_class(v),union(w,complement(union(x,y)))))),symmetric_difference(power_class(u),union(complement(power_class(v)),intersection(complement(w),union(x,y)))))**.
% 299.86/300.51 151787[0:Rew:102583.0,151441.0] || -> equal(symmetric_difference(complement(u),union(complement(power_class(v)),intersection(complement(w),union(x,y)))),null_class) member(regular(symmetric_difference(complement(u),union(complement(power_class(v)),intersection(complement(w),union(x,y))))),union(u,intersection(power_class(v),union(w,complement(union(x,y))))))*.
% 299.86/300.51 151419[0:SpR:102583.0,48104.0] || -> equal(intersection(union(intersection(power_class(u),union(v,complement(union(w,x)))),complement(power_class(y))),union(union(complement(power_class(u)),intersection(complement(v),union(w,x))),power_class(y))),symmetric_difference(union(complement(power_class(u)),intersection(complement(v),union(w,x))),power_class(y)))**.
% 299.86/300.51 151788[0:Rew:102583.0,151378.0] || -> equal(symmetric_difference(union(complement(power_class(u)),intersection(complement(v),union(w,x))),complement(y)),null_class) member(regular(symmetric_difference(union(complement(power_class(u)),intersection(complement(v),union(w,x))),complement(y))),union(intersection(power_class(u),union(v,complement(union(w,x)))),y))*.
% 299.86/300.51 152494[0:SpR:102667.0,75585.0] || -> equal(intersection(union(power_class(u),union(intersection(complement(v),power_class(w)),complement(union(x,y)))),union(complement(power_class(u)),intersection(union(v,complement(power_class(w))),union(x,y)))),symmetric_difference(power_class(u),union(intersection(complement(v),power_class(w)),complement(union(x,y)))))**.
% 299.86/300.51 152835[0:Rew:102667.0,152486.0] || -> equal(symmetric_difference(complement(u),union(intersection(complement(v),power_class(w)),complement(union(x,y)))),null_class) member(regular(symmetric_difference(complement(u),union(intersection(complement(v),power_class(w)),complement(union(x,y))))),union(u,intersection(union(v,complement(power_class(w))),union(x,y))))*.
% 299.86/300.51 152464[0:SpR:102667.0,48104.0] || -> equal(intersection(union(intersection(union(u,complement(power_class(v))),union(w,x)),complement(power_class(y))),union(union(intersection(complement(u),power_class(v)),complement(union(w,x))),power_class(y))),symmetric_difference(union(intersection(complement(u),power_class(v)),complement(union(w,x))),power_class(y)))**.
% 299.86/300.51 152836[0:Rew:102667.0,152423.0] || -> equal(symmetric_difference(union(intersection(complement(u),power_class(v)),complement(union(w,x))),complement(y)),null_class) member(regular(symmetric_difference(union(intersection(complement(u),power_class(v)),complement(union(w,x))),complement(y))),union(intersection(union(u,complement(power_class(v))),union(w,x)),y))*.
% 299.86/300.51 152955[0:SpR:102668.0,75585.0] || -> equal(intersection(union(power_class(u),union(intersection(power_class(v),complement(w)),complement(union(x,y)))),union(complement(power_class(u)),intersection(union(complement(power_class(v)),w),union(x,y)))),symmetric_difference(power_class(u),union(intersection(power_class(v),complement(w)),complement(union(x,y)))))**.
% 299.86/300.51 153309[0:Rew:102668.0,152947.0] || -> equal(symmetric_difference(complement(u),union(intersection(power_class(v),complement(w)),complement(union(x,y)))),null_class) member(regular(symmetric_difference(complement(u),union(intersection(power_class(v),complement(w)),complement(union(x,y))))),union(u,intersection(union(complement(power_class(v)),w),union(x,y))))*.
% 299.86/300.51 152925[0:SpR:102668.0,48104.0] || -> equal(intersection(union(intersection(union(complement(power_class(u)),v),union(w,x)),complement(power_class(y))),union(union(intersection(power_class(u),complement(v)),complement(union(w,x))),power_class(y))),symmetric_difference(union(intersection(power_class(u),complement(v)),complement(union(w,x))),power_class(y)))**.
% 299.86/300.51 153310[0:Rew:102668.0,152884.0] || -> equal(symmetric_difference(union(intersection(power_class(u),complement(v)),complement(union(w,x))),complement(y)),null_class) member(regular(symmetric_difference(union(intersection(power_class(u),complement(v)),complement(union(w,x))),complement(y))),union(intersection(union(complement(power_class(u)),v),union(w,x)),y))*.
% 299.86/300.51 153432[0:SpR:102866.0,75585.0] || -> equal(intersection(union(power_class(u),union(intersection(complement(v),union(w,x)),complement(power_class(y)))),union(complement(power_class(u)),intersection(union(v,complement(union(w,x))),power_class(y)))),symmetric_difference(power_class(u),union(intersection(complement(v),union(w,x)),complement(power_class(y)))))**.
% 299.86/300.51 153769[0:Rew:102866.0,153424.0] || -> equal(symmetric_difference(complement(u),union(intersection(complement(v),union(w,x)),complement(power_class(y)))),null_class) member(regular(symmetric_difference(complement(u),union(intersection(complement(v),union(w,x)),complement(power_class(y))))),union(u,intersection(union(v,complement(union(w,x))),power_class(y))))*.
% 299.86/300.51 153402[0:SpR:102866.0,48104.0] || -> equal(intersection(union(intersection(union(u,complement(union(v,w))),power_class(x)),complement(power_class(y))),union(union(intersection(complement(u),union(v,w)),complement(power_class(x))),power_class(y))),symmetric_difference(union(intersection(complement(u),union(v,w)),complement(power_class(x))),power_class(y)))**.
% 299.86/300.51 153770[0:Rew:102866.0,153361.0] || -> equal(symmetric_difference(union(intersection(complement(u),union(v,w)),complement(power_class(x))),complement(y)),null_class) member(regular(symmetric_difference(union(intersection(complement(u),union(v,w)),complement(power_class(x))),complement(y))),union(intersection(union(u,complement(union(v,w))),power_class(x)),y))*.
% 299.86/300.51 154202[0:SpR:103019.0,75585.0] || -> equal(intersection(union(power_class(u),union(complement(power_class(v)),intersection(union(w,x),complement(y)))),union(complement(power_class(u)),intersection(power_class(v),union(complement(union(w,x)),y)))),symmetric_difference(power_class(u),union(complement(power_class(v)),intersection(union(w,x),complement(y)))))**.
% 299.86/300.51 154553[0:Rew:103019.0,154194.0] || -> equal(symmetric_difference(complement(u),union(complement(power_class(v)),intersection(union(w,x),complement(y)))),null_class) member(regular(symmetric_difference(complement(u),union(complement(power_class(v)),intersection(union(w,x),complement(y))))),union(u,intersection(power_class(v),union(complement(union(w,x)),y))))*.
% 299.86/300.51 154172[0:SpR:103019.0,48104.0] || -> equal(intersection(union(intersection(power_class(u),union(complement(union(v,w)),x)),complement(power_class(y))),union(union(complement(power_class(u)),intersection(union(v,w),complement(x))),power_class(y))),symmetric_difference(union(complement(power_class(u)),intersection(union(v,w),complement(x))),power_class(y)))**.
% 299.86/300.51 154554[0:Rew:103019.0,154131.0] || -> equal(symmetric_difference(union(complement(power_class(u)),intersection(union(v,w),complement(x))),complement(y)),null_class) member(regular(symmetric_difference(union(complement(power_class(u)),intersection(union(v,w),complement(x))),complement(y))),union(intersection(power_class(u),union(complement(union(v,w)),x)),y))*.
% 299.86/300.51 154685[0:SpR:103205.0,75585.0] || -> equal(intersection(union(power_class(u),union(intersection(union(v,w),complement(x)),complement(power_class(y)))),union(complement(power_class(u)),intersection(union(complement(union(v,w)),x),power_class(y)))),symmetric_difference(power_class(u),union(intersection(union(v,w),complement(x)),complement(power_class(y)))))**.
% 299.86/300.51 155035[0:Rew:103205.0,154677.0] || -> equal(symmetric_difference(complement(u),union(intersection(union(v,w),complement(x)),complement(power_class(y)))),null_class) member(regular(symmetric_difference(complement(u),union(intersection(union(v,w),complement(x)),complement(power_class(y))))),union(u,intersection(union(complement(union(v,w)),x),power_class(y))))*.
% 299.86/300.51 154655[0:SpR:103205.0,48104.0] || -> equal(intersection(union(intersection(union(complement(union(u,v)),w),power_class(x)),complement(power_class(y))),union(union(intersection(union(u,v),complement(w)),complement(power_class(x))),power_class(y))),symmetric_difference(union(intersection(union(u,v),complement(w)),complement(power_class(x))),power_class(y)))**.
% 299.86/300.51 155036[0:Rew:103205.0,154614.0] || -> equal(symmetric_difference(union(intersection(union(u,v),complement(w)),complement(power_class(x))),complement(y)),null_class) member(regular(symmetric_difference(union(intersection(union(u,v),complement(w)),complement(power_class(x))),complement(y))),union(intersection(union(complement(union(u,v)),w),power_class(x)),y))*.
% 299.86/300.51 155131[0:SpR:103451.0,75585.0] || -> equal(intersection(union(power_class(u),union(complement(union(v,w)),intersection(complement(x),power_class(y)))),union(complement(power_class(u)),intersection(union(v,w),union(x,complement(power_class(y)))))),symmetric_difference(power_class(u),union(complement(union(v,w)),intersection(complement(x),power_class(y)))))**.
% 299.86/300.51 155463[0:Rew:103451.0,155123.0] || -> equal(symmetric_difference(complement(u),union(complement(union(v,w)),intersection(complement(x),power_class(y)))),null_class) member(regular(symmetric_difference(complement(u),union(complement(union(v,w)),intersection(complement(x),power_class(y))))),union(u,intersection(union(v,w),union(x,complement(power_class(y))))))*.
% 299.86/300.51 155101[0:SpR:103451.0,48104.0] || -> equal(intersection(union(intersection(union(u,v),union(w,complement(power_class(x)))),complement(power_class(y))),union(union(complement(union(u,v)),intersection(complement(w),power_class(x))),power_class(y))),symmetric_difference(union(complement(union(u,v)),intersection(complement(w),power_class(x))),power_class(y)))**.
% 299.86/300.51 155464[0:Rew:103451.0,155060.0] || -> equal(symmetric_difference(union(complement(union(u,v)),intersection(complement(w),power_class(x))),complement(y)),null_class) member(regular(symmetric_difference(union(complement(union(u,v)),intersection(complement(w),power_class(x))),complement(y))),union(intersection(union(u,v),union(w,complement(power_class(x)))),y))*.
% 299.86/300.51 155891[0:SpR:103452.0,75585.0] || -> equal(intersection(union(power_class(u),union(complement(union(v,w)),intersection(power_class(x),complement(y)))),union(complement(power_class(u)),intersection(union(v,w),union(complement(power_class(x)),y)))),symmetric_difference(power_class(u),union(complement(union(v,w)),intersection(power_class(x),complement(y)))))**.
% 299.86/300.51 156243[0:Rew:103452.0,155883.0] || -> equal(symmetric_difference(complement(u),union(complement(union(v,w)),intersection(power_class(x),complement(y)))),null_class) member(regular(symmetric_difference(complement(u),union(complement(union(v,w)),intersection(power_class(x),complement(y))))),union(u,intersection(union(v,w),union(complement(power_class(x)),y))))*.
% 299.86/300.51 155861[0:SpR:103452.0,48104.0] || -> equal(intersection(union(intersection(union(u,v),union(complement(power_class(w)),x)),complement(power_class(y))),union(union(complement(union(u,v)),intersection(power_class(w),complement(x))),power_class(y))),symmetric_difference(union(complement(union(u,v)),intersection(power_class(w),complement(x))),power_class(y)))**.
% 299.86/300.51 156244[0:Rew:103452.0,155820.0] || -> equal(symmetric_difference(union(complement(union(u,v)),intersection(power_class(w),complement(x))),complement(y)),null_class) member(regular(symmetric_difference(union(complement(union(u,v)),intersection(power_class(w),complement(x))),complement(y))),union(intersection(union(u,v),union(complement(power_class(w)),x)),y))*.
% 299.86/300.51 156778[0:SpR:104283.0,75585.0] || -> equal(intersection(union(power_class(u),union(complement(union(v,w)),image(element_relation,union(x,y)))),union(complement(power_class(u)),intersection(union(v,w),power_class(complement(union(x,y)))))),symmetric_difference(power_class(u),union(complement(union(v,w)),image(element_relation,union(x,y)))))**.
% 299.86/300.51 157174[0:Rew:104283.0,156770.0] || -> equal(symmetric_difference(complement(u),union(complement(union(v,w)),image(element_relation,union(x,y)))),null_class) member(regular(symmetric_difference(complement(u),union(complement(union(v,w)),image(element_relation,union(x,y))))),union(u,intersection(union(v,w),power_class(complement(union(x,y))))))*.
% 299.86/300.51 156748[0:SpR:104283.0,48104.0] || -> equal(intersection(union(intersection(union(u,v),power_class(complement(union(w,x)))),complement(power_class(y))),union(union(complement(union(u,v)),image(element_relation,union(w,x))),power_class(y))),symmetric_difference(union(complement(union(u,v)),image(element_relation,union(w,x))),power_class(y)))**.
% 299.86/300.51 157175[0:Rew:104283.0,156707.0] || -> equal(symmetric_difference(union(complement(union(u,v)),image(element_relation,union(w,x))),complement(y)),null_class) member(regular(symmetric_difference(union(complement(union(u,v)),image(element_relation,union(w,x))),complement(y))),union(intersection(union(u,v),power_class(complement(union(w,x)))),y))*.
% 299.86/300.51 157607[0:SpR:104284.0,75585.0] || -> equal(intersection(union(power_class(u),union(image(element_relation,union(v,w)),complement(union(x,y)))),union(complement(power_class(u)),intersection(power_class(complement(union(v,w))),union(x,y)))),symmetric_difference(power_class(u),union(image(element_relation,union(v,w)),complement(union(x,y)))))**.
% 299.86/300.51 158016[0:Rew:104284.0,157599.0] || -> equal(symmetric_difference(complement(u),union(image(element_relation,union(v,w)),complement(union(x,y)))),null_class) member(regular(symmetric_difference(complement(u),union(image(element_relation,union(v,w)),complement(union(x,y))))),union(u,intersection(power_class(complement(union(v,w))),union(x,y))))*.
% 299.86/300.51 157577[0:SpR:104284.0,48104.0] || -> equal(intersection(union(intersection(power_class(complement(union(u,v))),union(w,x)),complement(power_class(y))),union(union(image(element_relation,union(u,v)),complement(union(w,x))),power_class(y))),symmetric_difference(union(image(element_relation,union(u,v)),complement(union(w,x))),power_class(y)))**.
% 299.86/300.51 158017[0:Rew:104284.0,157536.0] || -> equal(symmetric_difference(union(image(element_relation,union(u,v)),complement(union(w,x))),complement(y)),null_class) member(regular(symmetric_difference(union(image(element_relation,union(u,v)),complement(union(w,x))),complement(y))),union(intersection(power_class(complement(union(u,v))),union(w,x)),y))*.
% 299.86/300.51 158783[4:Res:123484.0,9807.1] || member(regular(union(null_class,complement(intersection(restrict(u,v,w),x)))),universal_class) -> equal(regular(union(null_class,complement(intersection(restrict(u,v,w),x)))),null_class) member(apply(choice,regular(union(null_class,complement(intersection(restrict(u,v,w),x))))),cross_product(v,w))*.
% 299.86/300.51 158782[4:Res:124223.0,9807.1] || member(regular(union(null_class,complement(intersection(u,restrict(v,w,x))))),universal_class) -> equal(regular(union(null_class,complement(intersection(u,restrict(v,w,x))))),null_class) member(apply(choice,regular(union(null_class,complement(intersection(u,restrict(v,w,x)))))),cross_product(w,x))*.
% 299.86/300.51 158781[0:Res:127918.0,9807.1] || member(intersection(u,intersection(v,intersection(w,restrict(x,y,z)))),universal_class) -> equal(intersection(u,intersection(v,intersection(w,restrict(x,y,z)))),null_class) member(apply(choice,intersection(u,intersection(v,intersection(w,restrict(x,y,z))))),cross_product(y,z))*.
% 299.86/300.51 158778[4:Res:126047.0,9807.1] || member(union(null_class,intersection(intersection(u,restrict(v,w,x)),y)),universal_class) -> equal(union(null_class,intersection(intersection(u,restrict(v,w,x)),y)),null_class) member(apply(choice,union(null_class,intersection(intersection(u,restrict(v,w,x)),y))),cross_product(w,x))*.
% 299.86/300.51 158777[4:Res:123479.0,9807.1] || member(union(null_class,intersection(intersection(restrict(u,v,w),x),y)),universal_class) -> equal(union(null_class,intersection(intersection(restrict(u,v,w),x),y)),null_class) member(apply(choice,union(null_class,intersection(intersection(restrict(u,v,w),x),y))),cross_product(v,w))*.
% 299.86/300.51 158776[4:Res:126557.0,9807.1] || member(union(null_class,intersection(u,intersection(v,restrict(w,x,y)))),universal_class) -> equal(union(null_class,intersection(u,intersection(v,restrict(w,x,y)))),null_class) member(apply(choice,union(null_class,intersection(u,intersection(v,restrict(w,x,y))))),cross_product(x,y))*.
% 299.86/300.51 158775[4:Res:123529.0,9807.1] || member(union(null_class,intersection(u,intersection(restrict(v,w,x),y))),universal_class) -> equal(union(null_class,intersection(u,intersection(restrict(v,w,x),y))),null_class) member(apply(choice,union(null_class,intersection(u,intersection(restrict(v,w,x),y)))),cross_product(w,x))*.
% 299.86/300.51 158790[4:Rew:80005.0,158773.2,80005.0,158773.1,80005.0,158773.0] || member(union(null_class,intersection(u,union(null_class,restrict(v,w,x)))),universal_class) -> equal(union(null_class,intersection(u,union(null_class,restrict(v,w,x)))),null_class) member(apply(choice,union(null_class,intersection(u,union(null_class,restrict(v,w,x))))),cross_product(w,x))*.
% 299.86/300.51 158791[4:Rew:80005.0,158770.2,80005.0,158770.1,80005.0,158770.0] || member(union(null_class,intersection(union(null_class,restrict(u,v,w)),x)),universal_class) -> equal(union(null_class,intersection(union(null_class,restrict(u,v,w)),x)),null_class) member(apply(choice,union(null_class,intersection(union(null_class,restrict(u,v,w)),x))),cross_product(v,w))*.
% 299.86/300.51 158763[0:Res:127908.0,9807.1] || member(intersection(intersection(intersection(u,restrict(v,w,x)),y),z),universal_class) -> equal(intersection(intersection(intersection(u,restrict(v,w,x)),y),z),null_class) member(apply(choice,intersection(intersection(intersection(u,restrict(v,w,x)),y),z)),cross_product(w,x))*.
% 299.86/300.51 158762[0:Res:123525.0,9807.1] || member(intersection(intersection(u,intersection(restrict(v,w,x),y)),z),universal_class) -> equal(intersection(intersection(u,intersection(restrict(v,w,x),y)),z),null_class) member(apply(choice,intersection(intersection(u,intersection(restrict(v,w,x),y)),z)),cross_product(w,x))*.
% 299.86/300.51 158760[4:Res:126220.0,9807.1] || member(intersection(union(null_class,intersection(u,restrict(v,w,x))),y),universal_class) -> equal(intersection(union(null_class,intersection(u,restrict(v,w,x))),y),null_class) member(apply(choice,intersection(union(null_class,intersection(u,restrict(v,w,x))),y)),cross_product(w,x))*.
% 299.86/300.51 158792[4:Rew:80005.0,158758.2,80005.0,158758.1,80005.0,158758.0] || member(intersection(intersection(u,union(null_class,restrict(v,w,x))),y),universal_class) -> equal(intersection(intersection(u,union(null_class,restrict(v,w,x))),y),null_class) member(apply(choice,intersection(intersection(u,union(null_class,restrict(v,w,x))),y)),cross_product(w,x))*.
% 299.86/300.51 158753[4:Res:123520.0,9807.1] || member(intersection(u,union(null_class,intersection(restrict(v,w,x),y))),universal_class) -> equal(intersection(u,union(null_class,intersection(restrict(v,w,x),y))),null_class) member(apply(choice,intersection(u,union(null_class,intersection(restrict(v,w,x),y)))),cross_product(w,x))*.
% 299.86/300.51 158749[0:Res:123517.0,9807.1] || member(intersection(u,intersection(intersection(restrict(v,w,x),y),z)),universal_class) -> equal(intersection(u,intersection(intersection(restrict(v,w,x),y),z)),null_class) member(apply(choice,intersection(u,intersection(intersection(restrict(v,w,x),y),z))),cross_product(w,x))*.
% 299.86/300.51 158793[4:Rew:80005.0,158747.2,80005.0,158747.1,80005.0,158747.0] || member(intersection(u,intersection(union(null_class,restrict(v,w,x)),y)),universal_class) -> equal(intersection(u,intersection(union(null_class,restrict(v,w,x)),y)),null_class) member(apply(choice,intersection(u,intersection(union(null_class,restrict(v,w,x)),y))),cross_product(w,x))*.
% 299.86/300.51 158743[0:Res:127963.0,9807.1] || member(intersection(intersection(u,intersection(v,restrict(w,x,y))),z),universal_class) -> equal(intersection(intersection(u,intersection(v,restrict(w,x,y))),z),null_class) member(apply(choice,intersection(intersection(u,intersection(v,restrict(w,x,y))),z)),cross_product(x,y))*.
% 299.86/300.51 158742[0:Res:123475.0,9807.1] || member(intersection(intersection(intersection(restrict(u,v,w),x),y),z),universal_class) -> equal(intersection(intersection(intersection(restrict(u,v,w),x),y),z),null_class) member(apply(choice,intersection(intersection(intersection(restrict(u,v,w),x),y),z)),cross_product(v,w))*.
% 299.86/300.51 158741[4:Res:123491.0,9807.1] || member(intersection(union(null_class,intersection(restrict(u,v,w),x)),y),universal_class) -> equal(intersection(union(null_class,intersection(restrict(u,v,w),x)),y),null_class) member(apply(choice,intersection(union(null_class,intersection(restrict(u,v,w),x)),y)),cross_product(v,w))*.
% 299.86/300.51 158794[4:Rew:80005.0,158739.2,80005.0,158739.1,80005.0,158739.0] || member(intersection(intersection(union(null_class,restrict(u,v,w)),x),y),universal_class) -> equal(intersection(intersection(union(null_class,restrict(u,v,w)),x),y),null_class) member(apply(choice,intersection(intersection(union(null_class,restrict(u,v,w)),x),y)),cross_product(v,w))*.
% 299.86/300.51 158736[4:Res:126395.0,9807.1] || member(intersection(u,union(null_class,intersection(v,restrict(w,x,y)))),universal_class) -> equal(intersection(u,union(null_class,intersection(v,restrict(w,x,y)))),null_class) member(apply(choice,intersection(u,union(null_class,intersection(v,restrict(w,x,y))))),cross_product(x,y))*.
% 299.86/300.51 158735[0:Res:127954.0,9807.1] || member(intersection(u,intersection(intersection(v,restrict(w,x,y)),z)),universal_class) -> equal(intersection(u,intersection(intersection(v,restrict(w,x,y)),z)),null_class) member(apply(choice,intersection(u,intersection(intersection(v,restrict(w,x,y)),z))),cross_product(x,y))*.
% 299.86/300.51 158734[0:Res:123485.0,9807.1] || member(intersection(u,intersection(v,intersection(restrict(w,x,y),z))),universal_class) -> equal(intersection(u,intersection(v,intersection(restrict(w,x,y),z))),null_class) member(apply(choice,intersection(u,intersection(v,intersection(restrict(w,x,y),z)))),cross_product(x,y))*.
% 299.86/300.51 158795[4:Rew:80005.0,158732.2,80005.0,158732.1,80005.0,158732.0] || member(intersection(u,intersection(v,union(null_class,restrict(w,x,y)))),universal_class) -> equal(intersection(u,intersection(v,union(null_class,restrict(w,x,y)))),null_class) member(apply(choice,intersection(u,intersection(v,union(null_class,restrict(w,x,y))))),cross_product(x,y))*.
% 299.86/300.51 158724[4:Res:123909.0,9807.1] || member(complement(successor(complement(restrict(restrict(u,v,w),x,y)))),universal_class) -> equal(complement(successor(complement(restrict(restrict(u,v,w),x,y)))),null_class) member(apply(choice,complement(successor(complement(restrict(restrict(u,v,w),x,y))))),cross_product(v,w))*.
% 299.86/300.51 158708[0:Res:58786.0,9807.1] || member(restrict(restrict(restrict(u,v,w),x,y),z,x1),universal_class) -> equal(restrict(restrict(restrict(u,v,w),x,y),z,x1),null_class) member(apply(choice,restrict(restrict(restrict(u,v,w),x,y),z,x1)),cross_product(v,w))*.
% 299.86/300.51 161631[0:Res:500.2,617.0] || member(restrict(ordered_pair(u,v),w,x),universal_class) -> equal(restrict(ordered_pair(u,v),w,x),null_class) equal(apply(choice,restrict(ordered_pair(u,v),w,x)),unordered_pair(u,singleton(v)))** equal(apply(choice,restrict(ordered_pair(u,v),w,x)),singleton(u)).
% 299.86/300.51 161626[0:Res:500.2,8686.2] || member(restrict(union(u,v),w,x),universal_class) member(apply(choice,restrict(union(u,v),w,x)),complement(v))* member(apply(choice,restrict(union(u,v),w,x)),complement(u))* -> equal(restrict(union(u,v),w,x),null_class).
% 299.86/300.51 161623[0:Res:500.2,102309.0] || member(restrict(symmetric_difference(union(u,v),complement(w)),x,y),universal_class) -> equal(restrict(symmetric_difference(union(u,v),complement(w)),x,y),null_class) member(apply(choice,restrict(symmetric_difference(union(u,v),complement(w)),x,y)),union(complement(union(u,v)),w))*.
% 299.86/300.51 161619[0:Res:500.2,102295.0] || member(restrict(symmetric_difference(complement(u),union(v,w)),x,y),universal_class) -> equal(restrict(symmetric_difference(complement(u),union(v,w)),x,y),null_class) member(apply(choice,restrict(symmetric_difference(complement(u),union(v,w)),x,y)),union(u,complement(union(v,w))))*.
% 299.86/300.51 162449[0:SpR:48063.0,7786.1] || -> subclass(symmetric_difference(union(u,image(element_relation,power_class(v))),union(complement(u),power_class(complement(power_class(v))))),w) member(not_subclass_element(symmetric_difference(union(u,image(element_relation,power_class(v))),union(complement(u),power_class(complement(power_class(v))))),w),complement(symmetric_difference(complement(u),power_class(complement(power_class(v))))))*.
% 299.86/300.51 162917[0:SpR:48279.0,7786.1] || -> subclass(symmetric_difference(union(image(element_relation,power_class(u)),v),union(power_class(complement(power_class(u))),complement(v))),w) member(not_subclass_element(symmetric_difference(union(image(element_relation,power_class(u)),v),union(power_class(complement(power_class(u))),complement(v))),w),complement(symmetric_difference(power_class(complement(power_class(u))),complement(v))))*.
% 299.86/300.51 163477[0:Res:61.1,13090.1] || member(ordered_pair(u,apply(choice,intersection(v,complement(image(w,image(x,singleton(u))))))),compose(w,x))* member(intersection(v,complement(image(w,image(x,singleton(u))))),universal_class) -> equal(intersection(v,complement(image(w,image(x,singleton(u))))),null_class).
% 299.86/300.51 163682[0:Res:61.1,13288.1] || member(ordered_pair(u,apply(choice,intersection(complement(image(v,image(w,singleton(u)))),x))),compose(v,w))* member(intersection(complement(image(v,image(w,singleton(u)))),x),universal_class) -> equal(intersection(complement(image(v,image(w,singleton(u)))),x),null_class).
% 299.86/300.51 163923[0:Res:61.1,887.0] || member(ordered_pair(u,regular(complement(intersection(v,image(w,image(x,singleton(u))))))),compose(w,x))* member(regular(complement(intersection(v,image(w,image(x,singleton(u)))))),v)* -> equal(complement(intersection(v,image(w,image(x,singleton(u))))),null_class).
% 299.86/300.51 163906[0:Res:13412.1,887.0] || member(regular(complement(intersection(u,intersection(v,w)))),union(v,w)) member(regular(complement(intersection(u,intersection(v,w)))),u)* -> member(regular(complement(intersection(u,intersection(v,w)))),symmetric_difference(v,w))* equal(complement(intersection(u,intersection(v,w))),null_class).
% 299.86/300.51 164041[0:MRR:163913.0,12497.1] || member(regular(complement(intersection(u,intersection(union(v,w),complement(x))))),u)* -> member(regular(complement(intersection(u,intersection(union(v,w),complement(x))))),union(complement(union(v,w)),x))* equal(complement(intersection(u,intersection(union(v,w),complement(x)))),null_class).
% 299.86/300.51 164042[0:MRR:163910.0,12497.1] || member(regular(complement(intersection(u,intersection(complement(v),union(w,x))))),u)* -> member(regular(complement(intersection(u,intersection(complement(v),union(w,x))))),union(v,complement(union(w,x))))* equal(complement(intersection(u,intersection(complement(v),union(w,x)))),null_class).
% 299.86/300.51 164043[0:Rew:103225.0,163844.2,103225.0,163844.1] || member(regular(complement(symmetric_difference(union(u,v),complement(w)))),union(complement(union(u,v)),w))* member(regular(complement(symmetric_difference(union(u,v),complement(w)))),union(union(u,v),complement(w))) -> equal(complement(symmetric_difference(union(u,v),complement(w))),null_class).
% 299.86/300.51 164044[0:Rew:104218.0,163842.2,104218.0,163842.1] || member(regular(complement(symmetric_difference(complement(u),union(v,w)))),union(complement(u),union(v,w)))* member(regular(complement(symmetric_difference(complement(u),union(v,w)))),union(u,complement(union(v,w)))) -> equal(complement(symmetric_difference(complement(u),union(v,w))),null_class).
% 299.86/300.51 164134[0:Res:12960.4,62.0] || member(u,universal_class) member(v,universal_class) equal(successor(v),u) subclass(successor_relation,image(w,image(x,singleton(y)))) member(ordered_pair(y,ordered_pair(v,u)),cross_product(universal_class,universal_class))* -> member(ordered_pair(y,ordered_pair(v,u)),compose(w,x))*.
% 299.86/300.51 167246[9:Res:79218.1,7890.0] function(cross_product(u,v)) || -> subclass(intersection(w,successor(cross_product(u,v))),x) equal(ordered_pair(first(not_subclass_element(intersection(w,successor(cross_product(u,v))),x)),second(not_subclass_element(intersection(w,successor(cross_product(u,v))),x))),not_subclass_element(intersection(w,successor(cross_product(u,v))),x))**.
% 299.86/300.51 167239[9:Res:79114.1,7890.0] function(cross_product(u,v)) || -> subclass(intersection(successor(cross_product(u,v)),w),x) equal(ordered_pair(first(not_subclass_element(intersection(successor(cross_product(u,v)),w),x)),second(not_subclass_element(intersection(successor(cross_product(u,v)),w),x))),not_subclass_element(intersection(successor(cross_product(u,v)),w),x))**.
% 299.86/300.51 167872[0:Res:13089.3,12416.1] || member(intersection(u,v),universal_class) subclass(v,complement(intersection(w,x))) member(apply(choice,intersection(u,v)),union(w,x))* subclass(symmetric_difference(w,x),y)* -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),y)*.
% 299.86/300.51 167871[0:Res:13287.3,12416.1] || member(intersection(u,v),universal_class) subclass(u,complement(intersection(w,x))) member(apply(choice,intersection(u,v)),union(w,x))* subclass(symmetric_difference(w,x),y)* -> equal(intersection(u,v),null_class) member(apply(choice,intersection(u,v)),y)*.
% 299.86/300.51 167856[0:Res:3146.1,12416.1] || member(regular(intersection(u,intersection(v,complement(intersection(w,x))))),union(w,x))* subclass(symmetric_difference(w,x),y) -> equal(intersection(u,intersection(v,complement(intersection(w,x)))),null_class) member(regular(intersection(u,intersection(v,complement(intersection(w,x))))),y)*.
% 299.86/300.51 167851[0:Res:3318.1,12416.1] || member(regular(intersection(intersection(u,complement(intersection(v,w))),x)),union(v,w))* subclass(symmetric_difference(v,w),y) -> equal(intersection(intersection(u,complement(intersection(v,w))),x),null_class) member(regular(intersection(intersection(u,complement(intersection(v,w))),x)),y)*.
% 299.86/300.51 167847[0:Res:3145.1,12416.1] || member(regular(intersection(u,intersection(complement(intersection(v,w)),x))),union(v,w))* subclass(symmetric_difference(v,w),y) -> equal(intersection(u,intersection(complement(intersection(v,w)),x)),null_class) member(regular(intersection(u,intersection(complement(intersection(v,w)),x))),y)*.
% 299.86/300.51 167838[0:Res:3317.1,12416.1] || member(regular(intersection(intersection(complement(intersection(u,v)),w),x)),union(u,v))* subclass(symmetric_difference(u,v),y) -> equal(intersection(intersection(complement(intersection(u,v)),w),x),null_class) member(regular(intersection(intersection(complement(intersection(u,v)),w),x)),y)*.
% 299.86/300.51 167831[0:Res:8431.2,12416.1] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,complement(intersection(v,w))) member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),union(v,w))* subclass(symmetric_difference(v,w),x)* -> member(ordered_pair(restrict(element_relation,universal_class,u),sum_class(u)),x)*.
% 299.86/300.51 167830[0:Res:8432.2,12416.1] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,complement(intersection(v,w))) member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),union(v,w))* subclass(symmetric_difference(v,w),x)* -> member(ordered_pair(flip(cross_product(u,universal_class)),inverse(u)),x)*.
% 299.86/300.51 168288[0:Res:7758.1,78949.0] || -> subclass(intersection(intersection(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),x),y),z) member(not_subclass_element(intersection(intersection(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),x),y),z),complement(symmetric_difference(cross_product(u,v),w)))*.
% 299.86/300.51 168287[0:Res:6566.1,78949.0] || -> subclass(intersection(u,intersection(v,symmetric_difference(union(cross_product(w,x),y),complement(restrict(y,w,x))))),z) member(not_subclass_element(intersection(u,intersection(v,symmetric_difference(union(cross_product(w,x),y),complement(restrict(y,w,x))))),z),complement(symmetric_difference(cross_product(w,x),y)))*.
% 299.86/300.51 168286[0:Res:7759.1,78949.0] || -> subclass(intersection(intersection(u,symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w)))),y),z) member(not_subclass_element(intersection(intersection(u,symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w)))),y),z),complement(symmetric_difference(cross_product(v,w),x)))*.
% 299.86/300.51 168284[0:Res:6565.1,78949.0] || -> subclass(intersection(u,intersection(symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))),y)),z) member(not_subclass_element(intersection(u,intersection(symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))),y)),z),complement(symmetric_difference(cross_product(v,w),x)))*.
% 299.86/300.51 168588[0:Res:7758.1,79442.0] || -> subclass(intersection(intersection(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),x),y),z) member(not_subclass_element(intersection(intersection(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),x),y),z),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.86/300.51 168587[0:Res:6566.1,79442.0] || -> subclass(intersection(u,intersection(v,symmetric_difference(union(w,cross_product(x,y)),complement(restrict(w,x,y))))),z) member(not_subclass_element(intersection(u,intersection(v,symmetric_difference(union(w,cross_product(x,y)),complement(restrict(w,x,y))))),z),complement(symmetric_difference(w,cross_product(x,y))))*.
% 299.86/300.51 168586[0:Res:7759.1,79442.0] || -> subclass(intersection(intersection(u,symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x)))),y),z) member(not_subclass_element(intersection(intersection(u,symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x)))),y),z),complement(symmetric_difference(v,cross_product(w,x))))*.
% 299.86/300.51 168584[0:Res:6565.1,79442.0] || -> subclass(intersection(u,intersection(symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))),y)),z) member(not_subclass_element(intersection(u,intersection(symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))),y)),z),complement(symmetric_difference(v,cross_product(w,x))))*.
% 299.86/300.51 170517[0:Res:13912.2,937.0] || member(regular(cross_product(u,v)),element_relation) member(w,x)* -> equal(cross_product(u,v),null_class) equal(ordered_pair(first(ordered_pair(w,first(regular(cross_product(u,v))))),second(ordered_pair(w,first(regular(cross_product(u,v)))))),ordered_pair(w,first(regular(cross_product(u,v)))))**.
% 299.86/300.51 170960[4:Res:60803.0,9799.1] || member(union(null_class,intersection(u,unordered_pair(v,w))),universal_class) -> equal(union(null_class,intersection(u,unordered_pair(v,w))),null_class) equal(apply(choice,union(null_class,intersection(u,unordered_pair(v,w)))),w)** equal(apply(choice,union(null_class,intersection(u,unordered_pair(v,w)))),v)**.
% 299.86/300.51 170952[0:Res:59447.0,9799.1] || member(intersection(intersection(u,unordered_pair(v,w)),x),universal_class) -> equal(intersection(intersection(u,unordered_pair(v,w)),x),null_class) equal(apply(choice,intersection(intersection(u,unordered_pair(v,w)),x)),w)** equal(apply(choice,intersection(intersection(u,unordered_pair(v,w)),x)),v)**.
% 299.86/300.51 170991[4:Rew:80005.0,170948.3,80005.0,170948.2,80005.0,170948.1,80005.0,170948.0] || member(intersection(u,union(null_class,unordered_pair(v,w))),universal_class) -> equal(intersection(u,union(null_class,unordered_pair(v,w))),null_class) equal(apply(choice,intersection(u,union(null_class,unordered_pair(v,w)))),w)** equal(apply(choice,intersection(u,union(null_class,unordered_pair(v,w)))),v)**.
% 299.86/300.51 170941[0:Res:57711.0,9799.1] || member(intersection(u,intersection(unordered_pair(v,w),x)),universal_class) -> equal(intersection(u,intersection(unordered_pair(v,w),x)),null_class) equal(apply(choice,intersection(u,intersection(unordered_pair(v,w),x))),w)** equal(apply(choice,intersection(u,intersection(unordered_pair(v,w),x))),v)**.
% 299.86/300.51 170992[4:Rew:80005.0,170925.3,80005.0,170925.2,80005.0,170925.1,80005.0,170925.0] || member(intersection(union(null_class,unordered_pair(u,v)),w),universal_class) -> equal(intersection(union(null_class,unordered_pair(u,v)),w),null_class) equal(apply(choice,intersection(union(null_class,unordered_pair(u,v)),w)),v)** equal(apply(choice,intersection(union(null_class,unordered_pair(u,v)),w)),u)**.
% 299.86/300.51 170916[0:Res:58246.0,9799.1] || member(intersection(u,intersection(v,unordered_pair(w,x))),universal_class) -> equal(intersection(u,intersection(v,unordered_pair(w,x))),null_class) equal(apply(choice,intersection(u,intersection(v,unordered_pair(w,x)))),x)** equal(apply(choice,intersection(u,intersection(v,unordered_pair(w,x)))),w)**.
% 299.86/300.51 170915[4:Res:106506.0,9799.1] || member(regular(union(null_class,complement(unordered_pair(u,v)))),universal_class) -> equal(regular(union(null_class,complement(unordered_pair(u,v)))),null_class) equal(apply(choice,regular(union(null_class,complement(unordered_pair(u,v))))),v)** equal(apply(choice,regular(union(null_class,complement(unordered_pair(u,v))))),u)**.
% 299.86/300.51 170910[4:Res:59213.0,9799.1] || member(union(null_class,intersection(unordered_pair(u,v),w)),universal_class) -> equal(union(null_class,intersection(unordered_pair(u,v),w)),null_class) equal(apply(choice,union(null_class,intersection(unordered_pair(u,v),w))),v)** equal(apply(choice,union(null_class,intersection(unordered_pair(u,v),w))),u)**.
% 299.86/300.51 170906[0:Res:59078.0,9799.1] || member(intersection(intersection(unordered_pair(u,v),w),x),universal_class) -> equal(intersection(intersection(unordered_pair(u,v),w),x),null_class) equal(apply(choice,intersection(intersection(unordered_pair(u,v),w),x)),v)** equal(apply(choice,intersection(intersection(unordered_pair(u,v),w),x)),u)**.
% 299.86/300.51 171780[0:MRR:171657.0,138.0] || member(intersection(complement(u),union(v,complement(power_class(w)))),universal_class) -> member(singleton(intersection(complement(u),union(v,complement(power_class(w))))),union(u,intersection(complement(v),power_class(w))))* member(singleton(singleton(singleton(intersection(complement(u),union(v,complement(power_class(w))))))),element_relation).
% 299.86/300.51 172150[0:Res:47996.2,14561.0] || member(not_subclass_element(u,intersection(symmetric_difference(complement(v),power_class(w)),u)),union(complement(v),power_class(w)))* member(not_subclass_element(u,intersection(symmetric_difference(complement(v),power_class(w)),u)),union(v,complement(power_class(w)))) -> subclass(u,intersection(symmetric_difference(complement(v),power_class(w)),u)).
% 299.86/300.51 172220[0:Rew:48838.0,172087.0] || member(u,union(union(image(element_relation,power_class(v)),complement(power_class(w))),power_class(x))) member(u,union(intersection(power_class(complement(power_class(v))),power_class(w)),complement(power_class(x)))) -> member(u,symmetric_difference(union(image(element_relation,power_class(v)),complement(power_class(w))),power_class(x)))*.
% 299.86/300.51 172221[0:Rew:48835.0,172085.0] || member(u,union(union(complement(power_class(v)),image(element_relation,power_class(w))),power_class(x))) member(u,union(intersection(power_class(v),power_class(complement(power_class(w)))),complement(power_class(x)))) -> member(u,symmetric_difference(union(complement(power_class(v)),image(element_relation,power_class(w))),power_class(x)))*.
% 299.86/300.51 172574[0:MRR:172444.0,138.0] || member(intersection(union(u,complement(power_class(v))),complement(w)),universal_class) -> member(singleton(intersection(union(u,complement(power_class(v))),complement(w))),union(intersection(complement(u),power_class(v)),w))* member(singleton(singleton(singleton(intersection(union(u,complement(power_class(v))),complement(w))))),element_relation).
% 299.86/300.51 173130[0:MRR:172999.0,138.0] || member(intersection(complement(u),union(complement(power_class(v)),w)),universal_class) -> member(singleton(intersection(complement(u),union(complement(power_class(v)),w))),union(u,intersection(power_class(v),complement(w))))* member(singleton(singleton(singleton(intersection(complement(u),union(complement(power_class(v)),w))))),element_relation).
% 299.86/300.51 13406[0:Res:497.2,885.1] || member(intersection(u,complement(intersection(v,w))),universal_class) member(apply(choice,intersection(u,complement(intersection(v,w)))),union(v,w)) -> equal(intersection(u,complement(intersection(v,w))),null_class) member(apply(choice,intersection(u,complement(intersection(v,w)))),symmetric_difference(v,w))*.
% 299.86/300.51 13393[0:Res:496.2,885.1] || member(intersection(complement(intersection(u,v)),w),universal_class) member(apply(choice,intersection(complement(intersection(u,v)),w)),union(u,v)) -> equal(intersection(complement(intersection(u,v)),w),null_class) member(apply(choice,intersection(complement(intersection(u,v)),w)),symmetric_difference(u,v))*.
% 299.86/300.51 13907[0:SpR:823.1,1072.3] || member(second(regular(cross_product(u,v))),universal_class) member(first(regular(cross_product(u,v))),universal_class) equal(compose(w,first(regular(cross_product(u,v)))),second(regular(cross_product(u,v))))** -> equal(cross_product(u,v),null_class) member(regular(cross_product(u,v)),compose_class(w)).
% 299.86/300.51 15738[0:Rew:829.2,15717.4] || member(cross_product(u,v),universal_class) member(first(apply(choice,cross_product(u,v))),second(apply(choice,cross_product(u,v))))* member(apply(choice,cross_product(u,v)),cross_product(universal_class,universal_class)) -> equal(cross_product(u,v),null_class) member(apply(choice,cross_product(u,v)),element_relation).
% 299.86/300.51 19248[4:Rew:19166.0,19229.3,19166.0,19229.2,19166.0,19229.0] || member(image(u,image(v,null_class)),universal_class) member(ordered_pair(universal_class,apply(choice,image(u,image(v,null_class)))),cross_product(universal_class,universal_class))* -> equal(image(u,image(v,null_class)),null_class) member(ordered_pair(universal_class,apply(choice,image(u,image(v,null_class)))),compose(u,v))*.
% 299.86/300.51 64175[0:Rew:829.2,64164.3] || member(cross_product(u,v),universal_class) member(singleton(singleton(singleton(apply(choice,cross_product(u,v))))),application_function) -> equal(cross_product(u,v),null_class) equal(apply(singleton(apply(choice,cross_product(u,v))),first(apply(choice,cross_product(u,v)))),second(apply(choice,cross_product(u,v))))**.
% 299.86/300.51 64219[0:Rew:829.2,64208.3] || member(cross_product(u,v),universal_class) member(singleton(singleton(singleton(apply(choice,cross_product(u,v))))),composition_function) -> equal(cross_product(u,v),null_class) equal(compose(singleton(apply(choice,cross_product(u,v))),first(apply(choice,cross_product(u,v)))),second(apply(choice,cross_product(u,v))))**.
% 299.86/300.51 68420[0:MRR:68419.0,12507.2] || member(u,apply(choice,image(v,image(w,singleton(u))))) member(image(v,image(w,singleton(u))),universal_class) -> equal(image(v,image(w,singleton(u))),null_class) member(ordered_pair(u,apply(choice,image(v,image(w,singleton(u))))),compose(v,w))*.
% 299.86/300.51 69386[0:Rew:69304.0,69370.3,69304.0,69370.2,69304.0,69370.0] || member(image(u,range_of(null_class)),universal_class) member(ordered_pair(v,apply(choice,image(u,range_of(null_class)))),cross_product(universal_class,universal_class)) -> equal(image(u,range_of(null_class)),null_class) member(ordered_pair(v,apply(choice,image(u,range_of(null_class)))),compose(u,complement(cross_product(singleton(v),universal_class))))*.
% 299.86/300.51 80304[4:Rew:80005.0,80088.0] || member(u,symmetric_difference(complement(symmetric_difference(union(v,w),complement(intersection(v,w)))),union(complement(symmetric_difference(v,w)),union(union(v,w),complement(intersection(v,w))))))* -> member(u,complement(symmetric_difference(complement(symmetric_difference(v,w)),union(union(v,w),complement(intersection(v,w)))))).
% 299.86/300.51 80305[0:Rew:80146.0,80165.2,80146.0,80165.0] || member(intersection(u,symmetric_difference(union(v,w),complement(intersection(v,w)))),universal_class) -> equal(intersection(u,symmetric_difference(union(v,w),complement(intersection(v,w)))),null_class) member(apply(choice,intersection(u,symmetric_difference(union(v,w),complement(intersection(v,w))))),complement(symmetric_difference(v,w)))*.
% 299.86/300.51 80306[0:Rew:80146.0,80206.2,80146.0,80206.0] || member(intersection(symmetric_difference(union(u,v),complement(intersection(u,v))),w),universal_class) -> equal(intersection(symmetric_difference(union(u,v),complement(intersection(u,v))),w),null_class) member(apply(choice,intersection(symmetric_difference(union(u,v),complement(intersection(u,v))),w)),complement(symmetric_difference(u,v)))*.
% 299.86/300.51 80585[0:Rew:80566.0,80014.0] || -> equal(intersection(complement(symmetric_difference(power_class(complement(power_class(u))),power_class(v))),union(union(power_class(complement(power_class(u))),power_class(v)),union(image(element_relation,power_class(u)),complement(power_class(v))))),symmetric_difference(union(power_class(complement(power_class(u))),power_class(v)),union(image(element_relation,power_class(u)),complement(power_class(v)))))**.
% 299.86/300.51 80597[0:Rew:80566.0,80016.0] || -> equal(intersection(complement(symmetric_difference(power_class(u),power_class(complement(power_class(v))))),union(union(power_class(u),power_class(complement(power_class(v)))),union(complement(power_class(u)),image(element_relation,power_class(v))))),symmetric_difference(union(power_class(u),power_class(complement(power_class(v)))),union(complement(power_class(u)),image(element_relation,power_class(v)))))**.
% 299.86/300.51 83425[4:Res:30965.1,77406.0] || member(union(null_class,symmetric_difference(union(u,v),complement(intersection(u,v)))),universal_class) -> equal(union(null_class,symmetric_difference(union(u,v),complement(intersection(u,v)))),null_class) member(apply(choice,union(null_class,symmetric_difference(union(u,v),complement(intersection(u,v))))),complement(symmetric_difference(u,v)))*.
% 299.86/300.51 83405[4:Res:30965.1,885.1] || member(union(null_class,complement(intersection(u,v))),universal_class) member(apply(choice,union(null_class,complement(intersection(u,v)))),union(u,v)) -> equal(union(null_class,complement(intersection(u,v))),null_class) member(apply(choice,union(null_class,complement(intersection(u,v)))),symmetric_difference(u,v))*.
% 299.86/300.51 88429[2:Rew:826.1,88421.2] || -> subclass(cross_product(u,v),w) equal(unordered_pair(first(not_subclass_element(cross_product(u,v),w)),singleton(second(not_subclass_element(cross_product(u,v),w)))),apply(choice,not_subclass_element(cross_product(u,v),w)))** equal(apply(choice,not_subclass_element(cross_product(u,v),w)),singleton(first(not_subclass_element(cross_product(u,v),w)))).
% 299.86/300.51 94198[0:Res:6567.1,885.1] || member(not_subclass_element(intersection(u,restrict(complement(intersection(v,w)),x,y)),z),union(v,w)) -> subclass(intersection(u,restrict(complement(intersection(v,w)),x,y)),z) member(not_subclass_element(intersection(u,restrict(complement(intersection(v,w)),x,y)),z),symmetric_difference(v,w))*.
% 299.86/300.51 94577[0:Res:7760.1,885.1] || member(not_subclass_element(intersection(restrict(complement(intersection(u,v)),w,x),y),z),union(u,v)) -> subclass(intersection(restrict(complement(intersection(u,v)),w,x),y),z) member(not_subclass_element(intersection(restrict(complement(intersection(u,v)),w,x),y),z),symmetric_difference(u,v))*.
% 299.86/300.51 96235[0:Res:497.2,48030.0] || member(intersection(u,intersection(complement(v),power_class(complement(power_class(w))))),universal_class) member(apply(choice,intersection(u,intersection(complement(v),power_class(complement(power_class(w)))))),union(v,image(element_relation,power_class(w))))* -> equal(intersection(u,intersection(complement(v),power_class(complement(power_class(w))))),null_class).
% 299.86/300.51 96210[0:Res:496.2,48030.0] || member(intersection(intersection(complement(u),power_class(complement(power_class(v)))),w),universal_class) member(apply(choice,intersection(intersection(complement(u),power_class(complement(power_class(v)))),w)),union(u,image(element_relation,power_class(v))))* -> equal(intersection(intersection(complement(u),power_class(complement(power_class(v)))),w),null_class).
% 299.86/300.51 96554[0:Res:497.2,48062.0] || member(intersection(u,intersection(power_class(complement(power_class(v))),complement(w))),universal_class) member(apply(choice,intersection(u,intersection(power_class(complement(power_class(v))),complement(w)))),union(image(element_relation,power_class(v)),w))* -> equal(intersection(u,intersection(power_class(complement(power_class(v))),complement(w))),null_class).
% 299.86/300.51 96529[0:Res:496.2,48062.0] || member(intersection(intersection(power_class(complement(power_class(u))),complement(v)),w),universal_class) member(apply(choice,intersection(intersection(power_class(complement(power_class(u))),complement(v)),w)),union(image(element_relation,power_class(u)),v))* -> equal(intersection(intersection(power_class(complement(power_class(u))),complement(v)),w),null_class).
% 299.86/300.51 136949[4:Rew:136834.0,136932.3,136834.0,136932.2,136834.0,136932.0] || member(image(u,range_of(null_class)),universal_class) member(ordered_pair(v,apply(choice,image(u,range_of(null_class)))),cross_product(universal_class,universal_class)) -> equal(image(u,range_of(null_class)),null_class) member(ordered_pair(v,apply(choice,image(u,range_of(null_class)))),compose(u,singleton(cross_product(singleton(v),universal_class))))*.
% 299.86/300.51 137850[0:SpL:823.1,14012.0] || member(regular(cross_product(u,v)),cross_product(universal_class,universal_class)) subclass(composition_function,successor_relation) -> equal(cross_product(u,v),null_class) equal(ordered_pair(second(regular(cross_product(u,v))),compose(first(regular(cross_product(u,v))),second(regular(cross_product(u,v))))),successor(first(regular(cross_product(u,v)))))**.
% 299.86/300.51 149378[0:SpR:9395.0,13323.2] || member(symmetric_difference(successor(u),union(complement(u),complement(singleton(u)))),universal_class) -> equal(symmetric_difference(successor(u),union(complement(u),complement(singleton(u)))),null_class) member(apply(choice,symmetric_difference(successor(u),union(complement(u),complement(singleton(u))))),complement(symmetric_difference(complement(u),complement(singleton(u)))))*.
% 299.86/300.51 150917[0:SpL:103074.0,48910.0] || member(not_subclass_element(union(intersection(power_class(complement(power_class(u))),union(v,w)),complement(power_class(x))),y),intersection(union(image(element_relation,power_class(u)),complement(union(v,w))),power_class(x)))* -> subclass(union(intersection(power_class(complement(power_class(u))),union(v,w)),complement(power_class(x))),y).
% 299.86/300.51 150915[0:SpL:48874.0,48910.0] || member(not_subclass_element(union(intersection(power_class(u),union(complement(power_class(v)),w)),complement(power_class(x))),y),intersection(union(complement(power_class(u)),intersection(power_class(v),complement(w))),power_class(x)))* -> subclass(union(intersection(power_class(u),union(complement(power_class(v)),w)),complement(power_class(x))),y).
% 299.86/300.51 150914[0:SpL:48870.0,48910.0] || member(not_subclass_element(union(intersection(power_class(u),union(v,complement(power_class(w)))),complement(power_class(x))),y),intersection(union(complement(power_class(u)),intersection(complement(v),power_class(w))),power_class(x)))* -> subclass(union(intersection(power_class(u),union(v,complement(power_class(w)))),complement(power_class(x))),y).
% 299.86/300.51 150913[0:SpL:103450.0,48910.0] || member(not_subclass_element(union(intersection(union(u,v),power_class(complement(power_class(w)))),complement(power_class(x))),y),intersection(union(complement(union(u,v)),image(element_relation,power_class(w))),power_class(x)))* -> subclass(union(intersection(union(u,v),power_class(complement(power_class(w)))),complement(power_class(x))),y).
% 299.86/300.51 150912[0:SpL:48872.0,48910.0] || member(not_subclass_element(union(intersection(union(complement(power_class(u)),v),power_class(w)),complement(power_class(x))),y),intersection(union(intersection(power_class(u),complement(v)),complement(power_class(w))),power_class(x)))* -> subclass(union(intersection(union(complement(power_class(u)),v),power_class(w)),complement(power_class(x))),y).
% 299.86/300.51 150911[0:SpL:48871.0,48910.0] || member(not_subclass_element(union(intersection(union(u,complement(power_class(v))),power_class(w)),complement(power_class(x))),y),intersection(union(intersection(complement(u),power_class(v)),complement(power_class(w))),power_class(x)))* -> subclass(union(intersection(union(u,complement(power_class(v))),power_class(w)),complement(power_class(x))),y).
% 299.86/300.51 150910[0:SpL:103320.0,48910.0] || member(not_subclass_element(union(intersection(power_class(complement(union(u,v))),power_class(w)),complement(power_class(x))),y),intersection(union(image(element_relation,union(u,v)),complement(power_class(w))),power_class(x)))* -> subclass(union(intersection(power_class(complement(union(u,v))),power_class(w)),complement(power_class(x))),y).
% 299.86/300.51 150908[0:SpL:102945.0,48910.0] || member(not_subclass_element(union(intersection(power_class(u),power_class(complement(union(v,w)))),complement(power_class(x))),y),intersection(union(complement(power_class(u)),image(element_relation,union(v,w))),power_class(x)))* -> subclass(union(intersection(power_class(u),power_class(complement(union(v,w)))),complement(power_class(x))),y).
% 299.86/300.51 151173[0:SpL:103074.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),intersection(power_class(complement(power_class(v))),union(w,x))),y),intersection(power_class(u),union(image(element_relation,power_class(v)),complement(union(w,x)))))* -> subclass(union(complement(power_class(u)),intersection(power_class(complement(power_class(v))),union(w,x))),y).
% 299.86/300.51 151171[0:SpL:48874.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),intersection(power_class(v),union(complement(power_class(w)),x))),y),intersection(power_class(u),union(complement(power_class(v)),intersection(power_class(w),complement(x)))))* -> subclass(union(complement(power_class(u)),intersection(power_class(v),union(complement(power_class(w)),x))),y).
% 299.86/300.51 151170[0:SpL:48870.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),intersection(power_class(v),union(w,complement(power_class(x))))),y),intersection(power_class(u),union(complement(power_class(v)),intersection(complement(w),power_class(x)))))* -> subclass(union(complement(power_class(u)),intersection(power_class(v),union(w,complement(power_class(x))))),y).
% 299.86/300.51 151169[0:SpL:103450.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),intersection(union(v,w),power_class(complement(power_class(x))))),y),intersection(power_class(u),union(complement(union(v,w)),image(element_relation,power_class(x)))))* -> subclass(union(complement(power_class(u)),intersection(union(v,w),power_class(complement(power_class(x))))),y).
% 299.86/300.51 151168[0:SpL:48872.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),intersection(union(complement(power_class(v)),w),power_class(x))),y),intersection(power_class(u),union(intersection(power_class(v),complement(w)),complement(power_class(x)))))* -> subclass(union(complement(power_class(u)),intersection(union(complement(power_class(v)),w),power_class(x))),y).
% 299.86/300.51 151167[0:SpL:48871.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),intersection(union(v,complement(power_class(w))),power_class(x))),y),intersection(power_class(u),union(intersection(complement(v),power_class(w)),complement(power_class(x)))))* -> subclass(union(complement(power_class(u)),intersection(union(v,complement(power_class(w))),power_class(x))),y).
% 299.86/300.51 151166[0:SpL:103320.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),intersection(power_class(complement(union(v,w))),power_class(x))),y),intersection(power_class(u),union(image(element_relation,union(v,w)),complement(power_class(x)))))* -> subclass(union(complement(power_class(u)),intersection(power_class(complement(union(v,w))),power_class(x))),y).
% 299.86/300.51 151164[0:SpL:102945.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),intersection(power_class(v),power_class(complement(union(w,x))))),y),intersection(power_class(u),union(complement(power_class(v)),image(element_relation,union(w,x)))))* -> subclass(union(complement(power_class(u)),intersection(power_class(v),power_class(complement(union(w,x))))),y).
% 299.86/300.51 151789[0:Rew:102583.0,151443.0] || -> subclass(symmetric_difference(complement(u),union(complement(power_class(v)),intersection(complement(w),union(x,y)))),z) member(not_subclass_element(symmetric_difference(complement(u),union(complement(power_class(v)),intersection(complement(w),union(x,y)))),z),union(u,intersection(power_class(v),union(w,complement(union(x,y))))))*.
% 299.86/300.51 151790[0:Rew:102583.0,151380.0] || -> subclass(symmetric_difference(union(complement(power_class(u)),intersection(complement(v),union(w,x))),complement(y)),z) member(not_subclass_element(symmetric_difference(union(complement(power_class(u)),intersection(complement(v),union(w,x))),complement(y)),z),union(intersection(power_class(u),union(v,complement(union(w,x)))),y))*.
% 299.86/300.51 152837[0:Rew:102667.0,152488.0] || -> subclass(symmetric_difference(complement(u),union(intersection(complement(v),power_class(w)),complement(union(x,y)))),z) member(not_subclass_element(symmetric_difference(complement(u),union(intersection(complement(v),power_class(w)),complement(union(x,y)))),z),union(u,intersection(union(v,complement(power_class(w))),union(x,y))))*.
% 299.86/300.51 152838[0:Rew:102667.0,152425.0] || -> subclass(symmetric_difference(union(intersection(complement(u),power_class(v)),complement(union(w,x))),complement(y)),z) member(not_subclass_element(symmetric_difference(union(intersection(complement(u),power_class(v)),complement(union(w,x))),complement(y)),z),union(intersection(union(u,complement(power_class(v))),union(w,x)),y))*.
% 299.86/300.51 153311[0:Rew:102668.0,152949.0] || -> subclass(symmetric_difference(complement(u),union(intersection(power_class(v),complement(w)),complement(union(x,y)))),z) member(not_subclass_element(symmetric_difference(complement(u),union(intersection(power_class(v),complement(w)),complement(union(x,y)))),z),union(u,intersection(union(complement(power_class(v)),w),union(x,y))))*.
% 299.86/300.51 153312[0:Rew:102668.0,152886.0] || -> subclass(symmetric_difference(union(intersection(power_class(u),complement(v)),complement(union(w,x))),complement(y)),z) member(not_subclass_element(symmetric_difference(union(intersection(power_class(u),complement(v)),complement(union(w,x))),complement(y)),z),union(intersection(union(complement(power_class(u)),v),union(w,x)),y))*.
% 299.86/300.51 153771[0:Rew:102866.0,153426.0] || -> subclass(symmetric_difference(complement(u),union(intersection(complement(v),union(w,x)),complement(power_class(y)))),z) member(not_subclass_element(symmetric_difference(complement(u),union(intersection(complement(v),union(w,x)),complement(power_class(y)))),z),union(u,intersection(union(v,complement(union(w,x))),power_class(y))))*.
% 299.86/300.51 153772[0:Rew:102866.0,153363.0] || -> subclass(symmetric_difference(union(intersection(complement(u),union(v,w)),complement(power_class(x))),complement(y)),z) member(not_subclass_element(symmetric_difference(union(intersection(complement(u),union(v,w)),complement(power_class(x))),complement(y)),z),union(intersection(union(u,complement(union(v,w))),power_class(x)),y))*.
% 299.86/300.51 154555[0:Rew:103019.0,154196.0] || -> subclass(symmetric_difference(complement(u),union(complement(power_class(v)),intersection(union(w,x),complement(y)))),z) member(not_subclass_element(symmetric_difference(complement(u),union(complement(power_class(v)),intersection(union(w,x),complement(y)))),z),union(u,intersection(power_class(v),union(complement(union(w,x)),y))))*.
% 299.86/300.51 154556[0:Rew:103019.0,154133.0] || -> subclass(symmetric_difference(union(complement(power_class(u)),intersection(union(v,w),complement(x))),complement(y)),z) member(not_subclass_element(symmetric_difference(union(complement(power_class(u)),intersection(union(v,w),complement(x))),complement(y)),z),union(intersection(power_class(u),union(complement(union(v,w)),x)),y))*.
% 299.86/300.51 155037[0:Rew:103205.0,154679.0] || -> subclass(symmetric_difference(complement(u),union(intersection(union(v,w),complement(x)),complement(power_class(y)))),z) member(not_subclass_element(symmetric_difference(complement(u),union(intersection(union(v,w),complement(x)),complement(power_class(y)))),z),union(u,intersection(union(complement(union(v,w)),x),power_class(y))))*.
% 299.86/300.51 155038[0:Rew:103205.0,154616.0] || -> subclass(symmetric_difference(union(intersection(union(u,v),complement(w)),complement(power_class(x))),complement(y)),z) member(not_subclass_element(symmetric_difference(union(intersection(union(u,v),complement(w)),complement(power_class(x))),complement(y)),z),union(intersection(union(complement(union(u,v)),w),power_class(x)),y))*.
% 299.86/300.51 155465[0:Rew:103451.0,155125.0] || -> subclass(symmetric_difference(complement(u),union(complement(union(v,w)),intersection(complement(x),power_class(y)))),z) member(not_subclass_element(symmetric_difference(complement(u),union(complement(union(v,w)),intersection(complement(x),power_class(y)))),z),union(u,intersection(union(v,w),union(x,complement(power_class(y))))))*.
% 299.86/300.51 155466[0:Rew:103451.0,155062.0] || -> subclass(symmetric_difference(union(complement(union(u,v)),intersection(complement(w),power_class(x))),complement(y)),z) member(not_subclass_element(symmetric_difference(union(complement(union(u,v)),intersection(complement(w),power_class(x))),complement(y)),z),union(intersection(union(u,v),union(w,complement(power_class(x)))),y))*.
% 299.86/300.51 156245[0:Rew:103452.0,155885.0] || -> subclass(symmetric_difference(complement(u),union(complement(union(v,w)),intersection(power_class(x),complement(y)))),z) member(not_subclass_element(symmetric_difference(complement(u),union(complement(union(v,w)),intersection(power_class(x),complement(y)))),z),union(u,intersection(union(v,w),union(complement(power_class(x)),y))))*.
% 299.86/300.51 156246[0:Rew:103452.0,155822.0] || -> subclass(symmetric_difference(union(complement(union(u,v)),intersection(power_class(w),complement(x))),complement(y)),z) member(not_subclass_element(symmetric_difference(union(complement(union(u,v)),intersection(power_class(w),complement(x))),complement(y)),z),union(intersection(union(u,v),union(complement(power_class(w)),x)),y))*.
% 299.86/300.51 157176[0:Rew:104283.0,156772.0] || -> subclass(symmetric_difference(complement(u),union(complement(union(v,w)),image(element_relation,union(x,y)))),z) member(not_subclass_element(symmetric_difference(complement(u),union(complement(union(v,w)),image(element_relation,union(x,y)))),z),union(u,intersection(union(v,w),power_class(complement(union(x,y))))))*.
% 299.86/300.51 157177[0:Rew:104283.0,156709.0] || -> subclass(symmetric_difference(union(complement(union(u,v)),image(element_relation,union(w,x))),complement(y)),z) member(not_subclass_element(symmetric_difference(union(complement(union(u,v)),image(element_relation,union(w,x))),complement(y)),z),union(intersection(union(u,v),power_class(complement(union(w,x)))),y))*.
% 299.86/300.51 158018[0:Rew:104284.0,157601.0] || -> subclass(symmetric_difference(complement(u),union(image(element_relation,union(v,w)),complement(union(x,y)))),z) member(not_subclass_element(symmetric_difference(complement(u),union(image(element_relation,union(v,w)),complement(union(x,y)))),z),union(u,intersection(power_class(complement(union(v,w))),union(x,y))))*.
% 299.86/300.51 158019[0:Rew:104284.0,157538.0] || -> subclass(symmetric_difference(union(image(element_relation,union(u,v)),complement(union(w,x))),complement(y)),z) member(not_subclass_element(symmetric_difference(union(image(element_relation,union(u,v)),complement(union(w,x))),complement(y)),z),union(intersection(power_class(complement(union(u,v))),union(w,x)),y))*.
% 299.86/300.51 158469[0:Res:9363.2,7756.0] || member(not_subclass_element(intersection(complement(symmetric_difference(complement(u),complement(v))),w),x),union(complement(u),complement(v)))* member(not_subclass_element(intersection(complement(symmetric_difference(complement(u),complement(v))),w),x),union(u,v)) -> subclass(intersection(complement(symmetric_difference(complement(u),complement(v))),w),x).
% 299.86/300.51 158467[0:Res:9363.2,6564.0] || member(not_subclass_element(intersection(u,complement(symmetric_difference(complement(v),complement(w)))),x),union(complement(v),complement(w)))* member(not_subclass_element(intersection(u,complement(symmetric_difference(complement(v),complement(w)))),x),union(v,w)) -> subclass(intersection(u,complement(symmetric_difference(complement(v),complement(w)))),x).
% 299.86/300.51 158456[0:Res:9363.2,11873.1] || member(singleton(symmetric_difference(complement(u),complement(v))),union(complement(u),complement(v)))* member(singleton(symmetric_difference(complement(u),complement(v))),union(u,v)) member(symmetric_difference(complement(u),complement(v)),universal_class) -> member(singleton(singleton(singleton(symmetric_difference(complement(u),complement(v))))),element_relation).
% 299.86/300.51 158540[0:Rew:103074.0,158395.0] || member(u,union(union(image(element_relation,power_class(v)),complement(union(w,x))),complement(y))) member(u,union(intersection(power_class(complement(power_class(v))),union(w,x)),y)) -> member(u,symmetric_difference(union(image(element_relation,power_class(v)),complement(union(w,x))),complement(y)))*.
% 299.86/300.51 158541[0:Rew:48874.0,158391.0] || member(u,union(union(complement(power_class(v)),intersection(power_class(w),complement(x))),complement(y))) member(u,union(intersection(power_class(v),union(complement(power_class(w)),x)),y)) -> member(u,symmetric_difference(union(complement(power_class(v)),intersection(power_class(w),complement(x))),complement(y)))*.
% 299.86/300.51 158542[0:Rew:48870.0,158389.0] || member(u,union(union(complement(power_class(v)),intersection(complement(w),power_class(x))),complement(y))) member(u,union(intersection(power_class(v),union(w,complement(power_class(x)))),y)) -> member(u,symmetric_difference(union(complement(power_class(v)),intersection(complement(w),power_class(x))),complement(y)))*.
% 299.86/300.51 158543[0:Rew:103450.0,158385.0] || member(u,union(union(complement(union(v,w)),image(element_relation,power_class(x))),complement(y))) member(u,union(intersection(union(v,w),power_class(complement(power_class(x)))),y)) -> member(u,symmetric_difference(union(complement(union(v,w)),image(element_relation,power_class(x))),complement(y)))*.
% 299.86/300.51 158544[0:Rew:48872.0,158384.0] || member(u,union(union(intersection(power_class(v),complement(w)),complement(power_class(x))),complement(y))) member(u,union(intersection(union(complement(power_class(v)),w),power_class(x)),y)) -> member(u,symmetric_difference(union(intersection(power_class(v),complement(w)),complement(power_class(x))),complement(y)))*.
% 299.86/300.51 158545[0:Rew:48871.0,158383.0] || member(u,union(union(intersection(complement(v),power_class(w)),complement(power_class(x))),complement(y))) member(u,union(intersection(union(v,complement(power_class(w))),power_class(x)),y)) -> member(u,symmetric_difference(union(intersection(complement(v),power_class(w)),complement(power_class(x))),complement(y)))*.
% 299.86/300.51 158546[0:Rew:103320.0,158382.0] || member(u,union(union(image(element_relation,union(v,w)),complement(power_class(x))),complement(y))) member(u,union(intersection(power_class(complement(union(v,w))),power_class(x)),y)) -> member(u,symmetric_difference(union(image(element_relation,union(v,w)),complement(power_class(x))),complement(y)))*.
% 299.86/300.51 158547[0:Rew:102945.0,158380.0] || member(u,union(union(complement(power_class(v)),image(element_relation,union(w,x))),complement(y))) member(u,union(intersection(power_class(v),power_class(complement(union(w,x)))),y)) -> member(u,symmetric_difference(union(complement(power_class(v)),image(element_relation,union(w,x))),complement(y)))*.
% 299.86/300.51 158548[0:Rew:103074.0,158348.0] || member(u,union(complement(v),union(image(element_relation,power_class(w)),complement(union(x,y))))) member(u,union(v,intersection(power_class(complement(power_class(w))),union(x,y)))) -> member(u,symmetric_difference(complement(v),union(image(element_relation,power_class(w)),complement(union(x,y)))))*.
% 299.86/300.51 158549[0:Rew:48874.0,158344.0] || member(u,union(complement(v),union(complement(power_class(w)),intersection(power_class(x),complement(y))))) member(u,union(v,intersection(power_class(w),union(complement(power_class(x)),y)))) -> member(u,symmetric_difference(complement(v),union(complement(power_class(w)),intersection(power_class(x),complement(y)))))*.
% 299.86/300.51 158550[0:Rew:48870.0,158342.0] || member(u,union(complement(v),union(complement(power_class(w)),intersection(complement(x),power_class(y))))) member(u,union(v,intersection(power_class(w),union(x,complement(power_class(y)))))) -> member(u,symmetric_difference(complement(v),union(complement(power_class(w)),intersection(complement(x),power_class(y)))))*.
% 299.86/300.51 158551[0:Rew:103450.0,158338.0] || member(u,union(complement(v),union(complement(union(w,x)),image(element_relation,power_class(y))))) member(u,union(v,intersection(union(w,x),power_class(complement(power_class(y)))))) -> member(u,symmetric_difference(complement(v),union(complement(union(w,x)),image(element_relation,power_class(y)))))*.
% 299.86/300.51 158552[0:Rew:48872.0,158337.0] || member(u,union(complement(v),union(intersection(power_class(w),complement(x)),complement(power_class(y))))) member(u,union(v,intersection(union(complement(power_class(w)),x),power_class(y)))) -> member(u,symmetric_difference(complement(v),union(intersection(power_class(w),complement(x)),complement(power_class(y)))))*.
% 299.86/300.51 158553[0:Rew:48871.0,158336.0] || member(u,union(complement(v),union(intersection(complement(w),power_class(x)),complement(power_class(y))))) member(u,union(v,intersection(union(w,complement(power_class(x))),power_class(y)))) -> member(u,symmetric_difference(complement(v),union(intersection(complement(w),power_class(x)),complement(power_class(y)))))*.
% 299.86/300.51 158554[0:Rew:103320.0,158335.0] || member(u,union(complement(v),union(image(element_relation,union(w,x)),complement(power_class(y))))) member(u,union(v,intersection(power_class(complement(union(w,x))),power_class(y)))) -> member(u,symmetric_difference(complement(v),union(image(element_relation,union(w,x)),complement(power_class(y)))))*.
% 299.86/300.51 158555[0:Rew:102945.0,158333.0] || member(u,union(complement(v),union(complement(power_class(w)),image(element_relation,union(x,y))))) member(u,union(v,intersection(power_class(w),power_class(complement(union(x,y)))))) -> member(u,symmetric_difference(complement(v),union(complement(power_class(w)),image(element_relation,union(x,y)))))*.
% 299.86/300.51 158580[4:MRR:158470.3,158458.2] || member(not_subclass_element(intersection(regular(symmetric_difference(complement(u),complement(v))),w),x),union(complement(u),complement(v)))* member(not_subclass_element(intersection(regular(symmetric_difference(complement(u),complement(v))),w),x),union(u,v)) -> subclass(intersection(regular(symmetric_difference(complement(u),complement(v))),w),x).
% 299.86/300.51 158581[4:MRR:158468.3,158458.2] || member(not_subclass_element(intersection(u,regular(symmetric_difference(complement(v),complement(w)))),x),union(complement(v),complement(w)))* member(not_subclass_element(intersection(u,regular(symmetric_difference(complement(v),complement(w)))),x),union(v,w)) -> subclass(intersection(u,regular(symmetric_difference(complement(v),complement(w)))),x).
% 299.86/300.51 161605[0:Res:500.2,102308.0] || member(restrict(intersection(union(u,v),complement(w)),x,y),universal_class) member(apply(choice,restrict(intersection(union(u,v),complement(w)),x,y)),union(complement(union(u,v)),w))* -> equal(restrict(intersection(union(u,v),complement(w)),x,y),null_class).
% 299.86/300.51 161600[0:Res:500.2,102294.0] || member(restrict(intersection(complement(u),union(v,w)),x,y),universal_class) member(apply(choice,restrict(intersection(complement(u),union(v,w)),x,y)),union(u,complement(union(v,w))))* -> equal(restrict(intersection(complement(u),union(v,w)),x,y),null_class).
% 299.86/300.51 162502[0:SpR:48063.0,13412.1] || member(u,union(union(v,image(element_relation,power_class(w))),union(complement(v),power_class(complement(power_class(w)))))) -> member(u,symmetric_difference(complement(v),power_class(complement(power_class(w))))) member(u,symmetric_difference(union(v,image(element_relation,power_class(w))),union(complement(v),power_class(complement(power_class(w))))))*.
% 299.86/300.51 162872[0:Rew:48063.0,162722.1] || member(not_subclass_element(intersection(union(complement(u),power_class(complement(power_class(v)))),w),symmetric_difference(complement(u),power_class(complement(power_class(v))))),union(u,image(element_relation,power_class(v))))* -> subclass(intersection(union(complement(u),power_class(complement(power_class(v)))),w),symmetric_difference(complement(u),power_class(complement(power_class(v))))).
% 299.86/300.51 162873[0:Rew:48063.0,162721.1] || member(not_subclass_element(intersection(u,union(complement(v),power_class(complement(power_class(w))))),symmetric_difference(complement(v),power_class(complement(power_class(w))))),union(v,image(element_relation,power_class(w))))* -> subclass(intersection(u,union(complement(v),power_class(complement(power_class(w))))),symmetric_difference(complement(v),power_class(complement(power_class(w))))).
% 299.86/300.51 162970[0:SpR:48279.0,13412.1] || member(u,union(union(image(element_relation,power_class(v)),w),union(power_class(complement(power_class(v))),complement(w)))) -> member(u,symmetric_difference(power_class(complement(power_class(v))),complement(w))) member(u,symmetric_difference(union(image(element_relation,power_class(v)),w),union(power_class(complement(power_class(v))),complement(w))))*.
% 299.86/300.51 163349[0:Rew:48279.0,163197.1] || member(not_subclass_element(intersection(union(power_class(complement(power_class(u))),complement(v)),w),symmetric_difference(power_class(complement(power_class(u))),complement(v))),union(image(element_relation,power_class(u)),v))* -> subclass(intersection(union(power_class(complement(power_class(u))),complement(v)),w),symmetric_difference(power_class(complement(power_class(u))),complement(v))).
% 299.86/300.51 163350[0:Rew:48279.0,163196.1] || member(not_subclass_element(intersection(u,union(power_class(complement(power_class(v))),complement(w))),symmetric_difference(power_class(complement(power_class(v))),complement(w))),union(image(element_relation,power_class(v)),w))* -> subclass(intersection(u,union(power_class(complement(power_class(v))),complement(w))),symmetric_difference(power_class(complement(power_class(v))),complement(w))).
% 299.86/300.51 164013[0:Rew:103074.0,163898.2,103074.0,163898.1] || member(regular(union(image(element_relation,power_class(u)),complement(union(v,w)))),union(v,w))* member(regular(union(image(element_relation,power_class(u)),complement(union(v,w)))),power_class(complement(power_class(u))))* -> equal(union(image(element_relation,power_class(u)),complement(union(v,w))),null_class).
% 299.86/300.51 164014[0:Rew:48874.0,163894.2,48874.0,163894.1] || member(regular(union(complement(power_class(u)),intersection(power_class(v),complement(w)))),union(complement(power_class(v)),w))* member(regular(union(complement(power_class(u)),intersection(power_class(v),complement(w)))),power_class(u))* -> equal(union(complement(power_class(u)),intersection(power_class(v),complement(w))),null_class).
% 299.86/300.51 164015[0:Rew:48870.0,163892.2,48870.0,163892.1] || member(regular(union(complement(power_class(u)),intersection(complement(v),power_class(w)))),union(v,complement(power_class(w))))* member(regular(union(complement(power_class(u)),intersection(complement(v),power_class(w)))),power_class(u))* -> equal(union(complement(power_class(u)),intersection(complement(v),power_class(w))),null_class).
% 299.86/300.51 164016[0:Rew:103450.0,163888.2,103450.0,163888.1] || member(regular(union(complement(union(u,v)),image(element_relation,power_class(w)))),power_class(complement(power_class(w))))* member(regular(union(complement(union(u,v)),image(element_relation,power_class(w)))),union(u,v))* -> equal(union(complement(union(u,v)),image(element_relation,power_class(w))),null_class).
% 299.86/300.51 164017[0:Rew:48872.0,163887.2,48872.0,163887.1] || member(regular(union(intersection(power_class(u),complement(v)),complement(power_class(w)))),power_class(w))* member(regular(union(intersection(power_class(u),complement(v)),complement(power_class(w)))),union(complement(power_class(u)),v))* -> equal(union(intersection(power_class(u),complement(v)),complement(power_class(w))),null_class).
% 299.86/300.51 164018[0:Rew:48871.0,163886.2,48871.0,163886.1] || member(regular(union(intersection(complement(u),power_class(v)),complement(power_class(w)))),power_class(w))* member(regular(union(intersection(complement(u),power_class(v)),complement(power_class(w)))),union(u,complement(power_class(v))))* -> equal(union(intersection(complement(u),power_class(v)),complement(power_class(w))),null_class).
% 299.86/300.51 164019[0:Rew:103320.0,163885.2,103320.0,163885.1] || member(regular(union(image(element_relation,union(u,v)),complement(power_class(w)))),power_class(w))* member(regular(union(image(element_relation,union(u,v)),complement(power_class(w)))),power_class(complement(union(u,v))))* -> equal(union(image(element_relation,union(u,v)),complement(power_class(w))),null_class).
% 299.86/300.51 164020[0:Rew:102945.0,163883.2,102945.0,163883.1] || member(regular(union(complement(power_class(u)),image(element_relation,union(v,w)))),power_class(complement(union(v,w))))* member(regular(union(complement(power_class(u)),image(element_relation,union(v,w)))),power_class(u))* -> equal(union(complement(power_class(u)),image(element_relation,union(v,w))),null_class).
% 299.86/300.51 164904[4:Rew:104178.0,164815.2,28759.0,164815.1,104178.0,164815.0] || member(complement(intersection(union(u,v),union(w,x))),universal_class) member(apply(choice,complement(intersection(union(u,v),union(w,x)))),union(null_class,intersection(union(u,v),union(w,x))))* -> equal(complement(intersection(union(u,v),union(w,x))),null_class).
% 299.86/300.51 167821[0:Res:1040.2,12416.1] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,complement(intersection(w,x))) member(ordered_pair(u,ordered_pair(v,compose(u,v))),union(w,x))* subclass(symmetric_difference(w,x),y)* -> member(ordered_pair(u,ordered_pair(v,compose(u,v))),y)*.
% 299.86/300.51 168274[0:Res:3147.1,78949.0] || -> equal(intersection(u,restrict(symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))),y,z)),null_class) member(regular(intersection(u,restrict(symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))),y,z))),complement(symmetric_difference(cross_product(v,w),x)))*.
% 299.86/300.51 168265[0:Res:3319.1,78949.0] || -> equal(intersection(restrict(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),x,y),z),null_class) member(regular(intersection(restrict(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),x,y),z)),complement(symmetric_difference(cross_product(u,v),w)))*.
% 299.86/300.51 168574[0:Res:3147.1,79442.0] || -> equal(intersection(u,restrict(symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))),y,z)),null_class) member(regular(intersection(u,restrict(symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))),y,z))),complement(symmetric_difference(v,cross_product(w,x))))*.
% 299.86/300.51 168565[0:Res:3319.1,79442.0] || -> equal(intersection(restrict(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),x,y),z),null_class) member(regular(intersection(restrict(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),x,y),z)),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.86/300.51 172166[0:Res:47996.2,3144.0] || member(regular(intersection(u,complement(symmetric_difference(complement(v),power_class(w))))),union(complement(v),power_class(w)))* member(regular(intersection(u,complement(symmetric_difference(complement(v),power_class(w))))),union(v,complement(power_class(w)))) -> equal(intersection(u,complement(symmetric_difference(complement(v),power_class(w)))),null_class).
% 299.86/300.51 172164[0:Res:47996.2,3316.0] || member(regular(intersection(complement(symmetric_difference(complement(u),power_class(v))),w)),union(complement(u),power_class(v)))* member(regular(intersection(complement(symmetric_difference(complement(u),power_class(v))),w)),union(u,complement(power_class(v)))) -> equal(intersection(complement(symmetric_difference(complement(u),power_class(v))),w),null_class).
% 299.86/300.51 172245[4:MRR:172167.3,172162.2] || member(regular(intersection(u,regular(symmetric_difference(complement(v),power_class(w))))),union(complement(v),power_class(w)))* member(regular(intersection(u,regular(symmetric_difference(complement(v),power_class(w))))),union(v,complement(power_class(w)))) -> equal(intersection(u,regular(symmetric_difference(complement(v),power_class(w)))),null_class).
% 299.86/300.51 172246[4:MRR:172165.3,172162.2] || member(regular(intersection(regular(symmetric_difference(complement(u),power_class(v))),w)),union(complement(u),power_class(v)))* member(regular(intersection(regular(symmetric_difference(complement(u),power_class(v))),w)),union(u,complement(power_class(v)))) -> equal(intersection(regular(symmetric_difference(complement(u),power_class(v))),w),null_class).
% 299.86/300.51 6571[0:Res:186.1,62.0] || member(ordered_pair(u,not_subclass_element(intersection(v,image(w,image(x,singleton(u)))),y)),cross_product(universal_class,universal_class))* -> subclass(intersection(v,image(w,image(x,singleton(u)))),y) member(ordered_pair(u,not_subclass_element(intersection(v,image(w,image(x,singleton(u)))),y)),compose(w,x))*.
% 299.86/300.51 7764[0:Res:194.1,62.0] || member(ordered_pair(u,not_subclass_element(intersection(image(v,image(w,singleton(u))),x),y)),cross_product(universal_class,universal_class))* -> subclass(intersection(image(v,image(w,singleton(u))),x),y) member(ordered_pair(u,not_subclass_element(intersection(image(v,image(w,singleton(u))),x),y)),compose(v,w))*.
% 299.86/300.51 13945[0:Rew:823.1,13930.3] || member(ordered_pair(ordered_pair(second(regular(cross_product(u,v))),first(regular(cross_product(u,v)))),w),x)* member(ordered_pair(regular(cross_product(u,v)),w),cross_product(cross_product(universal_class,universal_class),universal_class)) -> equal(cross_product(u,v),null_class) member(ordered_pair(regular(cross_product(u,v)),w),flip(x)).
% 299.86/300.51 13946[0:Rew:823.1,13929.3] || member(ordered_pair(ordered_pair(second(regular(cross_product(u,v))),w),first(regular(cross_product(u,v)))),x)* member(ordered_pair(regular(cross_product(u,v)),w),cross_product(cross_product(universal_class,universal_class),universal_class)) -> equal(cross_product(u,v),null_class) member(ordered_pair(regular(cross_product(u,v)),w),rotate(x)).
% 299.86/300.51 14549[0:Res:882.2,894.0] || member(not_subclass_element(u,intersection(v,restrict(w,x,y))),cross_product(x,y))* member(not_subclass_element(u,intersection(v,restrict(w,x,y))),w)* member(not_subclass_element(u,intersection(v,restrict(w,x,y))),v)* -> subclass(u,intersection(v,restrict(w,x,y))).
% 299.86/300.51 15594[0:Rew:823.1,15587.1] || member(u,universal_class) member(regular(cross_product(v,w)),cross_product(universal_class,universal_class)) member(ordered_pair(ordered_pair(second(regular(cross_product(v,w))),first(regular(cross_product(v,w)))),u),x)* -> equal(cross_product(v,w),null_class) member(ordered_pair(regular(cross_product(v,w)),u),flip(x)).
% 299.86/300.51 15622[0:Rew:823.1,15615.1] || member(u,universal_class) member(regular(cross_product(v,w)),cross_product(universal_class,universal_class)) member(ordered_pair(ordered_pair(second(regular(cross_product(v,w))),u),first(regular(cross_product(v,w)))),x)* -> equal(cross_product(v,w),null_class) member(ordered_pair(regular(cross_product(v,w)),u),rotate(x)).
% 299.86/300.51 15739[0:Rew:829.2,15716.4] || member(cross_product(u,v),universal_class) equal(successor(first(apply(choice,cross_product(u,v)))),second(apply(choice,cross_product(u,v)))) member(apply(choice,cross_product(u,v)),cross_product(universal_class,universal_class))* -> equal(cross_product(u,v),null_class) member(apply(choice,cross_product(u,v)),successor_relation).
% 299.86/300.51 31187[4:Rew:28759.0,29426.2,28759.0,29426.1] || member(ordered_pair(u,not_subclass_element(union(null_class,image(v,image(w,singleton(u)))),x)),cross_product(universal_class,universal_class))* -> subclass(union(null_class,image(v,image(w,singleton(u)))),x) member(ordered_pair(u,not_subclass_element(union(null_class,image(v,image(w,singleton(u)))),x)),compose(v,w))*.
% 299.86/300.51 80307[4:Rew:80005.0,80082.0] || member(u,union(complement(symmetric_difference(v,w)),union(union(v,w),complement(intersection(v,w))))) member(u,complement(symmetric_difference(union(v,w),complement(intersection(v,w))))) -> member(u,symmetric_difference(complement(symmetric_difference(v,w)),union(union(v,w),complement(intersection(v,w)))))*.
% 299.86/300.51 134982[0:Res:8432.2,62.0] || member(flip(cross_product(u,universal_class)),universal_class) subclass(domain_relation,image(v,image(w,singleton(x)))) member(ordered_pair(x,ordered_pair(flip(cross_product(u,universal_class)),inverse(u))),cross_product(universal_class,universal_class))* -> member(ordered_pair(x,ordered_pair(flip(cross_product(u,universal_class)),inverse(u))),compose(v,w))*.
% 299.86/300.51 135560[0:Res:8431.2,62.0] || member(restrict(element_relation,universal_class,u),universal_class) subclass(domain_relation,image(v,image(w,singleton(x)))) member(ordered_pair(x,ordered_pair(restrict(element_relation,universal_class,u),sum_class(u))),cross_product(universal_class,universal_class))* -> member(ordered_pair(x,ordered_pair(restrict(element_relation,universal_class,u),sum_class(u))),compose(v,w))*.
% 299.86/300.51 149101[0:MRR:149032.0,12502.1] || member(not_subclass_element(u,intersection(v,intersection(complement(w),power_class(complement(power_class(x)))))),v)* -> member(not_subclass_element(u,intersection(v,intersection(complement(w),power_class(complement(power_class(x)))))),union(w,image(element_relation,power_class(x))))* subclass(u,intersection(v,intersection(complement(w),power_class(complement(power_class(x)))))).
% 299.86/300.51 149315[0:MRR:149245.0,12502.1] || member(not_subclass_element(u,intersection(v,intersection(power_class(complement(power_class(w))),complement(x)))),v)* -> member(not_subclass_element(u,intersection(v,intersection(power_class(complement(power_class(w))),complement(x)))),union(image(element_relation,power_class(w)),x))* subclass(u,intersection(v,intersection(power_class(complement(power_class(w))),complement(x)))).
% 299.86/300.51 149602[0:SpL:826.1,14014.0] || member(not_subclass_element(cross_product(u,v),w),cross_product(universal_class,universal_class)) subclass(composition_function,cross_product(x,y))* -> subclass(cross_product(u,v),w) member(ordered_pair(second(not_subclass_element(cross_product(u,v),w)),compose(first(not_subclass_element(cross_product(u,v),w)),second(not_subclass_element(cross_product(u,v),w)))),y)*.
% 299.86/300.51 149876[4:Rew:102847.0,149766.2,102847.0,149766.1,102847.0,149766.0] || member(complement(union(u,complement(union(v,complement(power_class(w)))))),universal_class) member(apply(choice,complement(union(u,complement(union(v,complement(power_class(w))))))),union(u,intersection(complement(v),power_class(w))))* -> equal(complement(union(u,complement(union(v,complement(power_class(w)))))),null_class).
% 299.86/300.51 150222[4:Rew:103186.0,150103.2,103186.0,150103.1,103186.0,150103.0] || member(complement(union(complement(union(u,complement(power_class(v)))),w)),universal_class) member(apply(choice,complement(union(complement(union(u,complement(power_class(v)))),w))),union(intersection(complement(u),power_class(v)),w))* -> equal(complement(union(complement(union(u,complement(power_class(v)))),w)),null_class).
% 299.86/300.51 150559[4:Rew:102847.0,150439.2,102847.0,150439.1,102847.0,150439.0] || member(complement(union(u,complement(union(complement(power_class(v)),w)))),universal_class) member(apply(choice,complement(union(u,complement(union(complement(power_class(v)),w))))),union(u,intersection(power_class(v),complement(w))))* -> equal(complement(union(u,complement(union(complement(power_class(v)),w)))),null_class).
% 299.86/300.51 150807[4:Rew:103186.0,150680.2,103186.0,150680.1,103186.0,150680.0] || member(complement(union(complement(union(complement(power_class(u)),v)),w)),universal_class) member(apply(choice,complement(union(complement(union(complement(power_class(u)),v)),w))),union(intersection(power_class(u),complement(v)),w))* -> equal(complement(union(complement(union(complement(power_class(u)),v)),w)),null_class).
% 299.86/300.51 158473[0:Res:9363.2,14563.1] || member(not_subclass_element(u,intersection(symmetric_difference(complement(v),complement(w)),x)),union(complement(v),complement(w)))* member(not_subclass_element(u,intersection(symmetric_difference(complement(v),complement(w)),x)),union(v,w)) subclass(u,x) -> subclass(u,intersection(symmetric_difference(complement(v),complement(w)),x)).
% 299.86/300.51 159153[0:SpL:826.1,9992.0] || subclass(u,not_subclass_element(cross_product(v,w),x))* -> subclass(cross_product(v,w),x) equal(u,null_class) equal(regular(u),unordered_pair(first(not_subclass_element(cross_product(v,w),x)),singleton(second(not_subclass_element(cross_product(v,w),x)))))* equal(regular(u),singleton(first(not_subclass_element(cross_product(v,w),x)))).
% 299.86/300.51 162866[0:Rew:80566.0,162702.0] || member(u,symmetric_difference(complement(symmetric_difference(complement(v),power_class(complement(power_class(w))))),union(union(v,image(element_relation,power_class(w))),union(complement(v),power_class(complement(power_class(w)))))))* -> member(u,complement(symmetric_difference(union(v,image(element_relation,power_class(w))),union(complement(v),power_class(complement(power_class(w))))))).
% 299.86/300.51 162614[0:SpR:103074.0,48063.0] || -> equal(intersection(union(intersection(power_class(complement(power_class(u))),union(v,w)),image(element_relation,power_class(x))),union(union(image(element_relation,power_class(u)),complement(union(v,w))),power_class(complement(power_class(x))))),symmetric_difference(union(image(element_relation,power_class(u)),complement(union(v,w))),power_class(complement(power_class(x)))))**.
% 299.86/300.51 162610[0:SpR:48874.0,48063.0] || -> equal(intersection(union(intersection(power_class(u),union(complement(power_class(v)),w)),image(element_relation,power_class(x))),union(union(complement(power_class(u)),intersection(power_class(v),complement(w))),power_class(complement(power_class(x))))),symmetric_difference(union(complement(power_class(u)),intersection(power_class(v),complement(w))),power_class(complement(power_class(x)))))**.
% 299.86/300.51 162608[0:SpR:48870.0,48063.0] || -> equal(intersection(union(intersection(power_class(u),union(v,complement(power_class(w)))),image(element_relation,power_class(x))),union(union(complement(power_class(u)),intersection(complement(v),power_class(w))),power_class(complement(power_class(x))))),symmetric_difference(union(complement(power_class(u)),intersection(complement(v),power_class(w))),power_class(complement(power_class(x)))))**.
% 299.86/300.51 162604[0:SpR:103450.0,48063.0] || -> equal(intersection(union(intersection(union(u,v),power_class(complement(power_class(w)))),image(element_relation,power_class(x))),union(union(complement(union(u,v)),image(element_relation,power_class(w))),power_class(complement(power_class(x))))),symmetric_difference(union(complement(union(u,v)),image(element_relation,power_class(w))),power_class(complement(power_class(x)))))**.
% 299.86/300.51 162603[0:SpR:48872.0,48063.0] || -> equal(intersection(union(intersection(union(complement(power_class(u)),v),power_class(w)),image(element_relation,power_class(x))),union(union(intersection(power_class(u),complement(v)),complement(power_class(w))),power_class(complement(power_class(x))))),symmetric_difference(union(intersection(power_class(u),complement(v)),complement(power_class(w))),power_class(complement(power_class(x)))))**.
% 299.86/300.51 162602[0:SpR:48871.0,48063.0] || -> equal(intersection(union(intersection(union(u,complement(power_class(v))),power_class(w)),image(element_relation,power_class(x))),union(union(intersection(complement(u),power_class(v)),complement(power_class(w))),power_class(complement(power_class(x))))),symmetric_difference(union(intersection(complement(u),power_class(v)),complement(power_class(w))),power_class(complement(power_class(x)))))**.
% 299.86/300.51 162601[0:SpR:103320.0,48063.0] || -> equal(intersection(union(intersection(power_class(complement(union(u,v))),power_class(w)),image(element_relation,power_class(x))),union(union(image(element_relation,union(u,v)),complement(power_class(w))),power_class(complement(power_class(x))))),symmetric_difference(union(image(element_relation,union(u,v)),complement(power_class(w))),power_class(complement(power_class(x)))))**.
% 299.86/300.51 162599[0:SpR:102945.0,48063.0] || -> equal(intersection(union(intersection(power_class(u),power_class(complement(union(v,w)))),image(element_relation,power_class(x))),union(union(complement(power_class(u)),image(element_relation,union(v,w))),power_class(complement(power_class(x))))),symmetric_difference(union(complement(power_class(u)),image(element_relation,union(v,w))),power_class(complement(power_class(x)))))**.
% 299.86/300.51 163343[0:Rew:80566.0,163177.0] || member(u,symmetric_difference(complement(symmetric_difference(power_class(complement(power_class(v))),complement(w))),union(union(image(element_relation,power_class(v)),w),union(power_class(complement(power_class(v))),complement(w)))))* -> member(u,complement(symmetric_difference(union(image(element_relation,power_class(v)),w),union(power_class(complement(power_class(v))),complement(w))))).
% 299.86/300.51 163067[0:SpR:103074.0,48279.0] || -> equal(intersection(union(image(element_relation,power_class(u)),intersection(power_class(complement(power_class(v))),union(w,x))),union(power_class(complement(power_class(u))),union(image(element_relation,power_class(v)),complement(union(w,x))))),symmetric_difference(power_class(complement(power_class(u))),union(image(element_relation,power_class(v)),complement(union(w,x)))))**.
% 299.86/300.51 163063[0:SpR:48874.0,48279.0] || -> equal(intersection(union(image(element_relation,power_class(u)),intersection(power_class(v),union(complement(power_class(w)),x))),union(power_class(complement(power_class(u))),union(complement(power_class(v)),intersection(power_class(w),complement(x))))),symmetric_difference(power_class(complement(power_class(u))),union(complement(power_class(v)),intersection(power_class(w),complement(x)))))**.
% 299.86/300.51 163061[0:SpR:48870.0,48279.0] || -> equal(intersection(union(image(element_relation,power_class(u)),intersection(power_class(v),union(w,complement(power_class(x))))),union(power_class(complement(power_class(u))),union(complement(power_class(v)),intersection(complement(w),power_class(x))))),symmetric_difference(power_class(complement(power_class(u))),union(complement(power_class(v)),intersection(complement(w),power_class(x)))))**.
% 299.86/300.51 163057[0:SpR:103450.0,48279.0] || -> equal(intersection(union(image(element_relation,power_class(u)),intersection(union(v,w),power_class(complement(power_class(x))))),union(power_class(complement(power_class(u))),union(complement(union(v,w)),image(element_relation,power_class(x))))),symmetric_difference(power_class(complement(power_class(u))),union(complement(union(v,w)),image(element_relation,power_class(x)))))**.
% 299.86/300.51 163056[0:SpR:48872.0,48279.0] || -> equal(intersection(union(image(element_relation,power_class(u)),intersection(union(complement(power_class(v)),w),power_class(x))),union(power_class(complement(power_class(u))),union(intersection(power_class(v),complement(w)),complement(power_class(x))))),symmetric_difference(power_class(complement(power_class(u))),union(intersection(power_class(v),complement(w)),complement(power_class(x)))))**.
% 299.86/300.51 163055[0:SpR:48871.0,48279.0] || -> equal(intersection(union(image(element_relation,power_class(u)),intersection(union(v,complement(power_class(w))),power_class(x))),union(power_class(complement(power_class(u))),union(intersection(complement(v),power_class(w)),complement(power_class(x))))),symmetric_difference(power_class(complement(power_class(u))),union(intersection(complement(v),power_class(w)),complement(power_class(x)))))**.
% 299.86/300.51 163054[0:SpR:103320.0,48279.0] || -> equal(intersection(union(image(element_relation,power_class(u)),intersection(power_class(complement(union(v,w))),power_class(x))),union(power_class(complement(power_class(u))),union(image(element_relation,union(v,w)),complement(power_class(x))))),symmetric_difference(power_class(complement(power_class(u))),union(image(element_relation,union(v,w)),complement(power_class(x)))))**.
% 299.86/300.51 163052[0:SpR:102945.0,48279.0] || -> equal(intersection(union(image(element_relation,power_class(u)),intersection(power_class(v),power_class(complement(union(w,x))))),union(power_class(complement(power_class(u))),union(complement(power_class(v)),image(element_relation,union(w,x))))),symmetric_difference(power_class(complement(power_class(u))),union(complement(power_class(v)),image(element_relation,union(w,x)))))**.
% 299.86/300.51 165165[0:Res:13089.3,62.0] || member(intersection(u,v),universal_class) subclass(v,image(w,image(x,singleton(y)))) member(ordered_pair(y,apply(choice,intersection(u,v))),cross_product(universal_class,universal_class))* -> equal(intersection(u,v),null_class) member(ordered_pair(y,apply(choice,intersection(u,v))),compose(w,x))*.
% 299.86/300.51 165480[0:Res:13287.3,62.0] || member(intersection(u,v),universal_class) subclass(u,image(w,image(x,singleton(y)))) member(ordered_pair(y,apply(choice,intersection(u,v))),cross_product(universal_class,universal_class))* -> equal(intersection(u,v),null_class) member(ordered_pair(y,apply(choice,intersection(u,v))),compose(w,x))*.
% 299.86/300.51 167866[0:Res:7758.1,12416.1] || member(not_subclass_element(intersection(intersection(complement(intersection(u,v)),w),x),y),union(u,v))* subclass(symmetric_difference(u,v),z) -> subclass(intersection(intersection(complement(intersection(u,v)),w),x),y) member(not_subclass_element(intersection(intersection(complement(intersection(u,v)),w),x),y),z)*.
% 299.86/300.51 167865[0:Res:6566.1,12416.1] || member(not_subclass_element(intersection(u,intersection(v,complement(intersection(w,x)))),y),union(w,x))* subclass(symmetric_difference(w,x),z) -> subclass(intersection(u,intersection(v,complement(intersection(w,x)))),y) member(not_subclass_element(intersection(u,intersection(v,complement(intersection(w,x)))),y),z)*.
% 299.86/300.51 167864[0:Res:7759.1,12416.1] || member(not_subclass_element(intersection(intersection(u,complement(intersection(v,w))),x),y),union(v,w))* subclass(symmetric_difference(v,w),z) -> subclass(intersection(intersection(u,complement(intersection(v,w))),x),y) member(not_subclass_element(intersection(intersection(u,complement(intersection(v,w))),x),y),z)*.
% 299.86/300.51 167862[0:Res:6565.1,12416.1] || member(not_subclass_element(intersection(u,intersection(complement(intersection(v,w)),x)),y),union(v,w))* subclass(symmetric_difference(v,w),z) -> subclass(intersection(u,intersection(complement(intersection(v,w)),x)),y) member(not_subclass_element(intersection(u,intersection(complement(intersection(v,w)),x)),y),z)*.
% 299.86/300.51 168290[0:Res:7760.1,78949.0] || -> subclass(intersection(restrict(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),x,y),z),x1) member(not_subclass_element(intersection(restrict(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),x,y),z),x1),complement(symmetric_difference(cross_product(u,v),w)))*.
% 299.86/300.51 168289[0:Res:6567.1,78949.0] || -> subclass(intersection(u,restrict(symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))),y,z)),x1) member(not_subclass_element(intersection(u,restrict(symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))),y,z)),x1),complement(symmetric_difference(cross_product(v,w),x)))*.
% 299.86/300.51 168590[0:Res:7760.1,79442.0] || -> subclass(intersection(restrict(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),x,y),z),x1) member(not_subclass_element(intersection(restrict(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),x,y),z),x1),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.86/300.51 168589[0:Res:6567.1,79442.0] || -> subclass(intersection(u,restrict(symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))),y,z)),x1) member(not_subclass_element(intersection(u,restrict(symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))),y,z)),x1),complement(symmetric_difference(v,cross_product(w,x))))*.
% 299.86/300.51 170642[0:Res:9363.2,13991.2] || member(ordered_pair(u,ordered_pair(v,compose(u,v))),union(complement(w),complement(x)))* member(ordered_pair(u,ordered_pair(v,compose(u,v))),union(w,x)) member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,complement(symmetric_difference(complement(w),complement(x)))) -> .
% 299.86/300.51 171785[2:MRR:171664.0,12497.1] || -> member(regular(intersection(u,regular(intersection(complement(v),union(w,complement(power_class(x))))))),union(v,intersection(complement(w),power_class(x))))* equal(intersection(u,regular(intersection(complement(v),union(w,complement(power_class(x)))))),null_class) equal(intersection(complement(v),union(w,complement(power_class(x)))),null_class).
% 299.86/300.51 171786[2:MRR:171662.0,12497.1] || -> member(regular(intersection(regular(intersection(complement(u),union(v,complement(power_class(w))))),x)),union(u,intersection(complement(v),power_class(w))))* equal(intersection(regular(intersection(complement(u),union(v,complement(power_class(w))))),x),null_class) equal(intersection(complement(u),union(v,complement(power_class(w)))),null_class).
% 299.86/300.51 172579[2:MRR:172451.0,12497.1] || -> member(regular(intersection(u,regular(intersection(union(v,complement(power_class(w))),complement(x))))),union(intersection(complement(v),power_class(w)),x))* equal(intersection(u,regular(intersection(union(v,complement(power_class(w))),complement(x)))),null_class) equal(intersection(union(v,complement(power_class(w))),complement(x)),null_class).
% 299.86/300.51 172580[2:MRR:172449.0,12497.1] || -> member(regular(intersection(regular(intersection(union(u,complement(power_class(v))),complement(w))),x)),union(intersection(complement(u),power_class(v)),w))* equal(intersection(regular(intersection(union(u,complement(power_class(v))),complement(w))),x),null_class) equal(intersection(union(u,complement(power_class(v))),complement(w)),null_class).
% 299.86/300.51 173135[2:MRR:173006.0,12497.1] || -> member(regular(intersection(u,regular(intersection(complement(v),union(complement(power_class(w)),x))))),union(v,intersection(power_class(w),complement(x))))* equal(intersection(u,regular(intersection(complement(v),union(complement(power_class(w)),x)))),null_class) equal(intersection(complement(v),union(complement(power_class(w)),x)),null_class).
% 299.86/300.51 173136[2:MRR:173004.0,12497.1] || -> member(regular(intersection(regular(intersection(complement(u),union(complement(power_class(v)),w))),x)),union(u,intersection(power_class(v),complement(w))))* equal(intersection(regular(intersection(complement(u),union(complement(power_class(v)),w))),x),null_class) equal(intersection(complement(u),union(complement(power_class(v)),w)),null_class).
% 299.86/300.51 14002[0:Res:1040.2,62.0] || member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,image(w,image(x,singleton(y)))) member(ordered_pair(y,ordered_pair(u,ordered_pair(v,compose(u,v)))),cross_product(universal_class,universal_class))* -> member(ordered_pair(y,ordered_pair(u,ordered_pair(v,compose(u,v)))),compose(w,x))*.
% 299.86/300.51 14767[0:SpR:569.0,560.0] || -> equal(intersection(complement(symmetric_difference(union(u,v),union(complement(u),complement(v)))),union(complement(symmetric_difference(complement(u),complement(v))),union(union(u,v),union(complement(u),complement(v))))),symmetric_difference(complement(symmetric_difference(complement(u),complement(v))),union(union(u,v),union(complement(u),complement(v)))))**.
% 299.86/300.51 15734[0:SpL:829.2,617.0] || member(cross_product(u,v),universal_class) member(w,apply(choice,cross_product(u,v)))* -> equal(cross_product(u,v),null_class) equal(w,unordered_pair(first(apply(choice,cross_product(u,v))),singleton(second(apply(choice,cross_product(u,v))))))* equal(w,singleton(first(apply(choice,cross_product(u,v))))).
% 299.86/300.51 17684[4:Rew:17265.0,13939.0] || member(first(regular(cross_product(u,v))),cantor(w)) member(ordered_pair(w,regular(cross_product(u,v))),cross_product(universal_class,cross_product(universal_class,universal_class))) -> equal(cross_product(u,v),null_class) member(ordered_pair(w,ordered_pair(first(regular(cross_product(u,v))),apply(w,first(regular(cross_product(u,v)))))),application_function)*.
% 299.86/300.51 28389[0:Res:283.1,62.0] || member(ordered_pair(u,regular(restrict(image(v,image(w,singleton(u))),x,y))),cross_product(universal_class,universal_class))* -> equal(restrict(image(v,image(w,singleton(u))),x,y),null_class) member(ordered_pair(u,regular(restrict(image(v,image(w,singleton(u))),x,y))),compose(v,w))*.
% 299.86/300.51 32880[0:Rew:8781.1,32869.4,8781.1,32869.3,8781.1,32869.0] || member(range_of(null_class),universal_class) member(ordered_pair(u,apply(choice,range_of(null_class))),cross_product(universal_class,universal_class)) -> equal(cross_product(image(v,singleton(u)),universal_class),null_class) equal(range_of(null_class),null_class) member(ordered_pair(u,apply(choice,range_of(null_class))),compose(regular(cross_product(image(v,singleton(u)),universal_class)),v))*.
% 299.86/300.51 41794[4:Res:17398.1,17285.1] || subclass(domain_relation,rotate(cross_product(universal_class,cross_product(universal_class,universal_class)))) member(u,cantor(ordered_pair(v,cantor(ordered_pair(ordered_pair(u,w),v))))) -> member(ordered_pair(ordered_pair(v,cantor(ordered_pair(ordered_pair(u,w),v))),ordered_pair(u,apply(ordered_pair(v,cantor(ordered_pair(ordered_pair(u,w),v))),u))),application_function)*.
% 299.86/300.51 80308[0:Rew:80005.0,80076.1,80146.0,80076.1,80146.0,80076.0] || member(not_subclass_element(intersection(union(union(u,v),complement(intersection(u,v))),w),symmetric_difference(union(u,v),complement(intersection(u,v)))),complement(symmetric_difference(u,v)))* -> subclass(intersection(union(union(u,v),complement(intersection(u,v))),w),symmetric_difference(union(u,v),complement(intersection(u,v)))).
% 299.86/300.51 80309[0:Rew:80005.0,80092.1,80146.0,80092.1,80146.0,80092.0] || member(not_subclass_element(intersection(u,union(union(v,w),complement(intersection(v,w)))),symmetric_difference(union(v,w),complement(intersection(v,w)))),complement(symmetric_difference(v,w)))* -> subclass(intersection(u,union(union(v,w),complement(intersection(v,w)))),symmetric_difference(union(v,w),complement(intersection(v,w)))).
% 299.86/300.51 97347[0:Rew:48870.0,97214.2,48870.0,97214.0] || member(union(complement(power_class(u)),intersection(complement(v),power_class(w))),universal_class) member(apply(choice,union(complement(power_class(u)),intersection(complement(v),power_class(w)))),intersection(power_class(u),union(v,complement(power_class(w)))))* -> equal(union(complement(power_class(u)),intersection(complement(v),power_class(w))),null_class).
% 299.86/300.51 98046[0:Rew:48871.0,97916.2,48871.0,97916.0] || member(union(intersection(complement(u),power_class(v)),complement(power_class(w))),universal_class) member(apply(choice,union(intersection(complement(u),power_class(v)),complement(power_class(w)))),intersection(union(u,complement(power_class(v))),power_class(w)))* -> equal(union(intersection(complement(u),power_class(v)),complement(power_class(w))),null_class).
% 299.86/300.51 98742[0:Rew:48872.0,98607.2,48872.0,98607.0] || member(union(intersection(power_class(u),complement(v)),complement(power_class(w))),universal_class) member(apply(choice,union(intersection(power_class(u),complement(v)),complement(power_class(w)))),intersection(union(complement(power_class(u)),v),power_class(w)))* -> equal(union(intersection(power_class(u),complement(v)),complement(power_class(w))),null_class).
% 299.86/300.51 99462[0:Rew:48874.0,99326.2,48874.0,99326.0] || member(union(complement(power_class(u)),intersection(power_class(v),complement(w))),universal_class) member(apply(choice,union(complement(power_class(u)),intersection(power_class(v),complement(w)))),intersection(power_class(u),union(complement(power_class(v)),w)))* -> equal(union(complement(power_class(u)),intersection(power_class(v),complement(w))),null_class).
% 299.86/300.51 119024[0:Rew:102945.0,118861.2,102945.0,118861.0] || member(union(complement(power_class(u)),image(element_relation,union(v,w))),universal_class) member(apply(choice,union(complement(power_class(u)),image(element_relation,union(v,w)))),intersection(power_class(u),power_class(complement(union(v,w)))))* -> equal(union(complement(power_class(u)),image(element_relation,union(v,w))),null_class).
% 299.86/300.51 123348[0:Rew:103074.0,123187.2,103074.0,123187.0] || member(union(image(element_relation,power_class(u)),complement(union(v,w))),universal_class) member(apply(choice,union(image(element_relation,power_class(u)),complement(union(v,w)))),intersection(power_class(complement(power_class(u))),union(v,w)))* -> equal(union(image(element_relation,power_class(u)),complement(union(v,w))),null_class).
% 299.86/300.51 123902[0:Rew:103320.0,123733.2,103320.0,123733.0] || member(union(image(element_relation,union(u,v)),complement(power_class(w))),universal_class) member(apply(choice,union(image(element_relation,union(u,v)),complement(power_class(w)))),intersection(power_class(complement(union(u,v))),power_class(w)))* -> equal(union(image(element_relation,union(u,v)),complement(power_class(w))),null_class).
% 299.86/300.51 124913[0:Rew:103450.0,124748.2,103450.0,124748.0] || member(union(complement(union(u,v)),image(element_relation,power_class(w))),universal_class) member(apply(choice,union(complement(union(u,v)),image(element_relation,power_class(w)))),intersection(union(u,v),power_class(complement(power_class(w)))))* -> equal(union(complement(union(u,v)),image(element_relation,power_class(w))),null_class).
% 299.86/300.51 151791[0:Rew:102583.0,151632.1] || member(u,symmetric_difference(union(v,intersection(power_class(w),union(x,complement(union(y,z))))),union(complement(v),union(complement(power_class(w)),intersection(complement(x),union(y,z))))))* -> member(u,complement(symmetric_difference(complement(v),union(complement(power_class(w)),intersection(complement(x),union(y,z)))))).
% 299.86/300.51 151792[0:Rew:102583.0,151619.1] || member(u,symmetric_difference(union(intersection(power_class(v),union(w,complement(union(x,y)))),z),union(union(complement(power_class(v)),intersection(complement(w),union(x,y))),complement(z))))* -> member(u,complement(symmetric_difference(union(complement(power_class(v)),intersection(complement(w),union(x,y))),complement(z)))).
% 299.86/300.51 151612[0:SpL:102583.0,48893.0] || member(regular(union(complement(power_class(u)),intersection(power_class(v),union(w,complement(union(x,y)))))),intersection(power_class(u),union(complement(power_class(v)),intersection(complement(w),union(x,y)))))* -> equal(union(complement(power_class(u)),intersection(power_class(v),union(w,complement(union(x,y))))),null_class).
% 299.86/300.51 151594[0:SpL:102583.0,48887.0] || member(regular(union(intersection(power_class(u),union(v,complement(union(w,x)))),complement(power_class(y)))),intersection(union(complement(power_class(u)),intersection(complement(v),union(w,x))),power_class(y)))* -> equal(union(intersection(power_class(u),union(v,complement(union(w,x)))),complement(power_class(y))),null_class).
% 299.86/300.51 151472[0:SpR:102583.0,103225.0] || -> equal(intersection(union(union(u,v),union(complement(power_class(w)),intersection(complement(x),union(y,z)))),union(complement(union(u,v)),intersection(power_class(w),union(x,complement(union(y,z)))))),symmetric_difference(union(u,v),union(complement(power_class(w)),intersection(complement(x),union(y,z)))))**.
% 299.86/300.51 151438[0:SpR:102583.0,104218.0] || -> equal(intersection(union(intersection(power_class(u),union(v,complement(union(w,x)))),complement(union(y,z))),union(union(complement(power_class(u)),intersection(complement(v),union(w,x))),union(y,z))),symmetric_difference(union(complement(power_class(u)),intersection(complement(v),union(w,x))),union(y,z)))**.
% 299.86/300.51 152839[0:Rew:102667.0,152682.1] || member(u,symmetric_difference(union(v,intersection(union(w,complement(power_class(x))),union(y,z))),union(complement(v),union(intersection(complement(w),power_class(x)),complement(union(y,z))))))* -> member(u,complement(symmetric_difference(complement(v),union(intersection(complement(w),power_class(x)),complement(union(y,z)))))).
% 299.86/300.51 152840[0:Rew:102667.0,152668.1] || member(u,symmetric_difference(union(intersection(union(v,complement(power_class(w))),union(x,y)),z),union(union(intersection(complement(v),power_class(w)),complement(union(x,y))),complement(z))))* -> member(u,complement(symmetric_difference(union(intersection(complement(v),power_class(w)),complement(union(x,y))),complement(z)))).
% 299.86/300.51 152661[0:SpL:102667.0,48893.0] || member(regular(union(complement(power_class(u)),intersection(union(v,complement(power_class(w))),union(x,y)))),intersection(power_class(u),union(intersection(complement(v),power_class(w)),complement(union(x,y)))))* -> equal(union(complement(power_class(u)),intersection(union(v,complement(power_class(w))),union(x,y))),null_class).
% 299.86/300.51 152643[0:SpL:102667.0,48887.0] || member(regular(union(intersection(union(u,complement(power_class(v))),union(w,x)),complement(power_class(y)))),intersection(union(intersection(complement(u),power_class(v)),complement(union(w,x))),power_class(y)))* -> equal(union(intersection(union(u,complement(power_class(v))),union(w,x)),complement(power_class(y))),null_class).
% 299.86/300.51 152515[0:SpR:102667.0,103225.0] || -> equal(intersection(union(union(u,v),union(intersection(complement(w),power_class(x)),complement(union(y,z)))),union(complement(union(u,v)),intersection(union(w,complement(power_class(x))),union(y,z)))),symmetric_difference(union(u,v),union(intersection(complement(w),power_class(x)),complement(union(y,z)))))**.
% 299.86/300.51 152483[0:SpR:102667.0,104218.0] || -> equal(intersection(union(intersection(union(u,complement(power_class(v))),union(w,x)),complement(union(y,z))),union(union(intersection(complement(u),power_class(v)),complement(union(w,x))),union(y,z))),symmetric_difference(union(intersection(complement(u),power_class(v)),complement(union(w,x))),union(y,z)))**.
% 299.86/300.51 153313[0:Rew:102668.0,153150.1] || member(u,symmetric_difference(union(v,intersection(union(complement(power_class(w)),x),union(y,z))),union(complement(v),union(intersection(power_class(w),complement(x)),complement(union(y,z))))))* -> member(u,complement(symmetric_difference(complement(v),union(intersection(power_class(w),complement(x)),complement(union(y,z)))))).
% 299.86/300.51 153314[0:Rew:102668.0,153136.1] || member(u,symmetric_difference(union(intersection(union(complement(power_class(v)),w),union(x,y)),z),union(union(intersection(power_class(v),complement(w)),complement(union(x,y))),complement(z))))* -> member(u,complement(symmetric_difference(union(intersection(power_class(v),complement(w)),complement(union(x,y))),complement(z)))).
% 299.86/300.51 153129[0:SpL:102668.0,48893.0] || member(regular(union(complement(power_class(u)),intersection(union(complement(power_class(v)),w),union(x,y)))),intersection(power_class(u),union(intersection(power_class(v),complement(w)),complement(union(x,y)))))* -> equal(union(complement(power_class(u)),intersection(union(complement(power_class(v)),w),union(x,y))),null_class).
% 299.86/300.51 153111[0:SpL:102668.0,48887.0] || member(regular(union(intersection(union(complement(power_class(u)),v),union(w,x)),complement(power_class(y)))),intersection(union(intersection(power_class(u),complement(v)),complement(union(w,x))),power_class(y)))* -> equal(union(intersection(union(complement(power_class(u)),v),union(w,x)),complement(power_class(y))),null_class).
% 299.86/300.51 152977[0:SpR:102668.0,103225.0] || -> equal(intersection(union(union(u,v),union(intersection(power_class(w),complement(x)),complement(union(y,z)))),union(complement(union(u,v)),intersection(union(complement(power_class(w)),x),union(y,z)))),symmetric_difference(union(u,v),union(intersection(power_class(w),complement(x)),complement(union(y,z)))))**.
% 299.86/300.51 152944[0:SpR:102668.0,104218.0] || -> equal(intersection(union(intersection(union(complement(power_class(u)),v),union(w,x)),complement(union(y,z))),union(union(intersection(power_class(u),complement(v)),complement(union(w,x))),union(y,z))),symmetric_difference(union(intersection(power_class(u),complement(v)),complement(union(w,x))),union(y,z)))**.
% 299.86/300.51 153773[0:Rew:102866.0,153616.1] || member(u,symmetric_difference(union(v,intersection(union(w,complement(union(x,y))),power_class(z))),union(complement(v),union(intersection(complement(w),union(x,y)),complement(power_class(z))))))* -> member(u,complement(symmetric_difference(complement(v),union(intersection(complement(w),union(x,y)),complement(power_class(z)))))).
% 299.86/300.51 153774[0:Rew:102866.0,153602.1] || member(u,symmetric_difference(union(intersection(union(v,complement(union(w,x))),power_class(y)),z),union(union(intersection(complement(v),union(w,x)),complement(power_class(y))),complement(z))))* -> member(u,complement(symmetric_difference(union(intersection(complement(v),union(w,x)),complement(power_class(y))),complement(z)))).
% 299.86/300.51 153595[0:SpL:102866.0,48893.0] || member(regular(union(complement(power_class(u)),intersection(union(v,complement(union(w,x))),power_class(y)))),intersection(power_class(u),union(intersection(complement(v),union(w,x)),complement(power_class(y)))))* -> equal(union(complement(power_class(u)),intersection(union(v,complement(union(w,x))),power_class(y))),null_class).
% 299.86/300.51 153577[0:SpL:102866.0,48887.0] || member(regular(union(intersection(union(u,complement(union(v,w))),power_class(x)),complement(power_class(y)))),intersection(union(intersection(complement(u),union(v,w)),complement(power_class(x))),power_class(y)))* -> equal(union(intersection(union(u,complement(union(v,w))),power_class(x)),complement(power_class(y))),null_class).
% 299.86/300.51 153455[0:SpR:102866.0,103225.0] || -> equal(intersection(union(union(u,v),union(intersection(complement(w),union(x,y)),complement(power_class(z)))),union(complement(union(u,v)),intersection(union(w,complement(union(x,y))),power_class(z)))),symmetric_difference(union(u,v),union(intersection(complement(w),union(x,y)),complement(power_class(z)))))**.
% 299.86/300.51 153421[0:SpR:102866.0,104218.0] || -> equal(intersection(union(intersection(union(u,complement(union(v,w))),power_class(x)),complement(union(y,z))),union(union(intersection(complement(u),union(v,w)),complement(power_class(x))),union(y,z))),symmetric_difference(union(intersection(complement(u),union(v,w)),complement(power_class(x))),union(y,z)))**.
% 299.86/300.51 154557[0:Rew:103019.0,154392.1] || member(u,symmetric_difference(union(v,intersection(power_class(w),union(complement(union(x,y)),z))),union(complement(v),union(complement(power_class(w)),intersection(union(x,y),complement(z))))))* -> member(u,complement(symmetric_difference(complement(v),union(complement(power_class(w)),intersection(union(x,y),complement(z)))))).
% 299.86/300.51 154558[0:Rew:103019.0,154378.1] || member(u,symmetric_difference(union(intersection(power_class(v),union(complement(union(w,x)),y)),z),union(union(complement(power_class(v)),intersection(union(w,x),complement(y))),complement(z))))* -> member(u,complement(symmetric_difference(union(complement(power_class(v)),intersection(union(w,x),complement(y))),complement(z)))).
% 299.86/300.51 154371[0:SpL:103019.0,48893.0] || member(regular(union(complement(power_class(u)),intersection(power_class(v),union(complement(union(w,x)),y)))),intersection(power_class(u),union(complement(power_class(v)),intersection(union(w,x),complement(y)))))* -> equal(union(complement(power_class(u)),intersection(power_class(v),union(complement(union(w,x)),y))),null_class).
% 299.86/300.51 154353[0:SpL:103019.0,48887.0] || member(regular(union(intersection(power_class(u),union(complement(union(v,w)),x)),complement(power_class(y)))),intersection(union(complement(power_class(u)),intersection(union(v,w),complement(x))),power_class(y)))* -> equal(union(intersection(power_class(u),union(complement(union(v,w)),x)),complement(power_class(y))),null_class).
% 299.86/300.51 154226[0:SpR:103019.0,103225.0] || -> equal(intersection(union(union(u,v),union(complement(power_class(w)),intersection(union(x,y),complement(z)))),union(complement(union(u,v)),intersection(power_class(w),union(complement(union(x,y)),z)))),symmetric_difference(union(u,v),union(complement(power_class(w)),intersection(union(x,y),complement(z)))))**.
% 299.86/300.51 154191[0:SpR:103019.0,104218.0] || -> equal(intersection(union(intersection(power_class(u),union(complement(union(v,w)),x)),complement(union(y,z))),union(union(complement(power_class(u)),intersection(union(v,w),complement(x))),union(y,z))),symmetric_difference(union(complement(power_class(u)),intersection(union(v,w),complement(x))),union(y,z)))**.
% 299.86/300.51 155039[0:Rew:103205.0,154875.1] || member(u,symmetric_difference(union(v,intersection(union(complement(union(w,x)),y),power_class(z))),union(complement(v),union(intersection(union(w,x),complement(y)),complement(power_class(z))))))* -> member(u,complement(symmetric_difference(complement(v),union(intersection(union(w,x),complement(y)),complement(power_class(z)))))).
% 299.86/300.51 155040[0:Rew:103205.0,154861.1] || member(u,symmetric_difference(union(intersection(union(complement(union(v,w)),x),power_class(y)),z),union(union(intersection(union(v,w),complement(x)),complement(power_class(y))),complement(z))))* -> member(u,complement(symmetric_difference(union(intersection(union(v,w),complement(x)),complement(power_class(y))),complement(z)))).
% 299.86/300.51 154854[0:SpL:103205.0,48893.0] || member(regular(union(complement(power_class(u)),intersection(union(complement(union(v,w)),x),power_class(y)))),intersection(power_class(u),union(intersection(union(v,w),complement(x)),complement(power_class(y)))))* -> equal(union(complement(power_class(u)),intersection(union(complement(union(v,w)),x),power_class(y))),null_class).
% 299.86/300.51 154836[0:SpL:103205.0,48887.0] || member(regular(union(intersection(union(complement(union(u,v)),w),power_class(x)),complement(power_class(y)))),intersection(union(intersection(union(u,v),complement(w)),complement(power_class(x))),power_class(y)))* -> equal(union(intersection(union(complement(union(u,v)),w),power_class(x)),complement(power_class(y))),null_class).
% 299.86/300.51 154709[0:SpR:103205.0,103225.0] || -> equal(intersection(union(union(u,v),union(intersection(union(w,x),complement(y)),complement(power_class(z)))),union(complement(union(u,v)),intersection(union(complement(union(w,x)),y),power_class(z)))),symmetric_difference(union(u,v),union(intersection(union(w,x),complement(y)),complement(power_class(z)))))**.
% 299.86/300.51 154674[0:SpR:103205.0,104218.0] || -> equal(intersection(union(intersection(union(complement(union(u,v)),w),power_class(x)),complement(union(y,z))),union(union(intersection(union(u,v),complement(w)),complement(power_class(x))),union(y,z))),symmetric_difference(union(intersection(union(u,v),complement(w)),complement(power_class(x))),union(y,z)))**.
% 299.86/300.51 155467[0:Rew:103451.0,155315.1] || member(u,symmetric_difference(union(v,intersection(union(w,x),union(y,complement(power_class(z))))),union(complement(v),union(complement(union(w,x)),intersection(complement(y),power_class(z))))))* -> member(u,complement(symmetric_difference(complement(v),union(complement(union(w,x)),intersection(complement(y),power_class(z)))))).
% 299.86/300.51 155468[0:Rew:103451.0,155301.1] || member(u,symmetric_difference(union(intersection(union(v,w),union(x,complement(power_class(y)))),z),union(union(complement(union(v,w)),intersection(complement(x),power_class(y))),complement(z))))* -> member(u,complement(symmetric_difference(union(complement(union(v,w)),intersection(complement(x),power_class(y))),complement(z)))).
% 299.86/300.51 155294[0:SpL:103451.0,48893.0] || member(regular(union(complement(power_class(u)),intersection(union(v,w),union(x,complement(power_class(y)))))),intersection(power_class(u),union(complement(union(v,w)),intersection(complement(x),power_class(y)))))* -> equal(union(complement(power_class(u)),intersection(union(v,w),union(x,complement(power_class(y))))),null_class).
% 299.86/300.51 155276[0:SpL:103451.0,48887.0] || member(regular(union(intersection(union(u,v),union(w,complement(power_class(x)))),complement(power_class(y)))),intersection(union(complement(union(u,v)),intersection(complement(w),power_class(x))),power_class(y)))* -> equal(union(intersection(union(u,v),union(w,complement(power_class(x)))),complement(power_class(y))),null_class).
% 299.86/300.51 155154[0:SpR:103451.0,103225.0] || -> equal(intersection(union(union(u,v),union(complement(union(w,x)),intersection(complement(y),power_class(z)))),union(complement(union(u,v)),intersection(union(w,x),union(y,complement(power_class(z)))))),symmetric_difference(union(u,v),union(complement(union(w,x)),intersection(complement(y),power_class(z)))))**.
% 299.86/300.51 155120[0:SpR:103451.0,104218.0] || -> equal(intersection(union(intersection(union(u,v),union(w,complement(power_class(x)))),complement(union(y,z))),union(union(complement(union(u,v)),intersection(complement(w),power_class(x))),union(y,z))),symmetric_difference(union(complement(union(u,v)),intersection(complement(w),power_class(x))),union(y,z)))**.
% 299.86/300.51 156247[0:Rew:103452.0,156084.1] || member(u,symmetric_difference(union(v,intersection(union(w,x),union(complement(power_class(y)),z))),union(complement(v),union(complement(union(w,x)),intersection(power_class(y),complement(z))))))* -> member(u,complement(symmetric_difference(complement(v),union(complement(union(w,x)),intersection(power_class(y),complement(z)))))).
% 299.86/300.51 156248[0:Rew:103452.0,156070.1] || member(u,symmetric_difference(union(intersection(union(v,w),union(complement(power_class(x)),y)),z),union(union(complement(union(v,w)),intersection(power_class(x),complement(y))),complement(z))))* -> member(u,complement(symmetric_difference(union(complement(union(v,w)),intersection(power_class(x),complement(y))),complement(z)))).
% 299.86/300.51 156063[0:SpL:103452.0,48893.0] || member(regular(union(complement(power_class(u)),intersection(union(v,w),union(complement(power_class(x)),y)))),intersection(power_class(u),union(complement(union(v,w)),intersection(power_class(x),complement(y)))))* -> equal(union(complement(power_class(u)),intersection(union(v,w),union(complement(power_class(x)),y))),null_class).
% 299.86/300.51 156045[0:SpL:103452.0,48887.0] || member(regular(union(intersection(union(u,v),union(complement(power_class(w)),x)),complement(power_class(y)))),intersection(union(complement(union(u,v)),intersection(power_class(w),complement(x))),power_class(y)))* -> equal(union(intersection(union(u,v),union(complement(power_class(w)),x)),complement(power_class(y))),null_class).
% 299.86/300.51 155915[0:SpR:103452.0,103225.0] || -> equal(intersection(union(union(u,v),union(complement(union(w,x)),intersection(power_class(y),complement(z)))),union(complement(union(u,v)),intersection(union(w,x),union(complement(power_class(y)),z)))),symmetric_difference(union(u,v),union(complement(union(w,x)),intersection(power_class(y),complement(z)))))**.
% 299.86/300.51 155880[0:SpR:103452.0,104218.0] || -> equal(intersection(union(intersection(union(u,v),union(complement(power_class(w)),x)),complement(union(y,z))),union(union(complement(union(u,v)),intersection(power_class(w),complement(x))),union(y,z))),symmetric_difference(union(complement(union(u,v)),intersection(power_class(w),complement(x))),union(y,z)))**.
% 299.86/300.51 157178[0:Rew:104283.0,156985.1] || member(u,symmetric_difference(union(v,intersection(union(w,x),power_class(complement(union(y,z))))),union(complement(v),union(complement(union(w,x)),image(element_relation,union(y,z))))))* -> member(u,complement(symmetric_difference(complement(v),union(complement(union(w,x)),image(element_relation,union(y,z)))))).
% 299.86/300.51 157179[0:Rew:104283.0,156971.1] || member(u,symmetric_difference(union(intersection(union(v,w),power_class(complement(union(x,y)))),z),union(union(complement(union(v,w)),image(element_relation,union(x,y))),complement(z))))* -> member(u,complement(symmetric_difference(union(complement(union(v,w)),image(element_relation,union(x,y))),complement(z)))).
% 299.86/300.51 156964[0:SpL:104283.0,48893.0] || member(regular(union(complement(power_class(u)),intersection(union(v,w),power_class(complement(union(x,y)))))),intersection(power_class(u),union(complement(union(v,w)),image(element_relation,union(x,y)))))* -> equal(union(complement(power_class(u)),intersection(union(v,w),power_class(complement(union(x,y))))),null_class).
% 299.86/300.51 156946[0:SpL:104283.0,48887.0] || member(regular(union(intersection(union(u,v),power_class(complement(union(w,x)))),complement(power_class(y)))),intersection(union(complement(union(u,v)),image(element_relation,union(w,x))),power_class(y)))* -> equal(union(intersection(union(u,v),power_class(complement(union(w,x)))),complement(power_class(y))),null_class).
% 299.86/300.51 156803[0:SpR:104283.0,103225.0] || -> equal(intersection(union(union(u,v),union(complement(union(w,x)),image(element_relation,union(y,z)))),union(complement(union(u,v)),intersection(union(w,x),power_class(complement(union(y,z)))))),symmetric_difference(union(u,v),union(complement(union(w,x)),image(element_relation,union(y,z)))))**.
% 299.86/300.51 156767[0:SpR:104283.0,104218.0] || -> equal(intersection(union(intersection(union(u,v),power_class(complement(union(w,x)))),complement(union(y,z))),union(union(complement(union(u,v)),image(element_relation,union(w,x))),union(y,z))),symmetric_difference(union(complement(union(u,v)),image(element_relation,union(w,x))),union(y,z)))**.
% 299.86/300.51 158020[0:Rew:104284.0,157819.1] || member(u,symmetric_difference(union(v,intersection(power_class(complement(union(w,x))),union(y,z))),union(complement(v),union(image(element_relation,union(w,x)),complement(union(y,z))))))* -> member(u,complement(symmetric_difference(complement(v),union(image(element_relation,union(w,x)),complement(union(y,z)))))).
% 299.86/300.51 158021[0:Rew:104284.0,157805.1] || member(u,symmetric_difference(union(intersection(power_class(complement(union(v,w))),union(x,y)),z),union(union(image(element_relation,union(v,w)),complement(union(x,y))),complement(z))))* -> member(u,complement(symmetric_difference(union(image(element_relation,union(v,w)),complement(union(x,y))),complement(z)))).
% 299.86/300.51 157798[0:SpL:104284.0,48893.0] || member(regular(union(complement(power_class(u)),intersection(power_class(complement(union(v,w))),union(x,y)))),intersection(power_class(u),union(image(element_relation,union(v,w)),complement(union(x,y)))))* -> equal(union(complement(power_class(u)),intersection(power_class(complement(union(v,w))),union(x,y))),null_class).
% 299.86/300.51 157780[0:SpL:104284.0,48887.0] || member(regular(union(intersection(power_class(complement(union(u,v))),union(w,x)),complement(power_class(y)))),intersection(union(image(element_relation,union(u,v)),complement(union(w,x))),power_class(y)))* -> equal(union(intersection(power_class(complement(union(u,v))),union(w,x)),complement(power_class(y))),null_class).
% 299.86/300.51 157632[0:SpR:104284.0,103225.0] || -> equal(intersection(union(union(u,v),union(image(element_relation,union(w,x)),complement(union(y,z)))),union(complement(union(u,v)),intersection(power_class(complement(union(w,x))),union(y,z)))),symmetric_difference(union(u,v),union(image(element_relation,union(w,x)),complement(union(y,z)))))**.
% 299.86/300.51 157596[0:SpR:104284.0,104218.0] || -> equal(intersection(union(intersection(power_class(complement(union(u,v))),union(w,x)),complement(union(y,z))),union(union(image(element_relation,union(u,v)),complement(union(w,x))),union(y,z))),symmetric_difference(union(image(element_relation,union(u,v)),complement(union(w,x))),union(y,z)))**.
% 299.86/300.51 162699[0:SpL:48063.0,885.1] || member(u,union(union(v,image(element_relation,power_class(w))),union(complement(v),power_class(complement(power_class(w)))))) member(u,complement(symmetric_difference(complement(v),power_class(complement(power_class(w)))))) -> member(u,symmetric_difference(union(v,image(element_relation,power_class(w))),union(complement(v),power_class(complement(power_class(w))))))*.
% 299.86/300.51 162876[0:Rew:48063.0,162703.2,48063.0,162703.1] || member(not_subclass_element(u,symmetric_difference(complement(v),power_class(complement(power_class(w))))),union(complement(v),power_class(complement(power_class(w)))))* member(not_subclass_element(u,symmetric_difference(complement(v),power_class(complement(power_class(w))))),union(v,image(element_relation,power_class(w)))) -> subclass(u,symmetric_difference(complement(v),power_class(complement(power_class(w))))).
% 299.86/300.51 163174[0:SpL:48279.0,885.1] || member(u,union(union(image(element_relation,power_class(v)),w),union(power_class(complement(power_class(v))),complement(w)))) member(u,complement(symmetric_difference(power_class(complement(power_class(v))),complement(w)))) -> member(u,symmetric_difference(union(image(element_relation,power_class(v)),w),union(power_class(complement(power_class(v))),complement(w))))*.
% 299.86/300.51 163353[0:Rew:48279.0,163178.2,48279.0,163178.1] || member(not_subclass_element(u,symmetric_difference(power_class(complement(power_class(v))),complement(w))),union(power_class(complement(power_class(v))),complement(w)))* member(not_subclass_element(u,symmetric_difference(power_class(complement(power_class(v))),complement(w))),union(image(element_relation,power_class(v)),w)) -> subclass(u,symmetric_difference(power_class(complement(power_class(v))),complement(w))).
% 299.86/300.51 163914[0:Res:882.2,887.0] || member(regular(complement(intersection(u,restrict(v,w,x)))),cross_product(w,x))* member(regular(complement(intersection(u,restrict(v,w,x)))),v)* member(regular(complement(intersection(u,restrict(v,w,x)))),u)* -> equal(complement(intersection(u,restrict(v,w,x))),null_class).
% 299.86/300.51 164047[0:MRR:163912.0,12497.1] || member(regular(complement(intersection(u,intersection(power_class(complement(power_class(v))),complement(w))))),u)* -> member(regular(complement(intersection(u,intersection(power_class(complement(power_class(v))),complement(w))))),union(image(element_relation,power_class(v)),w))* equal(complement(intersection(u,intersection(power_class(complement(power_class(v))),complement(w)))),null_class).
% 299.86/300.51 164048[0:MRR:163909.0,12497.1] || member(regular(complement(intersection(u,intersection(complement(v),power_class(complement(power_class(w))))))),u)* -> member(regular(complement(intersection(u,intersection(complement(v),power_class(complement(power_class(w))))))),union(v,image(element_relation,power_class(w))))* equal(complement(intersection(u,intersection(complement(v),power_class(complement(power_class(w)))))),null_class).
% 299.86/300.51 164095[0:SpR:823.1,12960.4] || member(second(regular(cross_product(u,v))),universal_class)* member(first(regular(cross_product(u,v))),universal_class) equal(successor(first(regular(cross_product(u,v)))),second(regular(cross_product(u,v)))) subclass(successor_relation,w) -> equal(cross_product(u,v),null_class) member(regular(cross_product(u,v)),w)*.
% 299.86/300.51 164500[0:SpL:823.1,14017.0] || member(regular(cross_product(u,v)),cross_product(universal_class,universal_class)) subclass(composition_function,compose_class(w)) -> equal(cross_product(u,v),null_class) equal(compose(w,first(regular(cross_product(u,v)))),ordered_pair(second(regular(cross_product(u,v))),compose(first(regular(cross_product(u,v))),second(regular(cross_product(u,v))))))*.
% 299.86/300.51 164564[0:SpL:823.1,13988.0] || member(regular(cross_product(u,v)),cross_product(universal_class,universal_class)) subclass(composition_function,singleton(w))* -> equal(cross_product(u,v),null_class) equal(ordered_pair(first(regular(cross_product(u,v))),ordered_pair(second(regular(cross_product(u,v))),compose(first(regular(cross_product(u,v))),second(regular(cross_product(u,v)))))),w)*.
% 299.86/300.51 165708[4:SpL:826.1,17409.1] || member(first(not_subclass_element(cross_product(u,v),w)),universal_class) member(not_subclass_element(cross_product(u,v),w),compose(x,y))* -> subclass(cross_product(u,v),w) member(first(not_subclass_element(cross_product(u,v),w)),cantor(y))* member(second(not_subclass_element(cross_product(u,v),w)),image(x,range_of(null_class)))*.
% 299.86/300.51 167234[4:Res:95477.0,7890.0] || -> subclass(complement(successor(union(null_class,complement(cross_product(u,v))))),w) equal(ordered_pair(first(not_subclass_element(complement(successor(union(null_class,complement(cross_product(u,v))))),w)),second(not_subclass_element(complement(successor(union(null_class,complement(cross_product(u,v))))),w))),not_subclass_element(complement(successor(union(null_class,complement(cross_product(u,v))))),w))**.
% 299.86/300.51 167308[4:Rew:32.0,167292.1,32.0,167292.0] || -> subclass(regular(union(null_class,complement(restrict(u,v,w)))),x) equal(ordered_pair(first(not_subclass_element(regular(union(null_class,complement(restrict(u,v,w)))),x)),second(not_subclass_element(regular(union(null_class,complement(restrict(u,v,w)))),x))),not_subclass_element(regular(union(null_class,complement(restrict(u,v,w)))),x))**.
% 299.86/300.51 167310[0:Rew:31.0,167290.1,31.0,167290.0] || -> subclass(intersection(u,intersection(v,restrict(w,x,y))),z) equal(ordered_pair(first(not_subclass_element(intersection(u,intersection(v,restrict(w,x,y))),z)),second(not_subclass_element(intersection(u,intersection(v,restrict(w,x,y))),z))),not_subclass_element(intersection(u,intersection(v,restrict(w,x,y))),z))**.
% 299.86/300.51 167311[4:Rew:31.0,167287.1,31.0,167287.0] || -> subclass(union(null_class,intersection(restrict(u,v,w),x)),y) equal(ordered_pair(first(not_subclass_element(union(null_class,intersection(restrict(u,v,w),x)),y)),second(not_subclass_element(union(null_class,intersection(restrict(u,v,w),x)),y))),not_subclass_element(union(null_class,intersection(restrict(u,v,w),x)),y))**.
% 299.86/300.51 167313[4:Rew:31.0,167285.1,31.0,167285.0] || -> subclass(union(null_class,intersection(u,restrict(v,w,x))),y) equal(ordered_pair(first(not_subclass_element(union(null_class,intersection(u,restrict(v,w,x))),y)),second(not_subclass_element(union(null_class,intersection(u,restrict(v,w,x))),y))),not_subclass_element(union(null_class,intersection(u,restrict(v,w,x))),y))**.
% 299.86/300.51 167317[0:Rew:31.0,167272.1,31.0,167272.0] || -> subclass(intersection(intersection(restrict(u,v,w),x),y),z) equal(ordered_pair(first(not_subclass_element(intersection(intersection(restrict(u,v,w),x),y),z)),second(not_subclass_element(intersection(intersection(restrict(u,v,w),x),y),z))),not_subclass_element(intersection(intersection(restrict(u,v,w),x),y),z))**.
% 299.86/300.51 167318[0:Rew:32.0,167271.1,32.0,167271.0] || -> subclass(intersection(intersection(u,restrict(v,w,x)),y),z) equal(ordered_pair(first(not_subclass_element(intersection(intersection(u,restrict(v,w,x)),y),z)),second(not_subclass_element(intersection(intersection(u,restrict(v,w,x)),y),z))),not_subclass_element(intersection(intersection(u,restrict(v,w,x)),y),z))**.
% 299.86/300.51 167319[4:Rew:31.0,167269.1,31.0,167269.0] || -> subclass(intersection(union(null_class,restrict(u,v,w)),x),y) equal(ordered_pair(first(not_subclass_element(intersection(union(null_class,restrict(u,v,w)),x),y)),second(not_subclass_element(intersection(union(null_class,restrict(u,v,w)),x),y))),not_subclass_element(intersection(union(null_class,restrict(u,v,w)),x),y))**.
% 299.86/300.51 167321[4:Rew:32.0,167262.1,32.0,167262.0] || -> subclass(intersection(u,union(null_class,restrict(v,w,x))),y) equal(ordered_pair(first(not_subclass_element(intersection(u,union(null_class,restrict(v,w,x))),y)),second(not_subclass_element(intersection(u,union(null_class,restrict(v,w,x))),y))),not_subclass_element(intersection(u,union(null_class,restrict(v,w,x))),y))**.
% 299.86/300.51 167323[0:Rew:32.0,167258.1,32.0,167258.0] || -> subclass(intersection(u,intersection(restrict(v,w,x),y)),z) equal(ordered_pair(first(not_subclass_element(intersection(u,intersection(restrict(v,w,x),y)),z)),second(not_subclass_element(intersection(u,intersection(restrict(v,w,x),y)),z))),not_subclass_element(intersection(u,intersection(restrict(v,w,x),y)),z))**.
% 299.86/300.51 167849[0:Res:3147.1,12416.1] || member(regular(intersection(u,restrict(complement(intersection(v,w)),x,y))),union(v,w))* subclass(symmetric_difference(v,w),z) -> equal(intersection(u,restrict(complement(intersection(v,w)),x,y)),null_class) member(regular(intersection(u,restrict(complement(intersection(v,w)),x,y))),z)*.
% 299.86/300.51 167839[0:Res:3319.1,12416.1] || member(regular(intersection(restrict(complement(intersection(u,v)),w,x),y)),union(u,v))* subclass(symmetric_difference(u,v),z) -> equal(intersection(restrict(complement(intersection(u,v)),w,x),y),null_class) member(regular(intersection(restrict(complement(intersection(u,v)),w,x),y)),z)*.
% 299.86/300.51 171781[4:MRR:171626.3,171659.1] || member(apply(choice,regular(intersection(complement(u),union(v,complement(power_class(w)))))),universal_class) -> member(apply(choice,regular(intersection(complement(u),union(v,complement(power_class(w)))))),union(u,intersection(complement(v),power_class(w))))* equal(regular(intersection(complement(u),union(v,complement(power_class(w))))),null_class).
% 299.86/300.51 171787[2:MRR:171672.0,12502.1] || -> member(not_subclass_element(intersection(regular(intersection(complement(u),union(v,complement(power_class(w))))),x),y),union(u,intersection(complement(v),power_class(w))))* subclass(intersection(regular(intersection(complement(u),union(v,complement(power_class(w))))),x),y) equal(intersection(complement(u),union(v,complement(power_class(w)))),null_class).
% 299.86/300.51 171788[2:MRR:171670.0,12502.1] || -> member(not_subclass_element(intersection(u,regular(intersection(complement(v),union(w,complement(power_class(x)))))),y),union(v,intersection(complement(w),power_class(x))))* subclass(intersection(u,regular(intersection(complement(v),union(w,complement(power_class(x)))))),y) equal(intersection(complement(v),union(w,complement(power_class(x)))),null_class).
% 299.86/300.51 172174[0:Res:47996.2,7756.0] || member(not_subclass_element(intersection(complement(symmetric_difference(complement(u),power_class(v))),w),x),union(complement(u),power_class(v)))* member(not_subclass_element(intersection(complement(symmetric_difference(complement(u),power_class(v))),w),x),union(u,complement(power_class(v)))) -> subclass(intersection(complement(symmetric_difference(complement(u),power_class(v))),w),x).
% 299.86/300.51 172172[0:Res:47996.2,6564.0] || member(not_subclass_element(intersection(u,complement(symmetric_difference(complement(v),power_class(w)))),x),union(complement(v),power_class(w)))* member(not_subclass_element(intersection(u,complement(symmetric_difference(complement(v),power_class(w)))),x),union(v,complement(power_class(w)))) -> subclass(intersection(u,complement(symmetric_difference(complement(v),power_class(w)))),x).
% 299.86/300.51 172160[0:Res:47996.2,11873.1] || member(singleton(symmetric_difference(complement(u),power_class(v))),union(complement(u),power_class(v)))* member(singleton(symmetric_difference(complement(u),power_class(v))),union(u,complement(power_class(v)))) member(symmetric_difference(complement(u),power_class(v)),universal_class) -> member(singleton(singleton(singleton(symmetric_difference(complement(u),power_class(v))))),element_relation).
% 299.86/300.51 172225[0:Rew:103074.0,172101.0] || member(u,union(union(image(element_relation,power_class(v)),complement(union(w,x))),power_class(y))) member(u,union(intersection(power_class(complement(power_class(v))),union(w,x)),complement(power_class(y)))) -> member(u,symmetric_difference(union(image(element_relation,power_class(v)),complement(union(w,x))),power_class(y)))*.
% 299.86/300.51 172226[0:Rew:48874.0,172097.0] || member(u,union(union(complement(power_class(v)),intersection(power_class(w),complement(x))),power_class(y))) member(u,union(intersection(power_class(v),union(complement(power_class(w)),x)),complement(power_class(y)))) -> member(u,symmetric_difference(union(complement(power_class(v)),intersection(power_class(w),complement(x))),power_class(y)))*.
% 299.86/300.51 172227[0:Rew:48870.0,172095.0] || member(u,union(union(complement(power_class(v)),intersection(complement(w),power_class(x))),power_class(y))) member(u,union(intersection(power_class(v),union(w,complement(power_class(x)))),complement(power_class(y)))) -> member(u,symmetric_difference(union(complement(power_class(v)),intersection(complement(w),power_class(x))),power_class(y)))*.
% 299.86/300.51 172228[0:Rew:103450.0,172091.0] || member(u,union(union(complement(union(v,w)),image(element_relation,power_class(x))),power_class(y))) member(u,union(intersection(union(v,w),power_class(complement(power_class(x)))),complement(power_class(y)))) -> member(u,symmetric_difference(union(complement(union(v,w)),image(element_relation,power_class(x))),power_class(y)))*.
% 299.86/300.51 172229[0:Rew:48872.0,172090.0] || member(u,union(union(intersection(power_class(v),complement(w)),complement(power_class(x))),power_class(y))) member(u,union(intersection(union(complement(power_class(v)),w),power_class(x)),complement(power_class(y)))) -> member(u,symmetric_difference(union(intersection(power_class(v),complement(w)),complement(power_class(x))),power_class(y)))*.
% 299.86/300.51 172230[0:Rew:48871.0,172089.0] || member(u,union(union(intersection(complement(v),power_class(w)),complement(power_class(x))),power_class(y))) member(u,union(intersection(union(v,complement(power_class(w))),power_class(x)),complement(power_class(y)))) -> member(u,symmetric_difference(union(intersection(complement(v),power_class(w)),complement(power_class(x))),power_class(y)))*.
% 299.86/300.51 172231[0:Rew:103320.0,172088.0] || member(u,union(union(image(element_relation,union(v,w)),complement(power_class(x))),power_class(y))) member(u,union(intersection(power_class(complement(union(v,w))),power_class(x)),complement(power_class(y)))) -> member(u,symmetric_difference(union(image(element_relation,union(v,w)),complement(power_class(x))),power_class(y)))*.
% 299.86/300.51 172232[0:Rew:102945.0,172086.0] || member(u,union(union(complement(power_class(v)),image(element_relation,union(w,x))),power_class(y))) member(u,union(intersection(power_class(v),power_class(complement(union(w,x)))),complement(power_class(y)))) -> member(u,symmetric_difference(union(complement(power_class(v)),image(element_relation,union(w,x))),power_class(y)))*.
% 299.86/300.51 172247[4:MRR:172175.3,172162.2] || member(not_subclass_element(intersection(regular(symmetric_difference(complement(u),power_class(v))),w),x),union(complement(u),power_class(v)))* member(not_subclass_element(intersection(regular(symmetric_difference(complement(u),power_class(v))),w),x),union(u,complement(power_class(v)))) -> subclass(intersection(regular(symmetric_difference(complement(u),power_class(v))),w),x).
% 299.86/300.51 172248[4:MRR:172173.3,172162.2] || member(not_subclass_element(intersection(u,regular(symmetric_difference(complement(v),power_class(w)))),x),union(complement(v),power_class(w)))* member(not_subclass_element(intersection(u,regular(symmetric_difference(complement(v),power_class(w)))),x),union(v,complement(power_class(w)))) -> subclass(intersection(u,regular(symmetric_difference(complement(v),power_class(w)))),x).
% 299.86/300.51 172575[4:MRR:172413.3,172446.1] || member(apply(choice,regular(intersection(union(u,complement(power_class(v))),complement(w)))),universal_class) -> member(apply(choice,regular(intersection(union(u,complement(power_class(v))),complement(w)))),union(intersection(complement(u),power_class(v)),w))* equal(regular(intersection(union(u,complement(power_class(v))),complement(w))),null_class).
% 299.86/300.51 172581[2:MRR:172459.0,12502.1] || -> member(not_subclass_element(intersection(regular(intersection(union(u,complement(power_class(v))),complement(w))),x),y),union(intersection(complement(u),power_class(v)),w))* subclass(intersection(regular(intersection(union(u,complement(power_class(v))),complement(w))),x),y) equal(intersection(union(u,complement(power_class(v))),complement(w)),null_class).
% 299.86/300.51 172582[2:MRR:172457.0,12502.1] || -> member(not_subclass_element(intersection(u,regular(intersection(union(v,complement(power_class(w))),complement(x)))),y),union(intersection(complement(v),power_class(w)),x))* subclass(intersection(u,regular(intersection(union(v,complement(power_class(w))),complement(x)))),y) equal(intersection(union(v,complement(power_class(w))),complement(x)),null_class).
% 299.86/300.51 173131[4:MRR:172968.3,173001.1] || member(apply(choice,regular(intersection(complement(u),union(complement(power_class(v)),w)))),universal_class) -> member(apply(choice,regular(intersection(complement(u),union(complement(power_class(v)),w)))),union(u,intersection(power_class(v),complement(w))))* equal(regular(intersection(complement(u),union(complement(power_class(v)),w))),null_class).
% 299.86/300.51 173137[2:MRR:173014.0,12502.1] || -> member(not_subclass_element(intersection(regular(intersection(complement(u),union(complement(power_class(v)),w))),x),y),union(u,intersection(power_class(v),complement(w))))* subclass(intersection(regular(intersection(complement(u),union(complement(power_class(v)),w))),x),y) equal(intersection(complement(u),union(complement(power_class(v)),w)),null_class).
% 299.86/300.51 173138[2:MRR:173012.0,12502.1] || -> member(not_subclass_element(intersection(u,regular(intersection(complement(v),union(complement(power_class(w)),x)))),y),union(v,intersection(power_class(w),complement(x))))* subclass(intersection(u,regular(intersection(complement(v),union(complement(power_class(w)),x)))),y) equal(intersection(complement(v),union(complement(power_class(w)),x)),null_class).
% 299.86/300.51 15099[0:SpR:826.1,1068.3] || member(second(not_subclass_element(cross_product(u,v),w)),universal_class)* member(first(not_subclass_element(cross_product(u,v),w)),universal_class) equal(successor(first(not_subclass_element(cross_product(u,v),w))),second(not_subclass_element(cross_product(u,v),w))) -> subclass(cross_product(u,v),w) member(not_subclass_element(cross_product(u,v),w),successor_relation).
% 299.86/300.51 15740[0:Rew:829.2,15730.4] || member(cross_product(u,v),universal_class) equal(compose(w,first(apply(choice,cross_product(u,v)))),second(apply(choice,cross_product(u,v))))** member(apply(choice,cross_product(u,v)),cross_product(universal_class,universal_class))* -> equal(cross_product(u,v),null_class) member(apply(choice,cross_product(u,v)),compose_class(w)).
% 299.86/300.51 40130[9:Rew:39752.1,40041.4,39752.1,40041.3,39752.1,40041.1] function(u) || member(image(v,image(w,null_class)),universal_class) member(ordered_pair(u,apply(choice,image(v,image(w,null_class)))),cross_product(universal_class,universal_class))* -> equal(image(v,image(w,null_class)),null_class) member(ordered_pair(u,apply(choice,image(v,image(w,null_class)))),compose(v,w))*.
% 299.86/300.51 68325[0:SpR:829.2,12468.3] || member(cross_product(u,v),universal_class) member(second(apply(choice,cross_product(u,v))),universal_class) member(first(apply(choice,cross_product(u,v))),second(apply(choice,cross_product(u,v))))* subclass(element_relation,w) -> equal(cross_product(u,v),null_class) member(apply(choice,cross_product(u,v)),w)*.
% 299.86/300.51 100019[4:Rew:80005.0,99999.1,80005.0,99999.0] || -> equal(union(null_class,intersection(u,union(null_class,cross_product(v,w)))),null_class) equal(ordered_pair(first(regular(union(null_class,intersection(u,union(null_class,cross_product(v,w)))))),second(regular(union(null_class,intersection(u,union(null_class,cross_product(v,w))))))),regular(union(null_class,intersection(u,union(null_class,cross_product(v,w))))))**.
% 299.86/300.51 100020[4:Rew:80005.0,99995.1,80005.0,99995.0] || -> equal(union(null_class,intersection(union(null_class,cross_product(u,v)),w)),null_class) equal(ordered_pair(first(regular(union(null_class,intersection(union(null_class,cross_product(u,v)),w)))),second(regular(union(null_class,intersection(union(null_class,cross_product(u,v)),w))))),regular(union(null_class,intersection(union(null_class,cross_product(u,v)),w))))**.
% 299.86/300.51 99985[4:Res:95356.0,3486.0] || -> equal(intersection(intersection(u,union(null_class,cross_product(v,w))),x),null_class) equal(ordered_pair(first(regular(intersection(intersection(u,union(null_class,cross_product(v,w))),x))),second(regular(intersection(intersection(u,union(null_class,cross_product(v,w))),x)))),regular(intersection(intersection(u,union(null_class,cross_product(v,w))),x)))**.
% 299.86/300.51 99976[4:Res:95350.0,3486.0] || -> equal(intersection(u,intersection(union(null_class,cross_product(v,w)),x)),null_class) equal(ordered_pair(first(regular(intersection(u,intersection(union(null_class,cross_product(v,w)),x)))),second(regular(intersection(u,intersection(union(null_class,cross_product(v,w)),x))))),regular(intersection(u,intersection(union(null_class,cross_product(v,w)),x))))**.
% 299.86/300.51 99973[4:Res:95309.0,3486.0] || -> equal(intersection(intersection(union(null_class,cross_product(u,v)),w),x),null_class) equal(ordered_pair(first(regular(intersection(intersection(union(null_class,cross_product(u,v)),w),x))),second(regular(intersection(intersection(union(null_class,cross_product(u,v)),w),x)))),regular(intersection(intersection(union(null_class,cross_product(u,v)),w),x)))**.
% 299.86/300.51 99971[4:Res:95320.0,3486.0] || -> equal(intersection(u,intersection(v,union(null_class,cross_product(w,x)))),null_class) equal(ordered_pair(first(regular(intersection(u,intersection(v,union(null_class,cross_product(w,x)))))),second(regular(intersection(u,intersection(v,union(null_class,cross_product(w,x))))))),regular(intersection(u,intersection(v,union(null_class,cross_product(w,x))))))**.
% 299.86/300.51 145515[2:Res:102540.1,12576.0] || member(apply(choice,regular(intersection(complement(u),union(v,w)))),universal_class) -> member(apply(choice,regular(intersection(complement(u),union(v,w)))),union(u,complement(union(v,w))))* equal(regular(intersection(complement(u),union(v,w))),null_class) equal(intersection(complement(u),union(v,w)),null_class).
% 299.86/300.51 146422[2:Res:102976.1,12576.0] || member(apply(choice,regular(intersection(union(u,v),complement(w)))),universal_class) -> member(apply(choice,regular(intersection(union(u,v),complement(w)))),union(complement(union(u,v)),w))* equal(regular(intersection(union(u,v),complement(w))),null_class) equal(intersection(union(u,v),complement(w)),null_class).
% 299.86/300.51 151613[0:SpL:102583.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),intersection(power_class(v),union(w,complement(union(x,y))))),z),intersection(power_class(u),union(complement(power_class(v)),intersection(complement(w),union(x,y)))))* -> subclass(union(complement(power_class(u)),intersection(power_class(v),union(w,complement(union(x,y))))),z).
% 299.86/300.51 151595[0:SpL:102583.0,48910.0] || member(not_subclass_element(union(intersection(power_class(u),union(v,complement(union(w,x)))),complement(power_class(y))),z),intersection(union(complement(power_class(u)),intersection(complement(v),union(w,x))),power_class(y)))* -> subclass(union(intersection(power_class(u),union(v,complement(union(w,x)))),complement(power_class(y))),z).
% 299.86/300.51 151463[0:SpR:102583.0,13323.2] || member(symmetric_difference(power_class(u),union(v,complement(union(w,x)))),universal_class) -> equal(symmetric_difference(power_class(u),union(v,complement(union(w,x)))),null_class) member(apply(choice,symmetric_difference(power_class(u),union(v,complement(union(w,x))))),union(complement(power_class(u)),intersection(complement(v),union(w,x))))*.
% 299.86/300.51 152662[0:SpL:102667.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),intersection(union(v,complement(power_class(w))),union(x,y))),z),intersection(power_class(u),union(intersection(complement(v),power_class(w)),complement(union(x,y)))))* -> subclass(union(complement(power_class(u)),intersection(union(v,complement(power_class(w))),union(x,y))),z).
% 299.86/300.51 152644[0:SpL:102667.0,48910.0] || member(not_subclass_element(union(intersection(union(u,complement(power_class(v))),union(w,x)),complement(power_class(y))),z),intersection(union(intersection(complement(u),power_class(v)),complement(union(w,x))),power_class(y)))* -> subclass(union(intersection(union(u,complement(power_class(v))),union(w,x)),complement(power_class(y))),z).
% 299.86/300.51 152508[0:SpR:102667.0,13323.2] || member(symmetric_difference(union(u,complement(power_class(v))),union(w,x)),universal_class) -> equal(symmetric_difference(union(u,complement(power_class(v))),union(w,x)),null_class) member(apply(choice,symmetric_difference(union(u,complement(power_class(v))),union(w,x))),union(intersection(complement(u),power_class(v)),complement(union(w,x))))*.
% 299.86/300.51 153130[0:SpL:102668.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),intersection(union(complement(power_class(v)),w),union(x,y))),z),intersection(power_class(u),union(intersection(power_class(v),complement(w)),complement(union(x,y)))))* -> subclass(union(complement(power_class(u)),intersection(union(complement(power_class(v)),w),union(x,y))),z).
% 299.86/300.51 153112[0:SpL:102668.0,48910.0] || member(not_subclass_element(union(intersection(union(complement(power_class(u)),v),union(w,x)),complement(power_class(y))),z),intersection(union(intersection(power_class(u),complement(v)),complement(union(w,x))),power_class(y)))* -> subclass(union(intersection(union(complement(power_class(u)),v),union(w,x)),complement(power_class(y))),z).
% 299.86/300.51 152969[0:SpR:102668.0,13323.2] || member(symmetric_difference(union(complement(power_class(u)),v),union(w,x)),universal_class) -> equal(symmetric_difference(union(complement(power_class(u)),v),union(w,x)),null_class) member(apply(choice,symmetric_difference(union(complement(power_class(u)),v),union(w,x))),union(intersection(power_class(u),complement(v)),complement(union(w,x))))*.
% 299.86/300.51 153596[0:SpL:102866.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),intersection(union(v,complement(union(w,x))),power_class(y))),z),intersection(power_class(u),union(intersection(complement(v),union(w,x)),complement(power_class(y)))))* -> subclass(union(complement(power_class(u)),intersection(union(v,complement(union(w,x))),power_class(y))),z).
% 299.86/300.51 153578[0:SpL:102866.0,48910.0] || member(not_subclass_element(union(intersection(union(u,complement(union(v,w))),power_class(x)),complement(power_class(y))),z),intersection(union(intersection(complement(u),union(v,w)),complement(power_class(x))),power_class(y)))* -> subclass(union(intersection(union(u,complement(union(v,w))),power_class(x)),complement(power_class(y))),z).
% 299.86/300.51 153446[0:SpR:102866.0,13323.2] || member(symmetric_difference(union(u,complement(union(v,w))),power_class(x)),universal_class) -> equal(symmetric_difference(union(u,complement(union(v,w))),power_class(x)),null_class) member(apply(choice,symmetric_difference(union(u,complement(union(v,w))),power_class(x))),union(intersection(complement(u),union(v,w)),complement(power_class(x))))*.
% 299.86/300.51 154372[0:SpL:103019.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),intersection(power_class(v),union(complement(union(w,x)),y))),z),intersection(power_class(u),union(complement(power_class(v)),intersection(union(w,x),complement(y)))))* -> subclass(union(complement(power_class(u)),intersection(power_class(v),union(complement(union(w,x)),y))),z).
% 299.86/300.51 154354[0:SpL:103019.0,48910.0] || member(not_subclass_element(union(intersection(power_class(u),union(complement(union(v,w)),x)),complement(power_class(y))),z),intersection(union(complement(power_class(u)),intersection(union(v,w),complement(x))),power_class(y)))* -> subclass(union(intersection(power_class(u),union(complement(union(v,w)),x)),complement(power_class(y))),z).
% 299.86/300.51 154216[0:SpR:103019.0,13323.2] || member(symmetric_difference(power_class(u),union(complement(union(v,w)),x)),universal_class) -> equal(symmetric_difference(power_class(u),union(complement(union(v,w)),x)),null_class) member(apply(choice,symmetric_difference(power_class(u),union(complement(union(v,w)),x))),union(complement(power_class(u)),intersection(union(v,w),complement(x))))*.
% 299.86/300.51 154855[0:SpL:103205.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),intersection(union(complement(union(v,w)),x),power_class(y))),z),intersection(power_class(u),union(intersection(union(v,w),complement(x)),complement(power_class(y)))))* -> subclass(union(complement(power_class(u)),intersection(union(complement(union(v,w)),x),power_class(y))),z).
% 299.86/300.51 154837[0:SpL:103205.0,48910.0] || member(not_subclass_element(union(intersection(union(complement(union(u,v)),w),power_class(x)),complement(power_class(y))),z),intersection(union(intersection(union(u,v),complement(w)),complement(power_class(x))),power_class(y)))* -> subclass(union(intersection(union(complement(union(u,v)),w),power_class(x)),complement(power_class(y))),z).
% 299.86/300.51 154699[0:SpR:103205.0,13323.2] || member(symmetric_difference(union(complement(union(u,v)),w),power_class(x)),universal_class) -> equal(symmetric_difference(union(complement(union(u,v)),w),power_class(x)),null_class) member(apply(choice,symmetric_difference(union(complement(union(u,v)),w),power_class(x))),union(intersection(union(u,v),complement(w)),complement(power_class(x))))*.
% 299.86/300.51 155295[0:SpL:103451.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),intersection(union(v,w),union(x,complement(power_class(y))))),z),intersection(power_class(u),union(complement(union(v,w)),intersection(complement(x),power_class(y)))))* -> subclass(union(complement(power_class(u)),intersection(union(v,w),union(x,complement(power_class(y))))),z).
% 299.86/300.51 155277[0:SpL:103451.0,48910.0] || member(not_subclass_element(union(intersection(union(u,v),union(w,complement(power_class(x)))),complement(power_class(y))),z),intersection(union(complement(union(u,v)),intersection(complement(w),power_class(x))),power_class(y)))* -> subclass(union(intersection(union(u,v),union(w,complement(power_class(x)))),complement(power_class(y))),z).
% 299.86/300.51 155145[0:SpR:103451.0,13323.2] || member(symmetric_difference(union(u,v),union(w,complement(power_class(x)))),universal_class) -> equal(symmetric_difference(union(u,v),union(w,complement(power_class(x)))),null_class) member(apply(choice,symmetric_difference(union(u,v),union(w,complement(power_class(x))))),union(complement(union(u,v)),intersection(complement(w),power_class(x))))*.
% 299.86/300.51 156064[0:SpL:103452.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),intersection(union(v,w),union(complement(power_class(x)),y))),z),intersection(power_class(u),union(complement(union(v,w)),intersection(power_class(x),complement(y)))))* -> subclass(union(complement(power_class(u)),intersection(union(v,w),union(complement(power_class(x)),y))),z).
% 299.86/300.51 156046[0:SpL:103452.0,48910.0] || member(not_subclass_element(union(intersection(union(u,v),union(complement(power_class(w)),x)),complement(power_class(y))),z),intersection(union(complement(union(u,v)),intersection(power_class(w),complement(x))),power_class(y)))* -> subclass(union(intersection(union(u,v),union(complement(power_class(w)),x)),complement(power_class(y))),z).
% 299.86/300.51 155905[0:SpR:103452.0,13323.2] || member(symmetric_difference(union(u,v),union(complement(power_class(w)),x)),universal_class) -> equal(symmetric_difference(union(u,v),union(complement(power_class(w)),x)),null_class) member(apply(choice,symmetric_difference(union(u,v),union(complement(power_class(w)),x))),union(complement(union(u,v)),intersection(power_class(w),complement(x))))*.
% 299.86/300.51 156965[0:SpL:104283.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),intersection(union(v,w),power_class(complement(union(x,y))))),z),intersection(power_class(u),union(complement(union(v,w)),image(element_relation,union(x,y)))))* -> subclass(union(complement(power_class(u)),intersection(union(v,w),power_class(complement(union(x,y))))),z).
% 299.86/300.51 156947[0:SpL:104283.0,48910.0] || member(not_subclass_element(union(intersection(union(u,v),power_class(complement(union(w,x)))),complement(power_class(y))),z),intersection(union(complement(union(u,v)),image(element_relation,union(w,x))),power_class(y)))* -> subclass(union(intersection(union(u,v),power_class(complement(union(w,x)))),complement(power_class(y))),z).
% 299.86/300.51 156792[0:SpR:104283.0,13323.2] || member(symmetric_difference(union(u,v),power_class(complement(union(w,x)))),universal_class) -> equal(symmetric_difference(union(u,v),power_class(complement(union(w,x)))),null_class) member(apply(choice,symmetric_difference(union(u,v),power_class(complement(union(w,x))))),union(complement(union(u,v)),image(element_relation,union(w,x))))*.
% 299.86/300.51 157799[0:SpL:104284.0,48918.0] || member(not_subclass_element(union(complement(power_class(u)),intersection(power_class(complement(union(v,w))),union(x,y))),z),intersection(power_class(u),union(image(element_relation,union(v,w)),complement(union(x,y)))))* -> subclass(union(complement(power_class(u)),intersection(power_class(complement(union(v,w))),union(x,y))),z).
% 299.86/300.51 157781[0:SpL:104284.0,48910.0] || member(not_subclass_element(union(intersection(power_class(complement(union(u,v))),union(w,x)),complement(power_class(y))),z),intersection(union(image(element_relation,union(u,v)),complement(union(w,x))),power_class(y)))* -> subclass(union(intersection(power_class(complement(union(u,v))),union(w,x)),complement(power_class(y))),z).
% 299.86/300.51 157621[0:SpR:104284.0,13323.2] || member(symmetric_difference(power_class(complement(union(u,v))),union(w,x)),universal_class) -> equal(symmetric_difference(power_class(complement(union(u,v))),union(w,x)),null_class) member(apply(choice,symmetric_difference(power_class(complement(union(u,v))),union(w,x))),union(image(element_relation,union(u,v)),complement(union(w,x))))*.
% 299.86/300.51 158475[0:Res:9363.2,14566.0] || member(not_subclass_element(intersection(u,v),intersection(symmetric_difference(complement(w),complement(x)),u)),union(complement(w),complement(x)))* member(not_subclass_element(intersection(u,v),intersection(symmetric_difference(complement(w),complement(x)),u)),union(w,x)) -> subclass(intersection(u,v),intersection(symmetric_difference(complement(w),complement(x)),u)).
% 299.86/300.51 158474[0:Res:9363.2,14565.0] || member(not_subclass_element(intersection(u,v),intersection(symmetric_difference(complement(w),complement(x)),v)),union(complement(w),complement(x)))* member(not_subclass_element(intersection(u,v),intersection(symmetric_difference(complement(w),complement(x)),v)),union(w,x)) -> subclass(intersection(u,v),intersection(symmetric_difference(complement(w),complement(x)),v)).
% 299.86/300.51 158429[0:Res:9363.2,495.1] || member(apply(choice,complement(symmetric_difference(complement(u),complement(v)))),union(complement(u),complement(v)))* member(apply(choice,complement(symmetric_difference(complement(u),complement(v)))),union(u,v)) member(complement(symmetric_difference(complement(u),complement(v))),universal_class) -> equal(complement(symmetric_difference(complement(u),complement(v))),null_class).
% 299.86/300.51 158558[0:Rew:103452.0,158399.0] || member(u,union(union(complement(union(v,w)),intersection(power_class(x),complement(y))),complement(z))) member(u,union(intersection(union(v,w),union(complement(power_class(x)),y)),z)) -> member(u,symmetric_difference(union(complement(union(v,w)),intersection(power_class(x),complement(y))),complement(z)))*.
% 299.86/300.51 158559[0:Rew:103451.0,158398.0] || member(u,union(union(complement(union(v,w)),intersection(complement(x),power_class(y))),complement(z))) member(u,union(intersection(union(v,w),union(x,complement(power_class(y)))),z)) -> member(u,symmetric_difference(union(complement(union(v,w)),intersection(complement(x),power_class(y))),complement(z)))*.
% 299.86/300.51 158560[0:Rew:102668.0,158397.0] || member(u,union(union(intersection(power_class(v),complement(w)),complement(union(x,y))),complement(z))) member(u,union(intersection(union(complement(power_class(v)),w),union(x,y)),z)) -> member(u,symmetric_difference(union(intersection(power_class(v),complement(w)),complement(union(x,y))),complement(z)))*.
% 299.86/300.51 158561[0:Rew:102667.0,158396.0] || member(u,union(union(intersection(complement(v),power_class(w)),complement(union(x,y))),complement(z))) member(u,union(intersection(union(v,complement(power_class(w))),union(x,y)),z)) -> member(u,symmetric_difference(union(intersection(complement(v),power_class(w)),complement(union(x,y))),complement(z)))*.
% 299.86/300.51 158562[0:Rew:104284.0,158393.0] || member(u,union(union(image(element_relation,union(v,w)),complement(union(x,y))),complement(z))) member(u,union(intersection(power_class(complement(union(v,w))),union(x,y)),z)) -> member(u,symmetric_difference(union(image(element_relation,union(v,w)),complement(union(x,y))),complement(z)))*.
% 299.86/300.51 158563[0:Rew:103019.0,158392.0] || member(u,union(union(complement(power_class(v)),intersection(union(w,x),complement(y))),complement(z))) member(u,union(intersection(power_class(v),union(complement(union(w,x)),y)),z)) -> member(u,symmetric_difference(union(complement(power_class(v)),intersection(union(w,x),complement(y))),complement(z)))*.
% 299.86/300.51 158564[0:Rew:102583.0,158390.0] || member(u,union(union(complement(power_class(v)),intersection(complement(w),union(x,y))),complement(z))) member(u,union(intersection(power_class(v),union(w,complement(union(x,y)))),z)) -> member(u,symmetric_difference(union(complement(power_class(v)),intersection(complement(w),union(x,y))),complement(z)))*.
% 299.86/300.51 158565[0:Rew:103205.0,158388.0] || member(u,union(union(intersection(union(v,w),complement(x)),complement(power_class(y))),complement(z))) member(u,union(intersection(union(complement(union(v,w)),x),power_class(y)),z)) -> member(u,symmetric_difference(union(intersection(union(v,w),complement(x)),complement(power_class(y))),complement(z)))*.
% 299.86/300.51 158566[0:Rew:102866.0,158387.0] || member(u,union(union(intersection(complement(v),union(w,x)),complement(power_class(y))),complement(z))) member(u,union(intersection(union(v,complement(union(w,x))),power_class(y)),z)) -> member(u,symmetric_difference(union(intersection(complement(v),union(w,x)),complement(power_class(y))),complement(z)))*.
% 299.86/300.51 158567[0:Rew:104283.0,158386.0] || member(u,union(union(complement(union(v,w)),image(element_relation,union(x,y))),complement(z))) member(u,union(intersection(union(v,w),power_class(complement(union(x,y)))),z)) -> member(u,symmetric_difference(union(complement(union(v,w)),image(element_relation,union(x,y))),complement(z)))*.
% 299.86/300.51 158568[0:Rew:103452.0,158352.0] || member(u,union(complement(v),union(complement(union(w,x)),intersection(power_class(y),complement(z))))) member(u,union(v,intersection(union(w,x),union(complement(power_class(y)),z)))) -> member(u,symmetric_difference(complement(v),union(complement(union(w,x)),intersection(power_class(y),complement(z)))))*.
% 299.86/300.51 158569[0:Rew:103451.0,158351.0] || member(u,union(complement(v),union(complement(union(w,x)),intersection(complement(y),power_class(z))))) member(u,union(v,intersection(union(w,x),union(y,complement(power_class(z)))))) -> member(u,symmetric_difference(complement(v),union(complement(union(w,x)),intersection(complement(y),power_class(z)))))*.
% 299.86/300.51 158570[0:Rew:102668.0,158350.0] || member(u,union(complement(v),union(intersection(power_class(w),complement(x)),complement(union(y,z))))) member(u,union(v,intersection(union(complement(power_class(w)),x),union(y,z)))) -> member(u,symmetric_difference(complement(v),union(intersection(power_class(w),complement(x)),complement(union(y,z)))))*.
% 299.86/300.51 158571[0:Rew:102667.0,158349.0] || member(u,union(complement(v),union(intersection(complement(w),power_class(x)),complement(union(y,z))))) member(u,union(v,intersection(union(w,complement(power_class(x))),union(y,z)))) -> member(u,symmetric_difference(complement(v),union(intersection(complement(w),power_class(x)),complement(union(y,z)))))*.
% 299.86/300.51 158572[0:Rew:104284.0,158346.0] || member(u,union(complement(v),union(image(element_relation,union(w,x)),complement(union(y,z))))) member(u,union(v,intersection(power_class(complement(union(w,x))),union(y,z)))) -> member(u,symmetric_difference(complement(v),union(image(element_relation,union(w,x)),complement(union(y,z)))))*.
% 299.86/300.51 158573[0:Rew:103019.0,158345.0] || member(u,union(complement(v),union(complement(power_class(w)),intersection(union(x,y),complement(z))))) member(u,union(v,intersection(power_class(w),union(complement(union(x,y)),z)))) -> member(u,symmetric_difference(complement(v),union(complement(power_class(w)),intersection(union(x,y),complement(z)))))*.
% 299.86/300.51 158574[0:Rew:102583.0,158343.0] || member(u,union(complement(v),union(complement(power_class(w)),intersection(complement(x),union(y,z))))) member(u,union(v,intersection(power_class(w),union(x,complement(union(y,z)))))) -> member(u,symmetric_difference(complement(v),union(complement(power_class(w)),intersection(complement(x),union(y,z)))))*.
% 299.86/300.51 158575[0:Rew:103205.0,158341.0] || member(u,union(complement(v),union(intersection(union(w,x),complement(y)),complement(power_class(z))))) member(u,union(v,intersection(union(complement(union(w,x)),y),power_class(z)))) -> member(u,symmetric_difference(complement(v),union(intersection(union(w,x),complement(y)),complement(power_class(z)))))*.
% 299.86/300.51 158576[0:Rew:102866.0,158340.0] || member(u,union(complement(v),union(intersection(complement(w),union(x,y)),complement(power_class(z))))) member(u,union(v,intersection(union(w,complement(union(x,y))),power_class(z)))) -> member(u,symmetric_difference(complement(v),union(intersection(complement(w),union(x,y)),complement(power_class(z)))))*.
% 299.86/300.51 158577[0:Rew:104283.0,158339.0] || member(u,union(complement(v),union(complement(union(w,x)),image(element_relation,union(y,z))))) member(u,union(v,intersection(union(w,x),power_class(complement(union(y,z)))))) -> member(u,symmetric_difference(complement(v),union(complement(union(w,x)),image(element_relation,union(y,z)))))*.
% 299.86/300.51 161622[0:Res:500.2,77406.0] || member(restrict(symmetric_difference(union(u,v),complement(intersection(u,v))),w,x),universal_class) -> equal(restrict(symmetric_difference(union(u,v),complement(intersection(u,v))),w,x),null_class) member(apply(choice,restrict(symmetric_difference(union(u,v),complement(intersection(u,v))),w,x)),complement(symmetric_difference(u,v)))*.
% 299.86/300.51 161604[0:Res:500.2,48062.0] || member(restrict(intersection(power_class(complement(power_class(u))),complement(v)),w,x),universal_class) member(apply(choice,restrict(intersection(power_class(complement(power_class(u))),complement(v)),w,x)),union(image(element_relation,power_class(u)),v))* -> equal(restrict(intersection(power_class(complement(power_class(u))),complement(v)),w,x),null_class).
% 299.86/300.51 161598[0:Res:500.2,48030.0] || member(restrict(intersection(complement(u),power_class(complement(power_class(v)))),w,x),universal_class) member(apply(choice,restrict(intersection(complement(u),power_class(complement(power_class(v)))),w,x)),union(u,image(element_relation,power_class(v))))* -> equal(restrict(intersection(complement(u),power_class(complement(power_class(v)))),w,x),null_class).
% 299.86/300.51 163468[0:Res:882.2,13090.1] || member(apply(choice,intersection(u,complement(restrict(v,w,x)))),cross_product(w,x))* member(apply(choice,intersection(u,complement(restrict(v,w,x)))),v)* member(intersection(u,complement(restrict(v,w,x))),universal_class) -> equal(intersection(u,complement(restrict(v,w,x))),null_class).
% 299.86/300.51 163672[0:Res:882.2,13288.1] || member(apply(choice,intersection(complement(restrict(u,v,w)),x)),cross_product(v,w))* member(apply(choice,intersection(complement(restrict(u,v,w)),x)),u)* member(intersection(complement(restrict(u,v,w)),x),universal_class) -> equal(intersection(complement(restrict(u,v,w)),x),null_class).
% 299.86/300.51 164049[0:Rew:48279.0,163857.2,48279.0,163857.1] || member(regular(complement(symmetric_difference(power_class(complement(power_class(u))),complement(v)))),union(power_class(complement(power_class(u))),complement(v)))* member(regular(complement(symmetric_difference(power_class(complement(power_class(u))),complement(v)))),union(image(element_relation,power_class(u)),v)) -> equal(complement(symmetric_difference(power_class(complement(power_class(u))),complement(v))),null_class).
% 299.86/300.51 164050[0:Rew:48063.0,163843.2,48063.0,163843.1] || member(regular(complement(symmetric_difference(complement(u),power_class(complement(power_class(v)))))),union(complement(u),power_class(complement(power_class(v)))))* member(regular(complement(symmetric_difference(complement(u),power_class(complement(power_class(v)))))),union(u,image(element_relation,power_class(v)))) -> equal(complement(symmetric_difference(complement(u),power_class(complement(power_class(v))))),null_class).
% 299.86/300.51 167722[0:SpL:103225.0,12416.1] || member(u,union(union(union(v,w),complement(x)),union(complement(union(v,w)),x)))* member(u,complement(symmetric_difference(union(v,w),complement(x)))) subclass(symmetric_difference(union(union(v,w),complement(x)),union(complement(union(v,w)),x)),y)* -> member(u,y)*.
% 299.86/300.51 167720[0:SpL:104218.0,12416.1] || member(u,union(union(v,complement(union(w,x))),union(complement(v),union(w,x))))* member(u,complement(symmetric_difference(complement(v),union(w,x)))) subclass(symmetric_difference(union(v,complement(union(w,x))),union(complement(v),union(w,x))),y)* -> member(u,y)*.
% 299.86/300.51 170963[4:Res:123906.0,9799.1] || member(complement(successor(complement(intersection(u,unordered_pair(v,w))))),universal_class) -> equal(complement(successor(complement(intersection(u,unordered_pair(v,w))))),null_class) equal(apply(choice,complement(successor(complement(intersection(u,unordered_pair(v,w)))))),w)** equal(apply(choice,complement(successor(complement(intersection(u,unordered_pair(v,w)))))),v)**.
% 299.86/300.51 170961[0:Res:58368.0,9799.1] || member(restrict(intersection(u,unordered_pair(v,w)),x,y),universal_class) -> equal(restrict(intersection(u,unordered_pair(v,w)),x,y),null_class) equal(apply(choice,restrict(intersection(u,unordered_pair(v,w)),x,y)),w)** equal(apply(choice,restrict(intersection(u,unordered_pair(v,w)),x,y)),v)**.
% 299.86/300.51 170950[0:Res:57780.0,9799.1] || member(intersection(u,restrict(unordered_pair(v,w),x,y)),universal_class) -> equal(intersection(u,restrict(unordered_pair(v,w),x,y)),null_class) equal(apply(choice,intersection(u,restrict(unordered_pair(v,w),x,y))),w)** equal(apply(choice,intersection(u,restrict(unordered_pair(v,w),x,y))),v)**.
% 299.86/300.51 170921[4:Res:95477.0,9799.1] || member(complement(successor(union(null_class,complement(unordered_pair(u,v))))),universal_class) -> equal(complement(successor(union(null_class,complement(unordered_pair(u,v))))),null_class) equal(apply(choice,complement(successor(union(null_class,complement(unordered_pair(u,v)))))),v)** equal(apply(choice,complement(successor(union(null_class,complement(unordered_pair(u,v)))))),u)**.
% 299.86/300.51 170919[4:Res:123487.0,9799.1] || member(complement(successor(complement(intersection(unordered_pair(u,v),w)))),universal_class) -> equal(complement(successor(complement(intersection(unordered_pair(u,v),w)))),null_class) equal(apply(choice,complement(successor(complement(intersection(unordered_pair(u,v),w))))),v)** equal(apply(choice,complement(successor(complement(intersection(unordered_pair(u,v),w))))),u)**.
% 299.86/300.51 170911[4:Res:59822.0,9799.1] || member(union(null_class,restrict(unordered_pair(u,v),w,x)),universal_class) -> equal(union(null_class,restrict(unordered_pair(u,v),w,x)),null_class) equal(apply(choice,union(null_class,restrict(unordered_pair(u,v),w,x))),v)** equal(apply(choice,union(null_class,restrict(unordered_pair(u,v),w,x))),u)**.
% 299.86/300.51 170907[0:Res:59150.0,9799.1] || member(intersection(restrict(unordered_pair(u,v),w,x),y),universal_class) -> equal(intersection(restrict(unordered_pair(u,v),w,x),y),null_class) equal(apply(choice,intersection(restrict(unordered_pair(u,v),w,x),y)),v)** equal(apply(choice,intersection(restrict(unordered_pair(u,v),w,x),y)),u)**.
% 299.86/300.51 170903[0:Res:57833.0,9799.1] || member(restrict(intersection(unordered_pair(u,v),w),x,y),universal_class) -> equal(restrict(intersection(unordered_pair(u,v),w),x,y),null_class) equal(apply(choice,restrict(intersection(unordered_pair(u,v),w),x,y)),v)** equal(apply(choice,restrict(intersection(unordered_pair(u,v),w),x,y)),u)**.
% 299.86/300.51 170994[4:Rew:80005.0,170902.3,80005.0,170902.2,80005.0,170902.1,80005.0,170902.0] || member(restrict(union(null_class,unordered_pair(u,v)),w,x),universal_class) -> equal(restrict(union(null_class,unordered_pair(u,v)),w,x),null_class) equal(apply(choice,restrict(union(null_class,unordered_pair(u,v)),w,x)),v)** equal(apply(choice,restrict(union(null_class,unordered_pair(u,v)),w,x)),u)**.
% 299.86/300.51 171126[0:SpL:823.1,13995.0] || member(regular(cross_product(u,v)),cross_product(universal_class,universal_class)) subclass(composition_function,intersection(w,x))* -> equal(cross_product(u,v),null_class) member(ordered_pair(first(regular(cross_product(u,v))),ordered_pair(second(regular(cross_product(u,v))),compose(first(regular(cross_product(u,v))),second(regular(cross_product(u,v)))))),x)*.
% 299.86/300.51 171342[0:SpL:823.1,13994.0] || member(regular(cross_product(u,v)),cross_product(universal_class,universal_class)) subclass(composition_function,intersection(w,x))* -> equal(cross_product(u,v),null_class) member(ordered_pair(first(regular(cross_product(u,v))),ordered_pair(second(regular(cross_product(u,v))),compose(first(regular(cross_product(u,v))),second(regular(cross_product(u,v)))))),w)*.
% 299.86/300.51 171792[0:MRR:171791.0,12507.2] || member(intersection(union(u,complement(union(v,complement(power_class(w))))),x),universal_class) -> member(apply(choice,intersection(union(u,complement(union(v,complement(power_class(w))))),x)),union(u,intersection(complement(v),power_class(w))))* equal(intersection(union(u,complement(union(v,complement(power_class(w))))),x),null_class).
% 299.86/300.51 171794[0:MRR:171793.0,12507.2] || member(intersection(u,union(v,complement(union(w,complement(power_class(x)))))),universal_class) -> member(apply(choice,intersection(u,union(v,complement(union(w,complement(power_class(x))))))),union(v,intersection(complement(w),power_class(x))))* equal(intersection(u,union(v,complement(union(w,complement(power_class(x)))))),null_class).
% 299.86/300.51 172178[0:Res:47996.2,14563.1] || member(not_subclass_element(u,intersection(symmetric_difference(complement(v),power_class(w)),x)),union(complement(v),power_class(w)))* member(not_subclass_element(u,intersection(symmetric_difference(complement(v),power_class(w)),x)),union(v,complement(power_class(w)))) subclass(u,x) -> subclass(u,intersection(symmetric_difference(complement(v),power_class(w)),x)).
% 299.86/300.51 172155[0:Res:47996.2,13991.2] || member(ordered_pair(u,ordered_pair(v,compose(u,v))),union(complement(w),power_class(x)))* member(ordered_pair(u,ordered_pair(v,compose(u,v))),union(w,complement(power_class(x)))) member(ordered_pair(u,v),cross_product(universal_class,universal_class)) subclass(composition_function,complement(symmetric_difference(complement(w),power_class(x)))) -> .
% 299.86/300.51 172586[0:MRR:172585.0,12507.2] || member(intersection(union(complement(union(u,complement(power_class(v)))),w),x),universal_class) -> member(apply(choice,intersection(union(complement(union(u,complement(power_class(v)))),w),x)),union(intersection(complement(u),power_class(v)),w))* equal(intersection(union(complement(union(u,complement(power_class(v)))),w),x),null_class).
% 299.86/300.51 172588[0:MRR:172587.0,12507.2] || member(intersection(u,union(complement(union(v,complement(power_class(w)))),x)),universal_class) -> member(apply(choice,intersection(u,union(complement(union(v,complement(power_class(w)))),x))),union(intersection(complement(v),power_class(w)),x))* equal(intersection(u,union(complement(union(v,complement(power_class(w)))),x)),null_class).
% 299.86/300.51 173142[0:MRR:173141.0,12507.2] || member(intersection(union(u,complement(union(complement(power_class(v)),w))),x),universal_class) -> member(apply(choice,intersection(union(u,complement(union(complement(power_class(v)),w))),x)),union(u,intersection(power_class(v),complement(w))))* equal(intersection(union(u,complement(union(complement(power_class(v)),w))),x),null_class).
% 299.86/300.51 173144[0:MRR:173143.0,12507.2] || member(intersection(u,union(v,complement(union(complement(power_class(w)),x)))),universal_class) -> member(apply(choice,intersection(u,union(v,complement(union(complement(power_class(w)),x))))),union(v,intersection(power_class(w),complement(x))))* equal(intersection(u,union(v,complement(union(complement(power_class(w)),x)))),null_class).
% 299.86/300.51 14031[0:Res:1040.2,37.1] || member(ordered_pair(ordered_pair(u,v),w),cross_product(universal_class,universal_class)) subclass(composition_function,cross_product(cross_product(universal_class,universal_class),universal_class)) member(ordered_pair(ordered_pair(v,ordered_pair(w,compose(ordered_pair(u,v),w))),u),x) -> member(ordered_pair(ordered_pair(u,v),ordered_pair(w,compose(ordered_pair(u,v),w))),rotate(x))*.
% 299.86/300.51 14030[0:Res:1040.2,40.1] || member(ordered_pair(ordered_pair(u,v),w),cross_product(universal_class,universal_class)) subclass(composition_function,cross_product(cross_product(universal_class,universal_class),universal_class)) member(ordered_pair(ordered_pair(v,u),ordered_pair(w,compose(ordered_pair(u,v),w))),x) -> member(ordered_pair(ordered_pair(u,v),ordered_pair(w,compose(ordered_pair(u,v),w))),flip(x))*.
% 299.86/300.51 37715[0:Res:285.1,62.0] || member(ordered_pair(u,not_subclass_element(restrict(image(v,image(w,singleton(u))),x,y),z)),cross_product(universal_class,universal_class))* -> subclass(restrict(image(v,image(w,singleton(u))),x,y),z) member(ordered_pair(u,not_subclass_element(restrict(image(v,image(w,singleton(u))),x,y),z)),compose(v,w))*.
% 299.86/300.51 52069[0:SpR:9395.0,560.0] || -> equal(intersection(complement(symmetric_difference(successor(u),union(complement(u),complement(singleton(u))))),union(complement(symmetric_difference(complement(u),complement(singleton(u)))),union(successor(u),union(complement(u),complement(singleton(u)))))),symmetric_difference(complement(symmetric_difference(complement(u),complement(singleton(u)))),union(successor(u),union(complement(u),complement(singleton(u))))))**.
% 299.86/300.51 62669[0:SpR:48835.0,9395.0] || -> equal(intersection(successor(intersection(power_class(u),power_class(complement(power_class(v))))),union(union(complement(power_class(u)),image(element_relation,power_class(v))),complement(singleton(intersection(power_class(u),power_class(complement(power_class(v)))))))),symmetric_difference(union(complement(power_class(u)),image(element_relation,power_class(v))),complement(singleton(intersection(power_class(u),power_class(complement(power_class(v))))))))**.
% 299.86/300.51 63127[0:SpR:48838.0,9395.0] || -> equal(intersection(successor(intersection(power_class(complement(power_class(u))),power_class(v))),union(union(image(element_relation,power_class(u)),complement(power_class(v))),complement(singleton(intersection(power_class(complement(power_class(u))),power_class(v)))))),symmetric_difference(union(image(element_relation,power_class(u)),complement(power_class(v))),complement(singleton(intersection(power_class(complement(power_class(u))),power_class(v))))))**.
% 299.86/300.51 71943[4:Rew:71468.1,71745.4,71468.1,71745.3,71468.1,71745.1] || equal(u,universal_class) member(image(v,image(w,null_class)),universal_class) member(ordered_pair(u,apply(choice,image(v,image(w,null_class)))),cross_product(universal_class,universal_class))* -> equal(image(v,image(w,null_class)),null_class) member(ordered_pair(u,apply(choice,image(v,image(w,null_class)))),compose(v,w))*.
% 299.86/300.51 80310[0:Rew:80146.0,80089.2,80146.0,80089.1,80146.0,80089.0] || member(not_subclass_element(u,symmetric_difference(union(v,w),complement(intersection(v,w)))),union(union(v,w),complement(intersection(v,w))))* member(not_subclass_element(u,symmetric_difference(union(v,w),complement(intersection(v,w)))),complement(symmetric_difference(v,w))) -> subclass(u,symmetric_difference(union(v,w),complement(intersection(v,w)))).
% 299.86/300.51 95544[0:SpL:826.1,14010.0] || member(not_subclass_element(cross_product(u,v),w),cross_product(universal_class,universal_class)) subclass(composition_function,element_relation) -> subclass(cross_product(u,v),w) member(first(not_subclass_element(cross_product(u,v),w)),ordered_pair(second(not_subclass_element(cross_product(u,v),w)),compose(first(not_subclass_element(cross_product(u,v),w)),second(not_subclass_element(cross_product(u,v),w)))))*.
% 299.86/300.51 149790[0:Res:497.2,47989.0] || member(intersection(u,intersection(complement(v),union(w,complement(power_class(x))))),universal_class) member(apply(choice,intersection(u,intersection(complement(v),union(w,complement(power_class(x)))))),union(v,intersection(complement(w),power_class(x))))* -> equal(intersection(u,intersection(complement(v),union(w,complement(power_class(x))))),null_class).
% 299.86/300.51 149765[0:Res:496.2,47989.0] || member(intersection(intersection(complement(u),union(v,complement(power_class(w)))),x),universal_class) member(apply(choice,intersection(intersection(complement(u),union(v,complement(power_class(w)))),x)),union(u,intersection(complement(v),power_class(w))))* -> equal(intersection(intersection(complement(u),union(v,complement(power_class(w)))),x),null_class).
% 299.86/300.51 150127[0:Res:497.2,48009.0] || member(intersection(u,intersection(union(v,complement(power_class(w))),complement(x))),universal_class) member(apply(choice,intersection(u,intersection(union(v,complement(power_class(w))),complement(x)))),union(intersection(complement(v),power_class(w)),x))* -> equal(intersection(u,intersection(union(v,complement(power_class(w))),complement(x))),null_class).
% 299.86/300.51 150102[0:Res:496.2,48009.0] || member(intersection(intersection(union(u,complement(power_class(v))),complement(w)),x),universal_class) member(apply(choice,intersection(intersection(union(u,complement(power_class(v))),complement(w)),x)),union(intersection(complement(u),power_class(v)),w))* -> equal(intersection(intersection(union(u,complement(power_class(v))),complement(w)),x),null_class).
% 299.86/300.51 150463[0:Res:497.2,48038.0] || member(intersection(u,intersection(complement(v),union(complement(power_class(w)),x))),universal_class) member(apply(choice,intersection(u,intersection(complement(v),union(complement(power_class(w)),x)))),union(v,intersection(power_class(w),complement(x))))* -> equal(intersection(u,intersection(complement(v),union(complement(power_class(w)),x))),null_class).
% 299.86/300.51 150438[0:Res:496.2,48038.0] || member(intersection(intersection(complement(u),union(complement(power_class(v)),w)),x),universal_class) member(apply(choice,intersection(intersection(complement(u),union(complement(power_class(v)),w)),x)),union(u,intersection(power_class(v),complement(w))))* -> equal(intersection(intersection(complement(u),union(complement(power_class(v)),w)),x),null_class).
% 299.86/300.51 150704[0:Res:497.2,48198.0] || member(intersection(u,intersection(union(complement(power_class(v)),w),complement(x))),universal_class) member(apply(choice,intersection(u,intersection(union(complement(power_class(v)),w),complement(x)))),union(intersection(power_class(v),complement(w)),x))* -> equal(intersection(u,intersection(union(complement(power_class(v)),w),complement(x))),null_class).
% 299.86/300.51 150679[0:Res:496.2,48198.0] || member(intersection(intersection(union(complement(power_class(u)),v),complement(w)),x),universal_class) member(apply(choice,intersection(intersection(union(complement(power_class(u)),v),complement(w)),x)),union(intersection(power_class(u),complement(v)),w))* -> equal(intersection(intersection(union(complement(power_class(u)),v),complement(w)),x),null_class).
% 299.86/300.51 151965[0:Res:497.2,102607.0] || member(intersection(u,intersection(complement(v),power_class(complement(union(w,x))))),universal_class) member(apply(choice,intersection(u,intersection(complement(v),power_class(complement(union(w,x)))))),union(v,image(element_relation,union(w,x))))* -> equal(intersection(u,intersection(complement(v),power_class(complement(union(w,x))))),null_class).
% 299.86/300.51 151940[0:Res:496.2,102607.0] || member(intersection(intersection(complement(u),power_class(complement(union(v,w)))),x),universal_class) member(apply(choice,intersection(intersection(complement(u),power_class(complement(union(v,w)))),x)),union(u,image(element_relation,union(v,w))))* -> equal(intersection(intersection(complement(u),power_class(complement(union(v,w)))),x),null_class).
% 299.86/300.51 153985[0:Res:497.2,102909.0] || member(intersection(u,intersection(power_class(complement(union(v,w))),complement(x))),universal_class) member(apply(choice,intersection(u,intersection(power_class(complement(union(v,w))),complement(x)))),union(image(element_relation,union(v,w)),x))* -> equal(intersection(u,intersection(power_class(complement(union(v,w))),complement(x))),null_class).
% 299.86/300.51 153960[0:Res:496.2,102909.0] || member(intersection(intersection(power_class(complement(union(u,v))),complement(w)),x),universal_class) member(apply(choice,intersection(intersection(power_class(complement(union(u,v))),complement(w)),x)),union(image(element_relation,union(u,v)),w))* -> equal(intersection(intersection(power_class(complement(union(u,v))),complement(w)),x),null_class).
% 299.86/300.51 161592[0:Res:500.2,885.1] || member(restrict(complement(intersection(u,v)),w,x),universal_class) member(apply(choice,restrict(complement(intersection(u,v)),w,x)),union(u,v)) -> equal(restrict(complement(intersection(u,v)),w,x),null_class) member(apply(choice,restrict(complement(intersection(u,v)),w,x)),symmetric_difference(u,v))*.
% 299.86/300.51 162618[0:SpR:103452.0,48063.0] || -> equal(intersection(union(intersection(union(u,v),union(complement(power_class(w)),x)),image(element_relation,power_class(y))),union(union(complement(union(u,v)),intersection(power_class(w),complement(x))),power_class(complement(power_class(y))))),symmetric_difference(union(complement(union(u,v)),intersection(power_class(w),complement(x))),power_class(complement(power_class(y)))))**.
% 299.86/300.51 162617[0:SpR:103451.0,48063.0] || -> equal(intersection(union(intersection(union(u,v),union(w,complement(power_class(x)))),image(element_relation,power_class(y))),union(union(complement(union(u,v)),intersection(complement(w),power_class(x))),power_class(complement(power_class(y))))),symmetric_difference(union(complement(union(u,v)),intersection(complement(w),power_class(x))),power_class(complement(power_class(y)))))**.
% 299.86/300.51 162616[0:SpR:102668.0,48063.0] || -> equal(intersection(union(intersection(union(complement(power_class(u)),v),union(w,x)),image(element_relation,power_class(y))),union(union(intersection(power_class(u),complement(v)),complement(union(w,x))),power_class(complement(power_class(y))))),symmetric_difference(union(intersection(power_class(u),complement(v)),complement(union(w,x))),power_class(complement(power_class(y)))))**.
% 299.86/300.51 162615[0:SpR:102667.0,48063.0] || -> equal(intersection(union(intersection(union(u,complement(power_class(v))),union(w,x)),image(element_relation,power_class(y))),union(union(intersection(complement(u),power_class(v)),complement(union(w,x))),power_class(complement(power_class(y))))),symmetric_difference(union(intersection(complement(u),power_class(v)),complement(union(w,x))),power_class(complement(power_class(y)))))**.
% 299.86/300.51 162612[0:SpR:104284.0,48063.0] || -> equal(intersection(union(intersection(power_class(complement(union(u,v))),union(w,x)),image(element_relation,power_class(y))),union(union(image(element_relation,union(u,v)),complement(union(w,x))),power_class(complement(power_class(y))))),symmetric_difference(union(image(element_relation,union(u,v)),complement(union(w,x))),power_class(complement(power_class(y)))))**.
% 299.86/300.51 162611[0:SpR:103019.0,48063.0] || -> equal(intersection(union(intersection(power_class(u),union(complement(union(v,w)),x)),image(element_relation,power_class(y))),union(union(complement(power_class(u)),intersection(union(v,w),complement(x))),power_class(complement(power_class(y))))),symmetric_difference(union(complement(power_class(u)),intersection(union(v,w),complement(x))),power_class(complement(power_class(y)))))**.
% 299.86/300.51 162609[0:SpR:102583.0,48063.0] || -> equal(intersection(union(intersection(power_class(u),union(v,complement(union(w,x)))),image(element_relation,power_class(y))),union(union(complement(power_class(u)),intersection(complement(v),union(w,x))),power_class(complement(power_class(y))))),symmetric_difference(union(complement(power_class(u)),intersection(complement(v),union(w,x))),power_class(complement(power_class(y)))))**.
% 299.86/300.51 162607[0:SpR:103205.0,48063.0] || -> equal(intersection(union(intersection(union(complement(union(u,v)),w),power_class(x)),image(element_relation,power_class(y))),union(union(intersection(union(u,v),complement(w)),complement(power_class(x))),power_class(complement(power_class(y))))),symmetric_difference(union(intersection(union(u,v),complement(w)),complement(power_class(x))),power_class(complement(power_class(y)))))**.
% 299.86/300.51 162606[0:SpR:102866.0,48063.0] || -> equal(intersection(union(intersection(union(u,complement(union(v,w))),power_class(x)),image(element_relation,power_class(y))),union(union(intersection(complement(u),union(v,w)),complement(power_class(x))),power_class(complement(power_class(y))))),symmetric_difference(union(intersection(complement(u),union(v,w)),complement(power_class(x))),power_class(complement(power_class(y)))))**.
% 299.86/300.51 162605[0:SpR:104283.0,48063.0] || -> equal(intersection(union(intersection(union(u,v),power_class(complement(union(w,x)))),image(element_relation,power_class(y))),union(union(complement(union(u,v)),image(element_relation,union(w,x))),power_class(complement(power_class(y))))),symmetric_difference(union(complement(union(u,v)),image(element_relation,union(w,x))),power_class(complement(power_class(y)))))**.
% 299.86/300.51 163071[0:SpR:103452.0,48279.0] || -> equal(intersection(union(image(element_relation,power_class(u)),intersection(union(v,w),union(complement(power_class(x)),y))),union(power_class(complement(power_class(u))),union(complement(union(v,w)),intersection(power_class(x),complement(y))))),symmetric_difference(power_class(complement(power_class(u))),union(complement(union(v,w)),intersection(power_class(x),complement(y)))))**.
% 299.86/300.51 163070[0:SpR:103451.0,48279.0] || -> equal(intersection(union(image(element_relation,power_class(u)),intersection(union(v,w),union(x,complement(power_class(y))))),union(power_class(complement(power_class(u))),union(complement(union(v,w)),intersection(complement(x),power_class(y))))),symmetric_difference(power_class(complement(power_class(u))),union(complement(union(v,w)),intersection(complement(x),power_class(y)))))**.
% 299.86/300.51 163069[0:SpR:102668.0,48279.0] || -> equal(intersection(union(image(element_relation,power_class(u)),intersection(union(complement(power_class(v)),w),union(x,y))),union(power_class(complement(power_class(u))),union(intersection(power_class(v),complement(w)),complement(union(x,y))))),symmetric_difference(power_class(complement(power_class(u))),union(intersection(power_class(v),complement(w)),complement(union(x,y)))))**.
% 299.86/300.51 163068[0:SpR:102667.0,48279.0] || -> equal(intersection(union(image(element_relation,power_class(u)),intersection(union(v,complement(power_class(w))),union(x,y))),union(power_class(complement(power_class(u))),union(intersection(complement(v),power_class(w)),complement(union(x,y))))),symmetric_difference(power_class(complement(power_class(u))),union(intersection(complement(v),power_class(w)),complement(union(x,y)))))**.
% 299.86/300.51 163065[0:SpR:104284.0,48279.0] || -> equal(intersection(union(image(element_relation,power_class(u)),intersection(power_class(complement(union(v,w))),union(x,y))),union(power_class(complement(power_class(u))),union(image(element_relation,union(v,w)),complement(union(x,y))))),symmetric_difference(power_class(complement(power_class(u))),union(image(element_relation,union(v,w)),complement(union(x,y)))))**.
% 299.86/300.51 163064[0:SpR:103019.0,48279.0] || -> equal(intersection(union(image(element_relation,power_class(u)),intersection(power_class(v),union(complement(union(w,x)),y))),union(power_class(complement(power_class(u))),union(complement(power_class(v)),intersection(union(w,x),complement(y))))),symmetric_difference(power_class(complement(power_class(u))),union(complement(power_class(v)),intersection(union(w,x),complement(y)))))**.
% 299.86/300.51 163062[0:SpR:102583.0,48279.0] || -> equal(intersection(union(image(element_relation,power_class(u)),intersection(power_class(v),union(w,complement(union(x,y))))),union(power_class(complement(power_class(u))),union(complement(power_class(v)),intersection(complement(w),union(x,y))))),symmetric_difference(power_class(complement(power_class(u))),union(complement(power_class(v)),intersection(complement(w),union(x,y)))))**.
% 299.86/300.51 163060[0:SpR:103205.0,48279.0] || -> equal(intersection(union(image(element_relation,power_class(u)),intersection(union(complement(union(v,w)),x),power_class(y))),union(power_class(complement(power_class(u))),union(intersection(union(v,w),complement(x)),complement(power_class(y))))),symmetric_difference(power_class(complement(power_class(u))),union(intersection(union(v,w),complement(x)),complement(power_class(y)))))**.
% 299.86/300.51 163059[0:SpR:102866.0,48279.0] || -> equal(intersection(union(image(element_relation,power_class(u)),intersection(union(v,complement(union(w,x))),power_class(y))),union(power_class(complement(power_class(u))),union(intersection(complement(v),union(w,x)),complement(power_class(y))))),symmetric_difference(power_class(complement(power_class(u))),union(intersection(complement(v),union(w,x)),complement(power_class(y)))))**.
% 299.86/300.51 163058[0:SpR:104283.0,48279.0] || -> equal(intersection(union(image(element_relation,power_class(u)),intersection(union(v,w),power_class(complement(union(x,y))))),union(power_class(complement(power_class(u))),union(complement(union(v,w)),image(element_relation,union(x,y))))),symmetric_difference(power_class(complement(power_class(u))),union(complement(union(v,w)),image(element_relation,union(x,y)))))**.
% 299.86/300.51 163523[0:Rew:48838.0,163393.2,48838.0,163393.0] || member(intersection(u,union(image(element_relation,power_class(v)),complement(power_class(w)))),universal_class) member(apply(choice,intersection(u,union(image(element_relation,power_class(v)),complement(power_class(w))))),intersection(power_class(complement(power_class(v))),power_class(w)))* -> equal(intersection(u,union(image(element_relation,power_class(v)),complement(power_class(w)))),null_class).
% 299.86/300.51 163524[0:Rew:48835.0,163391.2,48835.0,163391.0] || member(intersection(u,union(complement(power_class(v)),image(element_relation,power_class(w)))),universal_class) member(apply(choice,intersection(u,union(complement(power_class(v)),image(element_relation,power_class(w))))),intersection(power_class(v),power_class(complement(power_class(w)))))* -> equal(intersection(u,union(complement(power_class(v)),image(element_relation,power_class(w)))),null_class).
% 299.86/300.51 163732[0:Rew:48838.0,163584.2,48838.0,163584.0] || member(intersection(union(image(element_relation,power_class(u)),complement(power_class(v))),w),universal_class) member(apply(choice,intersection(union(image(element_relation,power_class(u)),complement(power_class(v))),w)),intersection(power_class(complement(power_class(u))),power_class(v)))* -> equal(intersection(union(image(element_relation,power_class(u)),complement(power_class(v))),w),null_class).
% 299.86/300.51 163733[0:Rew:48835.0,163582.2,48835.0,163582.0] || member(intersection(union(complement(power_class(u)),image(element_relation,power_class(v))),w),universal_class) member(apply(choice,intersection(union(complement(power_class(u)),image(element_relation,power_class(v))),w)),intersection(power_class(u),power_class(complement(power_class(v)))))* -> equal(intersection(union(complement(power_class(u)),image(element_relation,power_class(v))),w),null_class).
% 299.86/300.51 164024[0:Rew:103452.0,163902.2,103452.0,163902.1] || member(regular(union(complement(union(u,v)),intersection(power_class(w),complement(x)))),union(complement(power_class(w)),x))* member(regular(union(complement(union(u,v)),intersection(power_class(w),complement(x)))),union(u,v))* -> equal(union(complement(union(u,v)),intersection(power_class(w),complement(x))),null_class).
% 299.86/300.51 164025[0:Rew:103451.0,163901.2,103451.0,163901.1] || member(regular(union(complement(union(u,v)),intersection(complement(w),power_class(x)))),union(w,complement(power_class(x))))* member(regular(union(complement(union(u,v)),intersection(complement(w),power_class(x)))),union(u,v))* -> equal(union(complement(union(u,v)),intersection(complement(w),power_class(x))),null_class).
% 299.86/300.51 164026[0:Rew:102668.0,163900.2,102668.0,163900.1] || member(regular(union(intersection(power_class(u),complement(v)),complement(union(w,x)))),union(w,x))* member(regular(union(intersection(power_class(u),complement(v)),complement(union(w,x)))),union(complement(power_class(u)),v))* -> equal(union(intersection(power_class(u),complement(v)),complement(union(w,x))),null_class).
% 299.86/300.51 164027[0:Rew:102667.0,163899.2,102667.0,163899.1] || member(regular(union(intersection(complement(u),power_class(v)),complement(union(w,x)))),union(w,x))* member(regular(union(intersection(complement(u),power_class(v)),complement(union(w,x)))),union(u,complement(power_class(v))))* -> equal(union(intersection(complement(u),power_class(v)),complement(union(w,x))),null_class).
% 299.86/300.51 164028[0:Rew:104284.0,163896.2,104284.0,163896.1] || member(regular(union(image(element_relation,union(u,v)),complement(union(w,x)))),union(w,x))* member(regular(union(image(element_relation,union(u,v)),complement(union(w,x)))),power_class(complement(union(u,v))))* -> equal(union(image(element_relation,union(u,v)),complement(union(w,x))),null_class).
% 299.86/300.51 164029[0:Rew:103019.0,163895.2,103019.0,163895.1] || member(regular(union(complement(power_class(u)),intersection(union(v,w),complement(x)))),union(complement(union(v,w)),x))* member(regular(union(complement(power_class(u)),intersection(union(v,w),complement(x)))),power_class(u))* -> equal(union(complement(power_class(u)),intersection(union(v,w),complement(x))),null_class).
% 299.86/300.51 164030[0:Rew:102583.0,163893.2,102583.0,163893.1] || member(regular(union(complement(power_class(u)),intersection(complement(v),union(w,x)))),union(v,complement(union(w,x))))* member(regular(union(complement(power_class(u)),intersection(complement(v),union(w,x)))),power_class(u))* -> equal(union(complement(power_class(u)),intersection(complement(v),union(w,x))),null_class).
% 299.86/300.51 164031[0:Rew:103205.0,163891.2,103205.0,163891.1] || member(regular(union(intersection(union(u,v),complement(w)),complement(power_class(x)))),power_class(x))* member(regular(union(intersection(union(u,v),complement(w)),complement(power_class(x)))),union(complement(union(u,v)),w))* -> equal(union(intersection(union(u,v),complement(w)),complement(power_class(x))),null_class).
% 299.86/300.51 164032[0:Rew:102866.0,163890.2,102866.0,163890.1] || member(regular(union(intersection(complement(u),union(v,w)),complement(power_class(x)))),power_class(x))* member(regular(union(intersection(complement(u),union(v,w)),complement(power_class(x)))),union(u,complement(union(v,w))))* -> equal(union(intersection(complement(u),union(v,w)),complement(power_class(x))),null_class).
% 299.86/300.51 164033[0:Rew:104283.0,163889.2,104283.0,163889.1] || member(regular(union(complement(union(u,v)),image(element_relation,union(w,x)))),power_class(complement(union(w,x))))* member(regular(union(complement(union(u,v)),image(element_relation,union(w,x)))),union(u,v))* -> equal(union(complement(union(u,v)),image(element_relation,union(w,x))),null_class).
% 299.86/300.51 167868[0:Res:7760.1,12416.1] || member(not_subclass_element(intersection(restrict(complement(intersection(u,v)),w,x),y),z),union(u,v))* subclass(symmetric_difference(u,v),x1) -> subclass(intersection(restrict(complement(intersection(u,v)),w,x),y),z) member(not_subclass_element(intersection(restrict(complement(intersection(u,v)),w,x),y),z),x1)*.
% 299.86/300.51 167867[0:Res:6567.1,12416.1] || member(not_subclass_element(intersection(u,restrict(complement(intersection(v,w)),x,y)),z),union(v,w))* subclass(symmetric_difference(v,w),x1) -> subclass(intersection(u,restrict(complement(intersection(v,w)),x,y)),z) member(not_subclass_element(intersection(u,restrict(complement(intersection(v,w)),x,y)),z),x1)*.
% 299.86/300.51 167820[0:Res:497.2,12416.1] || member(intersection(u,complement(intersection(v,w))),universal_class) member(apply(choice,intersection(u,complement(intersection(v,w)))),union(v,w))* subclass(symmetric_difference(v,w),x) -> equal(intersection(u,complement(intersection(v,w))),null_class) member(apply(choice,intersection(u,complement(intersection(v,w)))),x)*.
% 299.86/300.51 167797[4:Res:30965.1,12416.1] || member(union(null_class,complement(intersection(u,v))),universal_class) member(apply(choice,union(null_class,complement(intersection(u,v)))),union(u,v))* subclass(symmetric_difference(u,v),w) -> equal(union(null_class,complement(intersection(u,v))),null_class) member(apply(choice,union(null_class,complement(intersection(u,v)))),w)*.
% 299.86/300.51 167796[0:Res:496.2,12416.1] || member(intersection(complement(intersection(u,v)),w),universal_class) member(apply(choice,intersection(complement(intersection(u,v)),w)),union(u,v))* subclass(symmetric_difference(u,v),x) -> equal(intersection(complement(intersection(u,v)),w),null_class) member(apply(choice,intersection(complement(intersection(u,v)),w)),x)*.
% 299.86/300.51 169031[4:Rew:80626.2,168958.2] || -> equal(regular(unordered_pair(u,cross_product(v,w))),u) equal(unordered_pair(u,cross_product(v,w)),null_class) equal(union(cross_product(v,w),unordered_pair(u,cross_product(v,w))),null_class) member(regular(union(cross_product(v,w),unordered_pair(u,cross_product(v,w)))),complement(restrict(unordered_pair(u,cross_product(v,w)),v,w)))*.
% 299.86/300.51 169454[4:Rew:80653.2,169385.2] || -> equal(regular(unordered_pair(cross_product(u,v),w)),w) equal(unordered_pair(cross_product(u,v),w),null_class) equal(union(cross_product(u,v),unordered_pair(cross_product(u,v),w)),null_class) member(regular(union(cross_product(u,v),unordered_pair(cross_product(u,v),w))),complement(restrict(unordered_pair(cross_product(u,v),w),u,v)))*.
% 299.86/300.51 15100[0:SpR:826.1,1072.3] || member(second(not_subclass_element(cross_product(u,v),w)),universal_class) member(first(not_subclass_element(cross_product(u,v),w)),universal_class) equal(compose(x,first(not_subclass_element(cross_product(u,v),w))),second(not_subclass_element(cross_product(u,v),w)))** -> subclass(cross_product(u,v),w) member(not_subclass_element(cross_product(u,v),w),compose_class(x)).
% 299.86/300.51 15139[0:Rew:826.1,15124.3] || member(ordered_pair(ordered_pair(second(not_subclass_element(cross_product(u,v),w)),first(not_subclass_element(cross_product(u,v),w))),x),y)* member(ordered_pair(not_subclass_element(cross_product(u,v),w),x),cross_product(cross_product(universal_class,universal_class),universal_class)) -> subclass(cross_product(u,v),w) member(ordered_pair(not_subclass_element(cross_product(u,v),w),x),flip(y)).
% 299.86/300.51 15140[0:Rew:826.1,15123.3] || member(ordered_pair(ordered_pair(second(not_subclass_element(cross_product(u,v),w)),x),first(not_subclass_element(cross_product(u,v),w))),y)* member(ordered_pair(not_subclass_element(cross_product(u,v),w),x),cross_product(cross_product(universal_class,universal_class),universal_class)) -> subclass(cross_product(u,v),w) member(ordered_pair(not_subclass_element(cross_product(u,v),w),x),rotate(y)).
% 299.86/300.51 15595[0:Rew:826.1,15588.1] || member(u,universal_class) member(not_subclass_element(cross_product(v,w),x),cross_product(universal_class,universal_class)) member(ordered_pair(ordered_pair(second(not_subclass_element(cross_product(v,w),x)),first(not_subclass_element(cross_product(v,w),x))),u),y)* -> subclass(cross_product(v,w),x) member(ordered_pair(not_subclass_element(cross_product(v,w),x),u),flip(y)).
% 299.86/300.51 15623[0:Rew:826.1,15616.1] || member(u,universal_class) member(not_subclass_element(cross_product(v,w),x),cross_product(universal_class,universal_class)) member(ordered_pair(ordered_pair(second(not_subclass_element(cross_product(v,w),x)),u),first(not_subclass_element(cross_product(v,w),x))),y)* -> subclass(cross_product(v,w),x) member(ordered_pair(not_subclass_element(cross_product(v,w),x),u),rotate(y)).
% 299.86/300.51 40555[9:Rew:40368.1,40500.4,40368.1,40500.3,40368.1,40500.1] one_to_one(u) || member(image(v,image(w,null_class)),universal_class) member(ordered_pair(inverse(u),apply(choice,image(v,image(w,null_class)))),cross_product(universal_class,universal_class))* -> equal(image(v,image(w,null_class)),null_class) member(ordered_pair(inverse(u),apply(choice,image(v,image(w,null_class)))),compose(v,w))*.
% 299.86/300.51 42525[0:Res:3145.1,62.0] || member(ordered_pair(u,regular(intersection(v,intersection(image(w,image(x,singleton(u))),y)))),cross_product(universal_class,universal_class))* -> equal(intersection(v,intersection(image(w,image(x,singleton(u))),y)),null_class) member(ordered_pair(u,regular(intersection(v,intersection(image(w,image(x,singleton(u))),y)))),compose(w,x))*.
% 299.86/300.51 43121[0:Res:3146.1,62.0] || member(ordered_pair(u,regular(intersection(v,intersection(w,image(x,image(y,singleton(u))))))),cross_product(universal_class,universal_class))* -> equal(intersection(v,intersection(w,image(x,image(y,singleton(u))))),null_class) member(ordered_pair(u,regular(intersection(v,intersection(w,image(x,image(y,singleton(u))))))),compose(x,y))*.
% 299.86/300.51 43953[0:Res:3317.1,62.0] || member(ordered_pair(u,regular(intersection(intersection(image(v,image(w,singleton(u))),x),y))),cross_product(universal_class,universal_class))* -> equal(intersection(intersection(image(v,image(w,singleton(u))),x),y),null_class) member(ordered_pair(u,regular(intersection(intersection(image(v,image(w,singleton(u))),x),y))),compose(v,w))*.
% 299.86/300.51 44488[0:Res:3318.1,62.0] || member(ordered_pair(u,regular(intersection(intersection(v,image(w,image(x,singleton(u)))),y))),cross_product(universal_class,universal_class))* -> equal(intersection(intersection(v,image(w,image(x,singleton(u)))),y),null_class) member(ordered_pair(u,regular(intersection(intersection(v,image(w,image(x,singleton(u)))),y))),compose(w,x))*.
% 299.86/300.51 97138[0:SpR:48870.0,77631.0] || -> equal(intersection(complement(symmetric_difference(power_class(u),union(v,complement(power_class(w))))),union(union(power_class(u),union(v,complement(power_class(w)))),union(complement(power_class(u)),intersection(complement(v),power_class(w))))),symmetric_difference(union(power_class(u),union(v,complement(power_class(w)))),union(complement(power_class(u)),intersection(complement(v),power_class(w)))))**.
% 299.86/300.51 97840[0:SpR:48871.0,77631.0] || -> equal(intersection(complement(symmetric_difference(union(u,complement(power_class(v))),power_class(w))),union(union(union(u,complement(power_class(v))),power_class(w)),union(intersection(complement(u),power_class(v)),complement(power_class(w))))),symmetric_difference(union(union(u,complement(power_class(v))),power_class(w)),union(intersection(complement(u),power_class(v)),complement(power_class(w)))))**.
% 299.86/300.51 98527[0:SpR:48872.0,77631.0] || -> equal(intersection(complement(symmetric_difference(union(complement(power_class(u)),v),power_class(w))),union(union(union(complement(power_class(u)),v),power_class(w)),union(intersection(power_class(u),complement(v)),complement(power_class(w))))),symmetric_difference(union(union(complement(power_class(u)),v),power_class(w)),union(intersection(power_class(u),complement(v)),complement(power_class(w)))))**.
% 299.86/300.51 99246[0:SpR:48874.0,77631.0] || -> equal(intersection(complement(symmetric_difference(power_class(u),union(complement(power_class(v)),w))),union(union(power_class(u),union(complement(power_class(v)),w)),union(complement(power_class(u)),intersection(power_class(v),complement(w))))),symmetric_difference(union(power_class(u),union(complement(power_class(v)),w)),union(complement(power_class(u)),intersection(power_class(v),complement(w)))))**.
% 299.86/300.51 118768[0:SpR:102945.0,77631.0] || -> equal(intersection(complement(symmetric_difference(power_class(u),power_class(complement(union(v,w))))),union(union(power_class(u),power_class(complement(union(v,w)))),union(complement(power_class(u)),image(element_relation,union(v,w))))),symmetric_difference(union(power_class(u),power_class(complement(union(v,w)))),union(complement(power_class(u)),image(element_relation,union(v,w)))))**.
% 299.86/300.51 123093[0:SpR:103074.0,77631.0] || -> equal(intersection(complement(symmetric_difference(power_class(complement(power_class(u))),union(v,w))),union(union(power_class(complement(power_class(u))),union(v,w)),union(image(element_relation,power_class(u)),complement(union(v,w))))),symmetric_difference(union(power_class(complement(power_class(u))),union(v,w)),union(image(element_relation,power_class(u)),complement(union(v,w)))))**.
% 299.86/300.51 123637[0:SpR:103320.0,77631.0] || -> equal(intersection(complement(symmetric_difference(power_class(complement(union(u,v))),power_class(w))),union(union(power_class(complement(union(u,v))),power_class(w)),union(image(element_relation,union(u,v)),complement(power_class(w))))),symmetric_difference(union(power_class(complement(union(u,v))),power_class(w)),union(image(element_relation,union(u,v)),complement(power_class(w)))))**.
% 299.86/300.51 124654[0:SpR:103450.0,77631.0] || -> equal(intersection(complement(symmetric_difference(union(u,v),power_class(complement(power_class(w))))),union(union(union(u,v),power_class(complement(power_class(w)))),union(complement(union(u,v)),image(element_relation,power_class(w))))),symmetric_difference(union(union(u,v),power_class(complement(power_class(w)))),union(complement(union(u,v)),image(element_relation,power_class(w)))))**.
% 299.86/300.51 137851[0:SpL:826.1,14012.0] || member(not_subclass_element(cross_product(u,v),w),cross_product(universal_class,universal_class)) subclass(composition_function,successor_relation) -> subclass(cross_product(u,v),w) equal(ordered_pair(second(not_subclass_element(cross_product(u,v),w)),compose(first(not_subclass_element(cross_product(u,v),w)),second(not_subclass_element(cross_product(u,v),w)))),successor(first(not_subclass_element(cross_product(u,v),w))))**.
% 299.86/300.51 141464[0:SpR:102489.0,5425.2] || member(symmetric_difference(restrict(u,v,w),complement(union(u,cross_product(v,w)))),universal_class) -> equal(symmetric_difference(restrict(u,v,w),complement(union(u,cross_product(v,w)))),null_class) member(apply(choice,symmetric_difference(restrict(u,v,w),complement(union(u,cross_product(v,w))))),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.86/300.51 141463[0:SpR:102469.0,5425.2] || member(symmetric_difference(restrict(u,v,w),complement(union(cross_product(v,w),u))),universal_class) -> equal(symmetric_difference(restrict(u,v,w),complement(union(cross_product(v,w),u))),null_class) member(apply(choice,symmetric_difference(restrict(u,v,w),complement(union(cross_product(v,w),u)))),complement(symmetric_difference(cross_product(v,w),u)))*.
% 299.86/300.51 142507[0:Res:497.2,9362.0] || member(intersection(u,symmetric_difference(union(v,w),union(complement(v),complement(w)))),universal_class) -> equal(intersection(u,symmetric_difference(union(v,w),union(complement(v),complement(w)))),null_class) member(apply(choice,intersection(u,symmetric_difference(union(v,w),union(complement(v),complement(w))))),complement(symmetric_difference(complement(v),complement(w))))*.
% 299.86/300.51 142485[0:Res:496.2,9362.0] || member(intersection(symmetric_difference(union(u,v),union(complement(u),complement(v))),w),universal_class) -> equal(intersection(symmetric_difference(union(u,v),union(complement(u),complement(v))),w),null_class) member(apply(choice,intersection(symmetric_difference(union(u,v),union(complement(u),complement(v))),w)),complement(symmetric_difference(complement(u),complement(v))))*.
% 299.86/300.51 149391[0:SpR:75585.0,13323.2] || member(symmetric_difference(union(power_class(u),complement(v)),union(complement(power_class(u)),v)),universal_class) -> equal(symmetric_difference(union(power_class(u),complement(v)),union(complement(power_class(u)),v)),null_class) member(apply(choice,symmetric_difference(union(power_class(u),complement(v)),union(complement(power_class(u)),v))),complement(symmetric_difference(power_class(u),complement(v))))*.
% 299.86/300.51 149379[0:SpR:48104.0,13323.2] || member(symmetric_difference(union(u,complement(power_class(v))),union(complement(u),power_class(v))),universal_class) -> equal(symmetric_difference(union(u,complement(power_class(v))),union(complement(u),power_class(v))),null_class) member(apply(choice,symmetric_difference(union(u,complement(power_class(v))),union(complement(u),power_class(v)))),complement(symmetric_difference(complement(u),power_class(v))))*.
% 299.86/300.51 149376[0:SpR:75587.0,13323.2] || member(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),universal_class) -> equal(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),null_class) member(apply(choice,symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w)))),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.86/300.51 149375[0:SpR:75586.0,13323.2] || member(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),universal_class) -> equal(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),null_class) member(apply(choice,symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v)))),complement(symmetric_difference(cross_product(u,v),w)))*.
% 299.86/300.51 164046[0:Rew:106675.0,164045.2,106675.0,164045.1] || member(regular(complement(symmetric_difference(union(u,v),complement(intersection(u,v))))),union(union(u,v),complement(intersection(u,v))))* member(regular(complement(symmetric_difference(union(u,v),complement(intersection(u,v))))),complement(symmetric_difference(u,v))) -> equal(complement(symmetric_difference(union(u,v),complement(intersection(u,v)))),null_class).
% 299.86/300.51 167726[0:SpL:77631.0,12416.1] || member(u,union(complement(symmetric_difference(v,w)),union(union(v,w),complement(intersection(v,w)))))* member(u,complement(symmetric_difference(union(v,w),complement(intersection(v,w))))) subclass(symmetric_difference(complement(symmetric_difference(v,w)),union(union(v,w),complement(intersection(v,w)))),x)* -> member(u,x)*.
% 299.86/300.51 169032[4:Rew:80626.2,168959.2] || -> equal(regular(unordered_pair(u,cross_product(v,w))),u) equal(unordered_pair(u,cross_product(v,w)),null_class) subclass(union(cross_product(v,w),unordered_pair(u,cross_product(v,w))),x) member(not_subclass_element(union(cross_product(v,w),unordered_pair(u,cross_product(v,w))),x),complement(restrict(unordered_pair(u,cross_product(v,w)),v,w)))*.
% 299.86/300.51 169455[4:Rew:80653.2,169386.2] || -> equal(regular(unordered_pair(cross_product(u,v),w)),w) equal(unordered_pair(cross_product(u,v),w),null_class) subclass(union(cross_product(u,v),unordered_pair(cross_product(u,v),w)),x) member(not_subclass_element(union(cross_product(u,v),unordered_pair(cross_product(u,v),w)),x),complement(restrict(unordered_pair(cross_product(u,v),w),u,v)))*.
% 299.86/300.51 171789[0:MRR:171668.0,12502.1] || member(not_subclass_element(u,intersection(v,intersection(complement(w),union(x,complement(power_class(y)))))),v)* -> member(not_subclass_element(u,intersection(v,intersection(complement(w),union(x,complement(power_class(y)))))),union(w,intersection(complement(x),power_class(y))))* subclass(u,intersection(v,intersection(complement(w),union(x,complement(power_class(y)))))).
% 299.86/300.51 172180[0:Res:47996.2,14566.0] || member(not_subclass_element(intersection(u,v),intersection(symmetric_difference(complement(w),power_class(x)),u)),union(complement(w),power_class(x)))* member(not_subclass_element(intersection(u,v),intersection(symmetric_difference(complement(w),power_class(x)),u)),union(w,complement(power_class(x)))) -> subclass(intersection(u,v),intersection(symmetric_difference(complement(w),power_class(x)),u)).
% 299.86/300.51 172179[0:Res:47996.2,14565.0] || member(not_subclass_element(intersection(u,v),intersection(symmetric_difference(complement(w),power_class(x)),v)),union(complement(w),power_class(x)))* member(not_subclass_element(intersection(u,v),intersection(symmetric_difference(complement(w),power_class(x)),v)),union(w,complement(power_class(x)))) -> subclass(intersection(u,v),intersection(symmetric_difference(complement(w),power_class(x)),v)).
% 299.86/300.51 172132[0:Res:47996.2,495.1] || member(apply(choice,complement(symmetric_difference(complement(u),power_class(v)))),union(complement(u),power_class(v)))* member(apply(choice,complement(symmetric_difference(complement(u),power_class(v)))),union(u,complement(power_class(v)))) member(complement(symmetric_difference(complement(u),power_class(v))),universal_class) -> equal(complement(symmetric_difference(complement(u),power_class(v))),null_class).
% 299.86/300.51 172235[0:Rew:103452.0,172105.0] || member(u,union(union(complement(union(v,w)),intersection(power_class(x),complement(y))),power_class(z))) member(u,union(intersection(union(v,w),union(complement(power_class(x)),y)),complement(power_class(z)))) -> member(u,symmetric_difference(union(complement(union(v,w)),intersection(power_class(x),complement(y))),power_class(z)))*.
% 299.86/300.51 172236[0:Rew:103451.0,172104.0] || member(u,union(union(complement(union(v,w)),intersection(complement(x),power_class(y))),power_class(z))) member(u,union(intersection(union(v,w),union(x,complement(power_class(y)))),complement(power_class(z)))) -> member(u,symmetric_difference(union(complement(union(v,w)),intersection(complement(x),power_class(y))),power_class(z)))*.
% 299.86/300.51 172237[0:Rew:102668.0,172103.0] || member(u,union(union(intersection(power_class(v),complement(w)),complement(union(x,y))),power_class(z))) member(u,union(intersection(union(complement(power_class(v)),w),union(x,y)),complement(power_class(z)))) -> member(u,symmetric_difference(union(intersection(power_class(v),complement(w)),complement(union(x,y))),power_class(z)))*.
% 299.86/300.51 172238[0:Rew:102667.0,172102.0] || member(u,union(union(intersection(complement(v),power_class(w)),complement(union(x,y))),power_class(z))) member(u,union(intersection(union(v,complement(power_class(w))),union(x,y)),complement(power_class(z)))) -> member(u,symmetric_difference(union(intersection(complement(v),power_class(w)),complement(union(x,y))),power_class(z)))*.
% 299.86/300.51 172239[0:Rew:104284.0,172099.0] || member(u,union(union(image(element_relation,union(v,w)),complement(union(x,y))),power_class(z))) member(u,union(intersection(power_class(complement(union(v,w))),union(x,y)),complement(power_class(z)))) -> member(u,symmetric_difference(union(image(element_relation,union(v,w)),complement(union(x,y))),power_class(z)))*.
% 299.86/300.51 172240[0:Rew:103019.0,172098.0] || member(u,union(union(complement(power_class(v)),intersection(union(w,x),complement(y))),power_class(z))) member(u,union(intersection(power_class(v),union(complement(union(w,x)),y)),complement(power_class(z)))) -> member(u,symmetric_difference(union(complement(power_class(v)),intersection(union(w,x),complement(y))),power_class(z)))*.
% 299.86/300.51 172241[0:Rew:102583.0,172096.0] || member(u,union(union(complement(power_class(v)),intersection(complement(w),union(x,y))),power_class(z))) member(u,union(intersection(power_class(v),union(w,complement(union(x,y)))),complement(power_class(z)))) -> member(u,symmetric_difference(union(complement(power_class(v)),intersection(complement(w),union(x,y))),power_class(z)))*.
% 299.86/300.51 172242[0:Rew:103205.0,172094.0] || member(u,union(union(intersection(union(v,w),complement(x)),complement(power_class(y))),power_class(z))) member(u,union(intersection(union(complement(union(v,w)),x),power_class(y)),complement(power_class(z)))) -> member(u,symmetric_difference(union(intersection(union(v,w),complement(x)),complement(power_class(y))),power_class(z)))*.
% 299.86/300.51 172243[0:Rew:102866.0,172093.0] || member(u,union(union(intersection(complement(v),union(w,x)),complement(power_class(y))),power_class(z))) member(u,union(intersection(union(v,complement(union(w,x))),power_class(y)),complement(power_class(z)))) -> member(u,symmetric_difference(union(intersection(complement(v),union(w,x)),complement(power_class(y))),power_class(z)))*.
% 299.86/300.51 172244[0:Rew:104283.0,172092.0] || member(u,union(union(complement(union(v,w)),image(element_relation,union(x,y))),power_class(z))) member(u,union(intersection(union(v,w),power_class(complement(union(x,y)))),complement(power_class(z)))) -> member(u,symmetric_difference(union(complement(union(v,w)),image(element_relation,union(x,y))),power_class(z)))*.
% 299.86/300.51 172583[0:MRR:172455.0,12502.1] || member(not_subclass_element(u,intersection(v,intersection(union(w,complement(power_class(x))),complement(y)))),v)* -> member(not_subclass_element(u,intersection(v,intersection(union(w,complement(power_class(x))),complement(y)))),union(intersection(complement(w),power_class(x)),y))* subclass(u,intersection(v,intersection(union(w,complement(power_class(x))),complement(y)))).
% 299.86/300.51 173139[0:MRR:173010.0,12502.1] || member(not_subclass_element(u,intersection(v,intersection(complement(w),union(complement(power_class(x)),y)))),v)* -> member(not_subclass_element(u,intersection(v,intersection(complement(w),union(complement(power_class(x)),y)))),union(w,intersection(power_class(x),complement(y))))* subclass(u,intersection(v,intersection(complement(w),union(complement(power_class(x)),y)))).
% 299.86/300.51 17411[4:Rew:17265.0,15133.0] || member(first(not_subclass_element(cross_product(u,v),w)),cantor(x)) member(ordered_pair(x,not_subclass_element(cross_product(u,v),w)),cross_product(universal_class,cross_product(universal_class,universal_class))) -> subclass(cross_product(u,v),w) member(ordered_pair(x,ordered_pair(first(not_subclass_element(cross_product(u,v),w)),apply(x,first(not_subclass_element(cross_product(u,v),w))))),application_function)*.
% 299.86/300.51 32879[0:Rew:8781.1,32863.4,8781.1,32863.3,8781.1,32863.0] || member(image(u,range_of(null_class)),universal_class) member(ordered_pair(v,apply(choice,image(u,range_of(null_class)))),cross_product(universal_class,universal_class)) -> equal(cross_product(singleton(v),universal_class),null_class) equal(image(u,range_of(null_class)),null_class) member(ordered_pair(v,apply(choice,image(u,range_of(null_class)))),compose(u,regular(cross_product(singleton(v),universal_class))))*.
% 299.86/300.51 88430[2:Rew:829.2,88422.3] || member(cross_product(u,v),universal_class) -> equal(cross_product(u,v),null_class) equal(unordered_pair(first(apply(choice,cross_product(u,v))),singleton(second(apply(choice,cross_product(u,v))))),apply(choice,apply(choice,cross_product(u,v))))** equal(apply(choice,apply(choice,cross_product(u,v))),singleton(first(apply(choice,cross_product(u,v))))).
% 299.86/300.51 151793[0:Rew:102583.0,151582.2,102583.0,151582.0] || member(union(complement(power_class(u)),intersection(complement(v),union(w,x))),universal_class) member(apply(choice,union(complement(power_class(u)),intersection(complement(v),union(w,x)))),intersection(power_class(u),union(v,complement(union(w,x)))))* -> equal(union(complement(power_class(u)),intersection(complement(v),union(w,x))),null_class).
% 299.86/300.51 152841[0:Rew:102667.0,152631.2,102667.0,152631.0] || member(union(intersection(complement(u),power_class(v)),complement(union(w,x))),universal_class) member(apply(choice,union(intersection(complement(u),power_class(v)),complement(union(w,x)))),intersection(union(u,complement(power_class(v))),union(w,x)))* -> equal(union(intersection(complement(u),power_class(v)),complement(union(w,x))),null_class).
% 299.86/300.51 153315[0:Rew:102668.0,153099.2,102668.0,153099.0] || member(union(intersection(power_class(u),complement(v)),complement(union(w,x))),universal_class) member(apply(choice,union(intersection(power_class(u),complement(v)),complement(union(w,x)))),intersection(union(complement(power_class(u)),v),union(w,x)))* -> equal(union(intersection(power_class(u),complement(v)),complement(union(w,x))),null_class).
% 299.86/300.51 153775[0:Rew:102866.0,153565.2,102866.0,153565.0] || member(union(intersection(complement(u),union(v,w)),complement(power_class(x))),universal_class) member(apply(choice,union(intersection(complement(u),union(v,w)),complement(power_class(x)))),intersection(union(u,complement(union(v,w))),power_class(x)))* -> equal(union(intersection(complement(u),union(v,w)),complement(power_class(x))),null_class).
% 299.86/300.51 154559[0:Rew:103019.0,154341.2,103019.0,154341.0] || member(union(complement(power_class(u)),intersection(union(v,w),complement(x))),universal_class) member(apply(choice,union(complement(power_class(u)),intersection(union(v,w),complement(x)))),intersection(power_class(u),union(complement(union(v,w)),x)))* -> equal(union(complement(power_class(u)),intersection(union(v,w),complement(x))),null_class).
% 299.86/300.51 155041[0:Rew:103205.0,154824.2,103205.0,154824.0] || member(union(intersection(union(u,v),complement(w)),complement(power_class(x))),universal_class) member(apply(choice,union(intersection(union(u,v),complement(w)),complement(power_class(x)))),intersection(union(complement(union(u,v)),w),power_class(x)))* -> equal(union(intersection(union(u,v),complement(w)),complement(power_class(x))),null_class).
% 299.86/300.51 155469[0:Rew:103451.0,155264.2,103451.0,155264.0] || member(union(complement(union(u,v)),intersection(complement(w),power_class(x))),universal_class) member(apply(choice,union(complement(union(u,v)),intersection(complement(w),power_class(x)))),intersection(union(u,v),union(w,complement(power_class(x)))))* -> equal(union(complement(union(u,v)),intersection(complement(w),power_class(x))),null_class).
% 299.86/300.51 156249[0:Rew:103452.0,156033.2,103452.0,156033.0] || member(union(complement(union(u,v)),intersection(power_class(w),complement(x))),universal_class) member(apply(choice,union(complement(union(u,v)),intersection(power_class(w),complement(x)))),intersection(union(u,v),union(complement(power_class(w)),x)))* -> equal(union(complement(union(u,v)),intersection(power_class(w),complement(x))),null_class).
% 299.86/300.51 157180[0:Rew:104283.0,156934.2,104283.0,156934.0] || member(union(complement(union(u,v)),image(element_relation,union(w,x))),universal_class) member(apply(choice,union(complement(union(u,v)),image(element_relation,union(w,x)))),intersection(union(u,v),power_class(complement(union(w,x)))))* -> equal(union(complement(union(u,v)),image(element_relation,union(w,x))),null_class).
% 299.86/300.51 158022[0:Rew:104284.0,157768.2,104284.0,157768.0] || member(union(image(element_relation,union(u,v)),complement(union(w,x))),universal_class) member(apply(choice,union(image(element_relation,union(u,v)),complement(union(w,x)))),intersection(power_class(complement(union(u,v))),union(w,x)))* -> equal(union(image(element_relation,union(u,v)),complement(union(w,x))),null_class).
% 299.86/300.51 167315[4:Rew:80005.0,167282.1,80005.0,167282.0] || -> subclass(union(null_class,intersection(u,union(null_class,cross_product(v,w)))),x) equal(ordered_pair(first(not_subclass_element(union(null_class,intersection(u,union(null_class,cross_product(v,w)))),x)),second(not_subclass_element(union(null_class,intersection(u,union(null_class,cross_product(v,w)))),x))),not_subclass_element(union(null_class,intersection(u,union(null_class,cross_product(v,w)))),x))**.
% 299.86/300.51 167316[4:Rew:80005.0,167279.1,80005.0,167279.0] || -> subclass(union(null_class,intersection(union(null_class,cross_product(u,v)),w)),x) equal(ordered_pair(first(not_subclass_element(union(null_class,intersection(union(null_class,cross_product(u,v)),w)),x)),second(not_subclass_element(union(null_class,intersection(union(null_class,cross_product(u,v)),w)),x))),not_subclass_element(union(null_class,intersection(union(null_class,cross_product(u,v)),w)),x))**.
% 299.86/300.51 167320[4:Rew:80005.0,167267.1,80005.0,167267.0] || -> subclass(intersection(intersection(u,union(null_class,cross_product(v,w))),x),y) equal(ordered_pair(first(not_subclass_element(intersection(intersection(u,union(null_class,cross_product(v,w))),x),y)),second(not_subclass_element(intersection(intersection(u,union(null_class,cross_product(v,w))),x),y))),not_subclass_element(intersection(intersection(u,union(null_class,cross_product(v,w))),x),y))**.
% 299.86/300.51 167324[4:Rew:80005.0,167256.1,80005.0,167256.0] || -> subclass(intersection(u,intersection(union(null_class,cross_product(v,w)),x)),y) equal(ordered_pair(first(not_subclass_element(intersection(u,intersection(union(null_class,cross_product(v,w)),x)),y)),second(not_subclass_element(intersection(u,intersection(union(null_class,cross_product(v,w)),x)),y))),not_subclass_element(intersection(u,intersection(union(null_class,cross_product(v,w)),x)),y))**.
% 299.86/300.51 167328[4:Rew:80005.0,167248.1,80005.0,167248.0] || -> subclass(intersection(intersection(union(null_class,cross_product(u,v)),w),x),y) equal(ordered_pair(first(not_subclass_element(intersection(intersection(union(null_class,cross_product(u,v)),w),x),y)),second(not_subclass_element(intersection(intersection(union(null_class,cross_product(u,v)),w),x),y))),not_subclass_element(intersection(intersection(union(null_class,cross_product(u,v)),w),x),y))**.
% 299.86/300.51 167332[4:Rew:80005.0,167241.1,80005.0,167241.0] || -> subclass(intersection(u,intersection(v,union(null_class,cross_product(w,x)))),y) equal(ordered_pair(first(not_subclass_element(intersection(u,intersection(v,union(null_class,cross_product(w,x)))),y)),second(not_subclass_element(intersection(u,intersection(v,union(null_class,cross_product(w,x)))),y))),not_subclass_element(intersection(u,intersection(v,union(null_class,cross_product(w,x)))),y))**.
% 299.86/300.51 167735[0:SpL:48279.0,12416.1] || member(u,union(union(image(element_relation,power_class(v)),w),union(power_class(complement(power_class(v))),complement(w))))* member(u,complement(symmetric_difference(power_class(complement(power_class(v))),complement(w)))) subclass(symmetric_difference(union(image(element_relation,power_class(v)),w),union(power_class(complement(power_class(v))),complement(w))),x)* -> member(u,x)*.
% 299.86/300.51 167721[0:SpL:48063.0,12416.1] || member(u,union(union(v,image(element_relation,power_class(w))),union(complement(v),power_class(complement(power_class(w))))))* member(u,complement(symmetric_difference(complement(v),power_class(complement(power_class(w)))))) subclass(symmetric_difference(union(v,image(element_relation,power_class(w))),union(complement(v),power_class(complement(power_class(w))))),x)* -> member(u,x)*.
% 299.86/300.51 171790[0:MRR:171665.0,12497.1] || member(regular(complement(intersection(u,intersection(complement(v),union(w,complement(power_class(x))))))),u)* -> member(regular(complement(intersection(u,intersection(complement(v),union(w,complement(power_class(x))))))),union(v,intersection(complement(w),power_class(x))))* equal(complement(intersection(u,intersection(complement(v),union(w,complement(power_class(x)))))),null_class).
% 299.86/300.51 172584[0:MRR:172452.0,12497.1] || member(regular(complement(intersection(u,intersection(union(v,complement(power_class(w))),complement(x))))),u)* -> member(regular(complement(intersection(u,intersection(union(v,complement(power_class(w))),complement(x))))),union(intersection(complement(v),power_class(w)),x))* equal(complement(intersection(u,intersection(union(v,complement(power_class(w))),complement(x)))),null_class).
% 299.86/300.51 173140[0:MRR:173007.0,12497.1] || member(regular(complement(intersection(u,intersection(complement(v),union(complement(power_class(w)),x))))),u)* -> member(regular(complement(intersection(u,intersection(complement(v),union(complement(power_class(w)),x))))),union(v,intersection(power_class(w),complement(x))))* equal(complement(intersection(u,intersection(complement(v),union(complement(power_class(w)),x)))),null_class).
% 299.86/300.51 57672[0:Res:6565.1,62.0] || member(ordered_pair(u,not_subclass_element(intersection(v,intersection(image(w,image(x,singleton(u))),y)),z)),cross_product(universal_class,universal_class))* -> subclass(intersection(v,intersection(image(w,image(x,singleton(u))),y)),z) member(ordered_pair(u,not_subclass_element(intersection(v,intersection(image(w,image(x,singleton(u))),y)),z)),compose(w,x))*.
% 299.86/300.51 58207[0:Res:6566.1,62.0] || member(ordered_pair(u,not_subclass_element(intersection(v,intersection(w,image(x,image(y,singleton(u))))),z)),cross_product(universal_class,universal_class))* -> subclass(intersection(v,intersection(w,image(x,image(y,singleton(u))))),z) member(ordered_pair(u,not_subclass_element(intersection(v,intersection(w,image(x,image(y,singleton(u))))),z)),compose(x,y))*.
% 299.86/300.51 59040[0:Res:7758.1,62.0] || member(ordered_pair(u,not_subclass_element(intersection(intersection(image(v,image(w,singleton(u))),x),y),z)),cross_product(universal_class,universal_class))* -> subclass(intersection(intersection(image(v,image(w,singleton(u))),x),y),z) member(ordered_pair(u,not_subclass_element(intersection(intersection(image(v,image(w,singleton(u))),x),y),z)),compose(v,w))*.
% 299.86/300.51 59409[0:Res:7759.1,62.0] || member(ordered_pair(u,not_subclass_element(intersection(intersection(v,image(w,image(x,singleton(u)))),y),z)),cross_product(universal_class,universal_class))* -> subclass(intersection(intersection(v,image(w,image(x,singleton(u)))),y),z) member(ordered_pair(u,not_subclass_element(intersection(intersection(v,image(w,image(x,singleton(u)))),y),z)),compose(w,x))*.
% 299.86/300.51 149603[0:SpL:829.2,14014.0] || member(cross_product(u,v),universal_class) member(apply(choice,cross_product(u,v)),cross_product(universal_class,universal_class)) subclass(composition_function,cross_product(w,x))* -> equal(cross_product(u,v),null_class) member(ordered_pair(second(apply(choice,cross_product(u,v))),compose(first(apply(choice,cross_product(u,v))),second(apply(choice,cross_product(u,v))))),x)*.
% 299.86/300.51 159154[0:SpL:829.2,9992.0] || member(cross_product(u,v),universal_class) subclass(w,apply(choice,cross_product(u,v)))* -> equal(cross_product(u,v),null_class) equal(w,null_class) equal(regular(w),unordered_pair(first(apply(choice,cross_product(u,v))),singleton(second(apply(choice,cross_product(u,v))))))* equal(regular(w),singleton(first(apply(choice,cross_product(u,v))))).
% 299.86/300.51 161608[0:Res:500.2,102909.0] || member(restrict(intersection(power_class(complement(union(u,v))),complement(w)),x,y),universal_class) member(apply(choice,restrict(intersection(power_class(complement(union(u,v))),complement(w)),x,y)),union(image(element_relation,union(u,v)),w))* -> equal(restrict(intersection(power_class(complement(union(u,v))),complement(w)),x,y),null_class).
% 299.86/300.51 161607[0:Res:500.2,48198.0] || member(restrict(intersection(union(complement(power_class(u)),v),complement(w)),x,y),universal_class) member(apply(choice,restrict(intersection(union(complement(power_class(u)),v),complement(w)),x,y)),union(intersection(power_class(u),complement(v)),w))* -> equal(restrict(intersection(union(complement(power_class(u)),v),complement(w)),x,y),null_class).
% 299.86/300.51 161606[0:Res:500.2,48009.0] || member(restrict(intersection(union(u,complement(power_class(v))),complement(w)),x,y),universal_class) member(apply(choice,restrict(intersection(union(u,complement(power_class(v))),complement(w)),x,y)),union(intersection(complement(u),power_class(v)),w))* -> equal(restrict(intersection(union(u,complement(power_class(v))),complement(w)),x,y),null_class).
% 299.86/300.51 161602[0:Res:500.2,48038.0] || member(restrict(intersection(complement(u),union(complement(power_class(v)),w)),x,y),universal_class) member(apply(choice,restrict(intersection(complement(u),union(complement(power_class(v)),w)),x,y)),union(u,intersection(power_class(v),complement(w))))* -> equal(restrict(intersection(complement(u),union(complement(power_class(v)),w)),x,y),null_class).
% 299.86/300.51 161601[0:Res:500.2,47989.0] || member(restrict(intersection(complement(u),union(v,complement(power_class(w)))),x,y),universal_class) member(apply(choice,restrict(intersection(complement(u),union(v,complement(power_class(w)))),x,y)),union(u,intersection(complement(v),power_class(w))))* -> equal(restrict(intersection(complement(u),union(v,complement(power_class(w)))),x,y),null_class).
% 299.86/300.51 161599[0:Res:500.2,102607.0] || member(restrict(intersection(complement(u),power_class(complement(union(v,w)))),x,y),universal_class) member(apply(choice,restrict(intersection(complement(u),power_class(complement(union(v,w)))),x,y)),union(u,image(element_relation,union(v,w))))* -> equal(restrict(intersection(complement(u),power_class(complement(union(v,w)))),x,y),null_class).
% 299.86/300.51 164099[0:SpR:826.1,12960.4] || member(second(not_subclass_element(cross_product(u,v),w)),universal_class)* member(first(not_subclass_element(cross_product(u,v),w)),universal_class) equal(successor(first(not_subclass_element(cross_product(u,v),w))),second(not_subclass_element(cross_product(u,v),w))) subclass(successor_relation,x) -> subclass(cross_product(u,v),w) member(not_subclass_element(cross_product(u,v),w),x)*.
% 299.86/300.51 164504[0:SpL:826.1,14017.0] || member(not_subclass_element(cross_product(u,v),w),cross_product(universal_class,universal_class)) subclass(composition_function,compose_class(x)) -> subclass(cross_product(u,v),w) equal(compose(x,first(not_subclass_element(cross_product(u,v),w))),ordered_pair(second(not_subclass_element(cross_product(u,v),w)),compose(first(not_subclass_element(cross_product(u,v),w)),second(not_subclass_element(cross_product(u,v),w)))))*.
% 299.86/300.51 164568[0:SpL:826.1,13988.0] || member(not_subclass_element(cross_product(u,v),w),cross_product(universal_class,universal_class)) subclass(composition_function,singleton(x))* -> subclass(cross_product(u,v),w) equal(ordered_pair(first(not_subclass_element(cross_product(u,v),w)),ordered_pair(second(not_subclass_element(cross_product(u,v),w)),compose(first(not_subclass_element(cross_product(u,v),w)),second(not_subclass_element(cross_product(u,v),w))))),x)*.
% 299.86/300.51 170979[4:Res:123484.0,9799.1] || member(regular(union(null_class,complement(intersection(unordered_pair(u,v),w)))),universal_class) -> equal(regular(union(null_class,complement(intersection(unordered_pair(u,v),w)))),null_class) equal(apply(choice,regular(union(null_class,complement(intersection(unordered_pair(u,v),w))))),v)** equal(apply(choice,regular(union(null_class,complement(intersection(unordered_pair(u,v),w))))),u)**.
% 299.86/300.51 170978[4:Res:124223.0,9799.1] || member(regular(union(null_class,complement(intersection(u,unordered_pair(v,w))))),universal_class) -> equal(regular(union(null_class,complement(intersection(u,unordered_pair(v,w))))),null_class) equal(apply(choice,regular(union(null_class,complement(intersection(u,unordered_pair(v,w)))))),w)** equal(apply(choice,regular(union(null_class,complement(intersection(u,unordered_pair(v,w)))))),v)**.
% 299.86/300.51 170977[0:Res:127918.0,9799.1] || member(intersection(u,intersection(v,intersection(w,unordered_pair(x,y)))),universal_class) -> equal(intersection(u,intersection(v,intersection(w,unordered_pair(x,y)))),null_class) equal(apply(choice,intersection(u,intersection(v,intersection(w,unordered_pair(x,y))))),y)** equal(apply(choice,intersection(u,intersection(v,intersection(w,unordered_pair(x,y))))),x)**.
% 299.86/300.51 170974[4:Res:126047.0,9799.1] || member(union(null_class,intersection(intersection(u,unordered_pair(v,w)),x)),universal_class) -> equal(union(null_class,intersection(intersection(u,unordered_pair(v,w)),x)),null_class) equal(apply(choice,union(null_class,intersection(intersection(u,unordered_pair(v,w)),x))),w)** equal(apply(choice,union(null_class,intersection(intersection(u,unordered_pair(v,w)),x))),v)**.
% 299.86/300.51 170973[4:Res:123479.0,9799.1] || member(union(null_class,intersection(intersection(unordered_pair(u,v),w),x)),universal_class) -> equal(union(null_class,intersection(intersection(unordered_pair(u,v),w),x)),null_class) equal(apply(choice,union(null_class,intersection(intersection(unordered_pair(u,v),w),x))),v)** equal(apply(choice,union(null_class,intersection(intersection(unordered_pair(u,v),w),x))),u)**.
% 299.86/300.51 170972[4:Res:126557.0,9799.1] || member(union(null_class,intersection(u,intersection(v,unordered_pair(w,x)))),universal_class) -> equal(union(null_class,intersection(u,intersection(v,unordered_pair(w,x)))),null_class) equal(apply(choice,union(null_class,intersection(u,intersection(v,unordered_pair(w,x))))),x)** equal(apply(choice,union(null_class,intersection(u,intersection(v,unordered_pair(w,x))))),w)**.
% 299.86/300.51 170971[4:Res:123529.0,9799.1] || member(union(null_class,intersection(u,intersection(unordered_pair(v,w),x))),universal_class) -> equal(union(null_class,intersection(u,intersection(unordered_pair(v,w),x))),null_class) equal(apply(choice,union(null_class,intersection(u,intersection(unordered_pair(v,w),x)))),w)** equal(apply(choice,union(null_class,intersection(u,intersection(unordered_pair(v,w),x)))),v)**.
% 299.86/300.51 170995[4:Rew:80005.0,170969.3,80005.0,170969.2,80005.0,170969.1,80005.0,170969.0] || member(union(null_class,intersection(u,union(null_class,unordered_pair(v,w)))),universal_class) -> equal(union(null_class,intersection(u,union(null_class,unordered_pair(v,w)))),null_class) equal(apply(choice,union(null_class,intersection(u,union(null_class,unordered_pair(v,w))))),w)** equal(apply(choice,union(null_class,intersection(u,union(null_class,unordered_pair(v,w))))),v)**.
% 299.86/300.51 170996[4:Rew:80005.0,170966.3,80005.0,170966.2,80005.0,170966.1,80005.0,170966.0] || member(union(null_class,intersection(union(null_class,unordered_pair(u,v)),w)),universal_class) -> equal(union(null_class,intersection(union(null_class,unordered_pair(u,v)),w)),null_class) equal(apply(choice,union(null_class,intersection(union(null_class,unordered_pair(u,v)),w))),v)** equal(apply(choice,union(null_class,intersection(union(null_class,unordered_pair(u,v)),w))),u)**.
% 299.86/300.51 170959[0:Res:127908.0,9799.1] || member(intersection(intersection(intersection(u,unordered_pair(v,w)),x),y),universal_class) -> equal(intersection(intersection(intersection(u,unordered_pair(v,w)),x),y),null_class) equal(apply(choice,intersection(intersection(intersection(u,unordered_pair(v,w)),x),y)),w)** equal(apply(choice,intersection(intersection(intersection(u,unordered_pair(v,w)),x),y)),v)**.
% 299.86/300.51 170958[0:Res:123525.0,9799.1] || member(intersection(intersection(u,intersection(unordered_pair(v,w),x)),y),universal_class) -> equal(intersection(intersection(u,intersection(unordered_pair(v,w),x)),y),null_class) equal(apply(choice,intersection(intersection(u,intersection(unordered_pair(v,w),x)),y)),w)** equal(apply(choice,intersection(intersection(u,intersection(unordered_pair(v,w),x)),y)),v)**.
% 299.86/300.51 170956[4:Res:126220.0,9799.1] || member(intersection(union(null_class,intersection(u,unordered_pair(v,w))),x),universal_class) -> equal(intersection(union(null_class,intersection(u,unordered_pair(v,w))),x),null_class) equal(apply(choice,intersection(union(null_class,intersection(u,unordered_pair(v,w))),x)),w)** equal(apply(choice,intersection(union(null_class,intersection(u,unordered_pair(v,w))),x)),v)**.
% 299.86/300.51 170997[4:Rew:80005.0,170954.3,80005.0,170954.2,80005.0,170954.1,80005.0,170954.0] || member(intersection(intersection(u,union(null_class,unordered_pair(v,w))),x),universal_class) -> equal(intersection(intersection(u,union(null_class,unordered_pair(v,w))),x),null_class) equal(apply(choice,intersection(intersection(u,union(null_class,unordered_pair(v,w))),x)),w)** equal(apply(choice,intersection(intersection(u,union(null_class,unordered_pair(v,w))),x)),v)**.
% 299.86/300.51 170949[4:Res:123520.0,9799.1] || member(intersection(u,union(null_class,intersection(unordered_pair(v,w),x))),universal_class) -> equal(intersection(u,union(null_class,intersection(unordered_pair(v,w),x))),null_class) equal(apply(choice,intersection(u,union(null_class,intersection(unordered_pair(v,w),x)))),w)** equal(apply(choice,intersection(u,union(null_class,intersection(unordered_pair(v,w),x)))),v)**.
% 299.86/300.51 170945[0:Res:123517.0,9799.1] || member(intersection(u,intersection(intersection(unordered_pair(v,w),x),y)),universal_class) -> equal(intersection(u,intersection(intersection(unordered_pair(v,w),x),y)),null_class) equal(apply(choice,intersection(u,intersection(intersection(unordered_pair(v,w),x),y))),w)** equal(apply(choice,intersection(u,intersection(intersection(unordered_pair(v,w),x),y))),v)**.
% 299.86/300.51 170999[4:Rew:80005.0,170943.3,80005.0,170943.2,80005.0,170943.1,80005.0,170943.0] || member(intersection(u,intersection(union(null_class,unordered_pair(v,w)),x)),universal_class) -> equal(intersection(u,intersection(union(null_class,unordered_pair(v,w)),x)),null_class) equal(apply(choice,intersection(u,intersection(union(null_class,unordered_pair(v,w)),x))),w)** equal(apply(choice,intersection(u,intersection(union(null_class,unordered_pair(v,w)),x))),v)**.
% 299.86/300.51 170939[0:Res:127963.0,9799.1] || member(intersection(intersection(u,intersection(v,unordered_pair(w,x))),y),universal_class) -> equal(intersection(intersection(u,intersection(v,unordered_pair(w,x))),y),null_class) equal(apply(choice,intersection(intersection(u,intersection(v,unordered_pair(w,x))),y)),x)** equal(apply(choice,intersection(intersection(u,intersection(v,unordered_pair(w,x))),y)),w)**.
% 299.86/300.51 170938[0:Res:123475.0,9799.1] || member(intersection(intersection(intersection(unordered_pair(u,v),w),x),y),universal_class) -> equal(intersection(intersection(intersection(unordered_pair(u,v),w),x),y),null_class) equal(apply(choice,intersection(intersection(intersection(unordered_pair(u,v),w),x),y)),v)** equal(apply(choice,intersection(intersection(intersection(unordered_pair(u,v),w),x),y)),u)**.
% 299.86/300.51 170937[4:Res:123491.0,9799.1] || member(intersection(union(null_class,intersection(unordered_pair(u,v),w)),x),universal_class) -> equal(intersection(union(null_class,intersection(unordered_pair(u,v),w)),x),null_class) equal(apply(choice,intersection(union(null_class,intersection(unordered_pair(u,v),w)),x)),v)** equal(apply(choice,intersection(union(null_class,intersection(unordered_pair(u,v),w)),x)),u)**.
% 299.86/300.51 171000[4:Rew:80005.0,170935.3,80005.0,170935.2,80005.0,170935.1,80005.0,170935.0] || member(intersection(intersection(union(null_class,unordered_pair(u,v)),w),x),universal_class) -> equal(intersection(intersection(union(null_class,unordered_pair(u,v)),w),x),null_class) equal(apply(choice,intersection(intersection(union(null_class,unordered_pair(u,v)),w),x)),v)** equal(apply(choice,intersection(intersection(union(null_class,unordered_pair(u,v)),w),x)),u)**.
% 299.86/300.51 170932[4:Res:126395.0,9799.1] || member(intersection(u,union(null_class,intersection(v,unordered_pair(w,x)))),universal_class) -> equal(intersection(u,union(null_class,intersection(v,unordered_pair(w,x)))),null_class) equal(apply(choice,intersection(u,union(null_class,intersection(v,unordered_pair(w,x))))),x)** equal(apply(choice,intersection(u,union(null_class,intersection(v,unordered_pair(w,x))))),w)**.
% 299.86/300.51 170931[0:Res:127954.0,9799.1] || member(intersection(u,intersection(intersection(v,unordered_pair(w,x)),y)),universal_class) -> equal(intersection(u,intersection(intersection(v,unordered_pair(w,x)),y)),null_class) equal(apply(choice,intersection(u,intersection(intersection(v,unordered_pair(w,x)),y))),x)** equal(apply(choice,intersection(u,intersection(intersection(v,unordered_pair(w,x)),y))),w)**.
% 299.86/300.51 170930[0:Res:123485.0,9799.1] || member(intersection(u,intersection(v,intersection(unordered_pair(w,x),y))),universal_class) -> equal(intersection(u,intersection(v,intersection(unordered_pair(w,x),y))),null_class) equal(apply(choice,intersection(u,intersection(v,intersection(unordered_pair(w,x),y)))),x)** equal(apply(choice,intersection(u,intersection(v,intersection(unordered_pair(w,x),y)))),w)**.
% 299.86/300.51 171001[4:Rew:80005.0,170928.3,80005.0,170928.2,80005.0,170928.1,80005.0,170928.0] || member(intersection(u,intersection(v,union(null_class,unordered_pair(w,x)))),universal_class) -> equal(intersection(u,intersection(v,union(null_class,unordered_pair(w,x)))),null_class) equal(apply(choice,intersection(u,intersection(v,union(null_class,unordered_pair(w,x))))),x)** equal(apply(choice,intersection(u,intersection(v,union(null_class,unordered_pair(w,x))))),w)**.
% 299.86/300.51 170920[4:Res:123909.0,9799.1] || member(complement(successor(complement(restrict(unordered_pair(u,v),w,x)))),universal_class) -> equal(complement(successor(complement(restrict(unordered_pair(u,v),w,x)))),null_class) equal(apply(choice,complement(successor(complement(restrict(unordered_pair(u,v),w,x))))),v)** equal(apply(choice,complement(successor(complement(restrict(unordered_pair(u,v),w,x))))),u)**.
% 299.86/300.51 170904[0:Res:58786.0,9799.1] || member(restrict(restrict(unordered_pair(u,v),w,x),y,z),universal_class) -> equal(restrict(restrict(unordered_pair(u,v),w,x),y,z),null_class) equal(apply(choice,restrict(restrict(unordered_pair(u,v),w,x),y,z)),v)** equal(apply(choice,restrict(restrict(unordered_pair(u,v),w,x),y,z)),u)**.
% 299.86/300.51 67008[0:SpR:48104.0,560.0] || -> equal(intersection(complement(symmetric_difference(union(u,complement(power_class(v))),union(complement(u),power_class(v)))),union(complement(symmetric_difference(complement(u),power_class(v))),union(union(u,complement(power_class(v))),union(complement(u),power_class(v))))),symmetric_difference(complement(symmetric_difference(complement(u),power_class(v))),union(union(u,complement(power_class(v))),union(complement(u),power_class(v)))))**.
% 299.86/300.51 72338[0:Res:3147.1,62.0] || member(ordered_pair(u,regular(intersection(v,restrict(image(w,image(x,singleton(u))),y,z)))),cross_product(universal_class,universal_class))* -> equal(intersection(v,restrict(image(w,image(x,singleton(u))),y,z)),null_class) member(ordered_pair(u,regular(intersection(v,restrict(image(w,image(x,singleton(u))),y,z)))),compose(w,x))*.
% 299.86/300.51 72574[0:Res:3319.1,62.0] || member(ordered_pair(u,regular(intersection(restrict(image(v,image(w,singleton(u))),x,y),z))),cross_product(universal_class,universal_class))* -> equal(intersection(restrict(image(v,image(w,singleton(u))),x,y),z),null_class) member(ordered_pair(u,regular(intersection(restrict(image(v,image(w,singleton(u))),x,y),z))),compose(v,w))*.
% 299.86/300.51 78921[0:SpR:75586.0,560.0] || -> equal(intersection(complement(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v)))),union(complement(symmetric_difference(cross_product(u,v),w)),union(union(cross_product(u,v),w),complement(restrict(w,u,v))))),symmetric_difference(complement(symmetric_difference(cross_product(u,v),w)),union(union(cross_product(u,v),w),complement(restrict(w,u,v)))))**.
% 299.86/300.51 79414[0:SpR:75587.0,560.0] || -> equal(intersection(complement(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w)))),union(complement(symmetric_difference(u,cross_product(v,w))),union(union(u,cross_product(v,w)),complement(restrict(u,v,w))))),symmetric_difference(complement(symmetric_difference(u,cross_product(v,w))),union(union(u,cross_product(v,w)),complement(restrict(u,v,w)))))**.
% 299.86/300.51 80311[0:Rew:80128.0,80021.0] || -> equal(intersection(complement(symmetric_difference(union(power_class(u),complement(v)),union(complement(power_class(u)),v))),union(complement(symmetric_difference(power_class(u),complement(v))),union(union(power_class(u),complement(v)),union(complement(power_class(u)),v)))),symmetric_difference(complement(symmetric_difference(power_class(u),complement(v))),union(union(power_class(u),complement(v)),union(complement(power_class(u)),v))))**.
% 299.86/300.51 161624[0:Res:500.2,9362.0] || member(restrict(symmetric_difference(union(u,v),union(complement(u),complement(v))),w,x),universal_class) -> equal(restrict(symmetric_difference(union(u,v),union(complement(u),complement(v))),w,x),null_class) member(apply(choice,restrict(symmetric_difference(union(u,v),union(complement(u),complement(v))),w,x)),complement(symmetric_difference(complement(u),complement(v))))*.
% 299.86/300.51 163528[0:Rew:103074.0,163407.2,103074.0,163407.0] || member(intersection(u,union(image(element_relation,power_class(v)),complement(union(w,x)))),universal_class) member(apply(choice,intersection(u,union(image(element_relation,power_class(v)),complement(union(w,x))))),intersection(power_class(complement(power_class(v))),union(w,x)))* -> equal(intersection(u,union(image(element_relation,power_class(v)),complement(union(w,x)))),null_class).
% 299.86/300.51 163529[0:Rew:48874.0,163403.2,48874.0,163403.0] || member(intersection(u,union(complement(power_class(v)),intersection(power_class(w),complement(x)))),universal_class) member(apply(choice,intersection(u,union(complement(power_class(v)),intersection(power_class(w),complement(x))))),intersection(power_class(v),union(complement(power_class(w)),x)))* -> equal(intersection(u,union(complement(power_class(v)),intersection(power_class(w),complement(x)))),null_class).
% 299.86/300.51 163530[0:Rew:48870.0,163401.2,48870.0,163401.0] || member(intersection(u,union(complement(power_class(v)),intersection(complement(w),power_class(x)))),universal_class) member(apply(choice,intersection(u,union(complement(power_class(v)),intersection(complement(w),power_class(x))))),intersection(power_class(v),union(w,complement(power_class(x)))))* -> equal(intersection(u,union(complement(power_class(v)),intersection(complement(w),power_class(x)))),null_class).
% 299.86/300.51 163531[0:Rew:103450.0,163397.2,103450.0,163397.0] || member(intersection(u,union(complement(union(v,w)),image(element_relation,power_class(x)))),universal_class) member(apply(choice,intersection(u,union(complement(union(v,w)),image(element_relation,power_class(x))))),intersection(union(v,w),power_class(complement(power_class(x)))))* -> equal(intersection(u,union(complement(union(v,w)),image(element_relation,power_class(x)))),null_class).
% 299.86/300.51 163532[0:Rew:48872.0,163396.2,48872.0,163396.0] || member(intersection(u,union(intersection(power_class(v),complement(w)),complement(power_class(x)))),universal_class) member(apply(choice,intersection(u,union(intersection(power_class(v),complement(w)),complement(power_class(x))))),intersection(union(complement(power_class(v)),w),power_class(x)))* -> equal(intersection(u,union(intersection(power_class(v),complement(w)),complement(power_class(x)))),null_class).
% 299.86/300.51 163533[0:Rew:48871.0,163395.2,48871.0,163395.0] || member(intersection(u,union(intersection(complement(v),power_class(w)),complement(power_class(x)))),universal_class) member(apply(choice,intersection(u,union(intersection(complement(v),power_class(w)),complement(power_class(x))))),intersection(union(v,complement(power_class(w))),power_class(x)))* -> equal(intersection(u,union(intersection(complement(v),power_class(w)),complement(power_class(x)))),null_class).
% 299.86/300.51 163534[0:Rew:103320.0,163394.2,103320.0,163394.0] || member(intersection(u,union(image(element_relation,union(v,w)),complement(power_class(x)))),universal_class) member(apply(choice,intersection(u,union(image(element_relation,union(v,w)),complement(power_class(x))))),intersection(power_class(complement(union(v,w))),power_class(x)))* -> equal(intersection(u,union(image(element_relation,union(v,w)),complement(power_class(x)))),null_class).
% 299.86/300.51 163535[0:Rew:102945.0,163392.2,102945.0,163392.0] || member(intersection(u,union(complement(power_class(v)),image(element_relation,union(w,x)))),universal_class) member(apply(choice,intersection(u,union(complement(power_class(v)),image(element_relation,union(w,x))))),intersection(power_class(v),power_class(complement(union(w,x)))))* -> equal(intersection(u,union(complement(power_class(v)),image(element_relation,union(w,x)))),null_class).
% 299.86/300.51 163737[0:Rew:103074.0,163598.2,103074.0,163598.0] || member(intersection(union(image(element_relation,power_class(u)),complement(union(v,w))),x),universal_class) member(apply(choice,intersection(union(image(element_relation,power_class(u)),complement(union(v,w))),x)),intersection(power_class(complement(power_class(u))),union(v,w)))* -> equal(intersection(union(image(element_relation,power_class(u)),complement(union(v,w))),x),null_class).
% 299.86/300.51 163738[0:Rew:48874.0,163594.2,48874.0,163594.0] || member(intersection(union(complement(power_class(u)),intersection(power_class(v),complement(w))),x),universal_class) member(apply(choice,intersection(union(complement(power_class(u)),intersection(power_class(v),complement(w))),x)),intersection(power_class(u),union(complement(power_class(v)),w)))* -> equal(intersection(union(complement(power_class(u)),intersection(power_class(v),complement(w))),x),null_class).
% 299.86/300.51 163739[0:Rew:48870.0,163592.2,48870.0,163592.0] || member(intersection(union(complement(power_class(u)),intersection(complement(v),power_class(w))),x),universal_class) member(apply(choice,intersection(union(complement(power_class(u)),intersection(complement(v),power_class(w))),x)),intersection(power_class(u),union(v,complement(power_class(w)))))* -> equal(intersection(union(complement(power_class(u)),intersection(complement(v),power_class(w))),x),null_class).
% 299.86/300.51 163740[0:Rew:103450.0,163588.2,103450.0,163588.0] || member(intersection(union(complement(union(u,v)),image(element_relation,power_class(w))),x),universal_class) member(apply(choice,intersection(union(complement(union(u,v)),image(element_relation,power_class(w))),x)),intersection(union(u,v),power_class(complement(power_class(w)))))* -> equal(intersection(union(complement(union(u,v)),image(element_relation,power_class(w))),x),null_class).
% 299.86/300.51 163741[0:Rew:48872.0,163587.2,48872.0,163587.0] || member(intersection(union(intersection(power_class(u),complement(v)),complement(power_class(w))),x),universal_class) member(apply(choice,intersection(union(intersection(power_class(u),complement(v)),complement(power_class(w))),x)),intersection(union(complement(power_class(u)),v),power_class(w)))* -> equal(intersection(union(intersection(power_class(u),complement(v)),complement(power_class(w))),x),null_class).
% 299.86/300.51 163742[0:Rew:48871.0,163586.2,48871.0,163586.0] || member(intersection(union(intersection(complement(u),power_class(v)),complement(power_class(w))),x),universal_class) member(apply(choice,intersection(union(intersection(complement(u),power_class(v)),complement(power_class(w))),x)),intersection(union(u,complement(power_class(v))),power_class(w)))* -> equal(intersection(union(intersection(complement(u),power_class(v)),complement(power_class(w))),x),null_class).
% 299.86/300.51 163743[0:Rew:103320.0,163585.2,103320.0,163585.0] || member(intersection(union(image(element_relation,union(u,v)),complement(power_class(w))),x),universal_class) member(apply(choice,intersection(union(image(element_relation,union(u,v)),complement(power_class(w))),x)),intersection(power_class(complement(union(u,v))),power_class(w)))* -> equal(intersection(union(image(element_relation,union(u,v)),complement(power_class(w))),x),null_class).
% 299.86/300.51 163744[0:Rew:102945.0,163583.2,102945.0,163583.0] || member(intersection(union(complement(power_class(u)),image(element_relation,union(v,w))),x),universal_class) member(apply(choice,intersection(union(complement(power_class(u)),image(element_relation,union(v,w))),x)),intersection(power_class(u),power_class(complement(union(v,w)))))* -> equal(intersection(union(complement(power_class(u)),image(element_relation,union(v,w))),x),null_class).
% 299.86/300.51 165709[4:SpL:829.2,17409.1] || member(cross_product(u,v),universal_class) member(first(apply(choice,cross_product(u,v))),universal_class) member(apply(choice,cross_product(u,v)),compose(w,x))* -> equal(cross_product(u,v),null_class) member(first(apply(choice,cross_product(u,v))),cantor(x))* member(second(apply(choice,cross_product(u,v))),image(w,range_of(null_class)))*.
% 299.86/300.51 167870[0:Res:500.2,12416.1] || member(restrict(complement(intersection(u,v)),w,x),universal_class) member(apply(choice,restrict(complement(intersection(u,v)),w,x)),union(u,v))* subclass(symmetric_difference(u,v),y) -> equal(restrict(complement(intersection(u,v)),w,x),null_class) member(apply(choice,restrict(complement(intersection(u,v)),w,x)),y)*.
% 299.86/300.51 171130[0:SpL:826.1,13995.0] || member(not_subclass_element(cross_product(u,v),w),cross_product(universal_class,universal_class)) subclass(composition_function,intersection(x,y))* -> subclass(cross_product(u,v),w) member(ordered_pair(first(not_subclass_element(cross_product(u,v),w)),ordered_pair(second(not_subclass_element(cross_product(u,v),w)),compose(first(not_subclass_element(cross_product(u,v),w)),second(not_subclass_element(cross_product(u,v),w))))),y)*.
% 299.86/300.51 171346[0:SpL:826.1,13994.0] || member(not_subclass_element(cross_product(u,v),w),cross_product(universal_class,universal_class)) subclass(composition_function,intersection(x,y))* -> subclass(cross_product(u,v),w) member(ordered_pair(first(not_subclass_element(cross_product(u,v),w)),ordered_pair(second(not_subclass_element(cross_product(u,v),w)),compose(first(not_subclass_element(cross_product(u,v),w)),second(not_subclass_element(cross_product(u,v),w))))),x)*.
% 299.86/300.51 15699[0:SpR:829.2,1068.3] || member(cross_product(u,v),universal_class) member(second(apply(choice,cross_product(u,v))),universal_class)* member(first(apply(choice,cross_product(u,v))),universal_class) equal(successor(first(apply(choice,cross_product(u,v)))),second(apply(choice,cross_product(u,v)))) -> equal(cross_product(u,v),null_class) member(apply(choice,cross_product(u,v)),successor_relation).
% 299.86/300.51 97099[0:SpR:48870.0,9395.0] || -> equal(intersection(successor(intersection(power_class(u),union(v,complement(power_class(w))))),union(union(complement(power_class(u)),intersection(complement(v),power_class(w))),complement(singleton(intersection(power_class(u),union(v,complement(power_class(w)))))))),symmetric_difference(union(complement(power_class(u)),intersection(complement(v),power_class(w))),complement(singleton(intersection(power_class(u),union(v,complement(power_class(w))))))))**.
% 299.86/300.51 97801[0:SpR:48871.0,9395.0] || -> equal(intersection(successor(intersection(union(u,complement(power_class(v))),power_class(w))),union(union(intersection(complement(u),power_class(v)),complement(power_class(w))),complement(singleton(intersection(union(u,complement(power_class(v))),power_class(w)))))),symmetric_difference(union(intersection(complement(u),power_class(v)),complement(power_class(w))),complement(singleton(intersection(union(u,complement(power_class(v))),power_class(w))))))**.
% 299.86/300.51 98488[0:SpR:48872.0,9395.0] || -> equal(intersection(successor(intersection(union(complement(power_class(u)),v),power_class(w))),union(union(intersection(power_class(u),complement(v)),complement(power_class(w))),complement(singleton(intersection(union(complement(power_class(u)),v),power_class(w)))))),symmetric_difference(union(intersection(power_class(u),complement(v)),complement(power_class(w))),complement(singleton(intersection(union(complement(power_class(u)),v),power_class(w))))))**.
% 299.86/300.51 99207[0:SpR:48874.0,9395.0] || -> equal(intersection(successor(intersection(power_class(u),union(complement(power_class(v)),w))),union(union(complement(power_class(u)),intersection(power_class(v),complement(w))),complement(singleton(intersection(power_class(u),union(complement(power_class(v)),w)))))),symmetric_difference(union(complement(power_class(u)),intersection(power_class(v),complement(w))),complement(singleton(intersection(power_class(u),union(complement(power_class(v)),w))))))**.
% 299.86/300.51 118732[0:SpR:102945.0,9395.0] || -> equal(intersection(successor(intersection(power_class(u),power_class(complement(union(v,w))))),union(union(complement(power_class(u)),image(element_relation,union(v,w))),complement(singleton(intersection(power_class(u),power_class(complement(union(v,w)))))))),symmetric_difference(union(complement(power_class(u)),image(element_relation,union(v,w))),complement(singleton(intersection(power_class(u),power_class(complement(union(v,w))))))))**.
% 299.86/300.51 123057[0:SpR:103074.0,9395.0] || -> equal(intersection(successor(intersection(power_class(complement(power_class(u))),union(v,w))),union(union(image(element_relation,power_class(u)),complement(union(v,w))),complement(singleton(intersection(power_class(complement(power_class(u))),union(v,w)))))),symmetric_difference(union(image(element_relation,power_class(u)),complement(union(v,w))),complement(singleton(intersection(power_class(complement(power_class(u))),union(v,w))))))**.
% 299.86/300.51 123601[0:SpR:103320.0,9395.0] || -> equal(intersection(successor(intersection(power_class(complement(union(u,v))),power_class(w))),union(union(image(element_relation,union(u,v)),complement(power_class(w))),complement(singleton(intersection(power_class(complement(union(u,v))),power_class(w)))))),symmetric_difference(union(image(element_relation,union(u,v)),complement(power_class(w))),complement(singleton(intersection(power_class(complement(union(u,v))),power_class(w))))))**.
% 299.86/300.51 124618[0:SpR:103450.0,9395.0] || -> equal(intersection(successor(intersection(union(u,v),power_class(complement(power_class(w))))),union(union(complement(union(u,v)),image(element_relation,power_class(w))),complement(singleton(intersection(union(u,v),power_class(complement(power_class(w)))))))),symmetric_difference(union(complement(union(u,v)),image(element_relation,power_class(w))),complement(singleton(intersection(union(u,v),power_class(complement(power_class(w))))))))**.
% 299.86/300.51 158466[0:Res:9363.2,894.0] || member(not_subclass_element(u,intersection(v,symmetric_difference(complement(w),complement(x)))),union(complement(w),complement(x)))* member(not_subclass_element(u,intersection(v,symmetric_difference(complement(w),complement(x)))),union(w,x)) member(not_subclass_element(u,intersection(v,symmetric_difference(complement(w),complement(x)))),v)* -> subclass(u,intersection(v,symmetric_difference(complement(w),complement(x)))).
% 299.86/300.51 94209[0:Res:6567.1,62.0] || member(ordered_pair(u,not_subclass_element(intersection(v,restrict(image(w,image(x,singleton(u))),y,z)),x1)),cross_product(universal_class,universal_class))* -> subclass(intersection(v,restrict(image(w,image(x,singleton(u))),y,z)),x1) member(ordered_pair(u,not_subclass_element(intersection(v,restrict(image(w,image(x,singleton(u))),y,z)),x1)),compose(w,x))*.
% 299.86/300.51 94588[0:Res:7760.1,62.0] || member(ordered_pair(u,not_subclass_element(intersection(restrict(image(v,image(w,singleton(u))),x,y),z),x1)),cross_product(universal_class,universal_class))* -> subclass(intersection(restrict(image(v,image(w,singleton(u))),x,y),z),x1) member(ordered_pair(u,not_subclass_element(intersection(restrict(image(v,image(w,singleton(u))),x,y),z),x1)),compose(v,w))*.
% 299.86/300.51 95545[0:SpL:829.2,14010.0] || member(cross_product(u,v),universal_class) member(apply(choice,cross_product(u,v)),cross_product(universal_class,universal_class)) subclass(composition_function,element_relation) -> equal(cross_product(u,v),null_class) member(first(apply(choice,cross_product(u,v))),ordered_pair(second(apply(choice,cross_product(u,v))),compose(first(apply(choice,cross_product(u,v))),second(apply(choice,cross_product(u,v))))))*.
% 299.86/300.51 116629[0:SpR:102469.0,77631.0] || -> equal(intersection(complement(symmetric_difference(restrict(u,v,w),complement(union(cross_product(v,w),u)))),union(complement(symmetric_difference(cross_product(v,w),u)),complement(intersection(restrict(u,v,w),complement(union(cross_product(v,w),u)))))),symmetric_difference(complement(symmetric_difference(cross_product(v,w),u)),complement(intersection(restrict(u,v,w),complement(union(cross_product(v,w),u))))))**.
% 299.86/300.51 117491[0:SpR:102489.0,77631.0] || -> equal(intersection(complement(symmetric_difference(restrict(u,v,w),complement(union(u,cross_product(v,w))))),union(complement(symmetric_difference(u,cross_product(v,w))),complement(intersection(restrict(u,v,w),complement(union(u,cross_product(v,w))))))),symmetric_difference(complement(symmetric_difference(u,cross_product(v,w))),complement(intersection(restrict(u,v,w),complement(union(u,cross_product(v,w)))))))**.
% 299.86/300.51 151458[0:SpR:102583.0,77631.0] || -> equal(intersection(complement(symmetric_difference(power_class(u),union(v,complement(union(w,x))))),union(union(power_class(u),union(v,complement(union(w,x)))),union(complement(power_class(u)),intersection(complement(v),union(w,x))))),symmetric_difference(union(power_class(u),union(v,complement(union(w,x)))),union(complement(power_class(u)),intersection(complement(v),union(w,x)))))**.
% 299.86/300.51 152503[0:SpR:102667.0,77631.0] || -> equal(intersection(complement(symmetric_difference(union(u,complement(power_class(v))),union(w,x))),union(union(union(u,complement(power_class(v))),union(w,x)),union(intersection(complement(u),power_class(v)),complement(union(w,x))))),symmetric_difference(union(union(u,complement(power_class(v))),union(w,x)),union(intersection(complement(u),power_class(v)),complement(union(w,x)))))**.
% 299.86/300.51 152964[0:SpR:102668.0,77631.0] || -> equal(intersection(complement(symmetric_difference(union(complement(power_class(u)),v),union(w,x))),union(union(union(complement(power_class(u)),v),union(w,x)),union(intersection(power_class(u),complement(v)),complement(union(w,x))))),symmetric_difference(union(union(complement(power_class(u)),v),union(w,x)),union(intersection(power_class(u),complement(v)),complement(union(w,x)))))**.
% 299.86/300.51 153441[0:SpR:102866.0,77631.0] || -> equal(intersection(complement(symmetric_difference(union(u,complement(union(v,w))),power_class(x))),union(union(union(u,complement(union(v,w))),power_class(x)),union(intersection(complement(u),union(v,w)),complement(power_class(x))))),symmetric_difference(union(union(u,complement(union(v,w))),power_class(x)),union(intersection(complement(u),union(v,w)),complement(power_class(x)))))**.
% 299.86/300.51 154211[0:SpR:103019.0,77631.0] || -> equal(intersection(complement(symmetric_difference(power_class(u),union(complement(union(v,w)),x))),union(union(power_class(u),union(complement(union(v,w)),x)),union(complement(power_class(u)),intersection(union(v,w),complement(x))))),symmetric_difference(union(power_class(u),union(complement(union(v,w)),x)),union(complement(power_class(u)),intersection(union(v,w),complement(x)))))**.
% 299.86/300.51 154694[0:SpR:103205.0,77631.0] || -> equal(intersection(complement(symmetric_difference(union(complement(union(u,v)),w),power_class(x))),union(union(union(complement(union(u,v)),w),power_class(x)),union(intersection(union(u,v),complement(w)),complement(power_class(x))))),symmetric_difference(union(union(complement(union(u,v)),w),power_class(x)),union(intersection(union(u,v),complement(w)),complement(power_class(x)))))**.
% 299.86/300.51 155140[0:SpR:103451.0,77631.0] || -> equal(intersection(complement(symmetric_difference(union(u,v),union(w,complement(power_class(x))))),union(union(union(u,v),union(w,complement(power_class(x)))),union(complement(union(u,v)),intersection(complement(w),power_class(x))))),symmetric_difference(union(union(u,v),union(w,complement(power_class(x)))),union(complement(union(u,v)),intersection(complement(w),power_class(x)))))**.
% 299.86/300.51 155900[0:SpR:103452.0,77631.0] || -> equal(intersection(complement(symmetric_difference(union(u,v),union(complement(power_class(w)),x))),union(union(union(u,v),union(complement(power_class(w)),x)),union(complement(union(u,v)),intersection(power_class(w),complement(x))))),symmetric_difference(union(union(u,v),union(complement(power_class(w)),x)),union(complement(union(u,v)),intersection(power_class(w),complement(x)))))**.
% 299.86/300.51 156787[0:SpR:104283.0,77631.0] || -> equal(intersection(complement(symmetric_difference(union(u,v),power_class(complement(union(w,x))))),union(union(union(u,v),power_class(complement(union(w,x)))),union(complement(union(u,v)),image(element_relation,union(w,x))))),symmetric_difference(union(union(u,v),power_class(complement(union(w,x)))),union(complement(union(u,v)),image(element_relation,union(w,x)))))**.
% 299.86/300.51 157616[0:SpR:104284.0,77631.0] || -> equal(intersection(complement(symmetric_difference(power_class(complement(union(u,v))),union(w,x))),union(union(power_class(complement(union(u,v))),union(w,x)),union(image(element_relation,union(u,v)),complement(union(w,x))))),symmetric_difference(union(power_class(complement(union(u,v))),union(w,x)),union(image(element_relation,union(u,v)),complement(union(w,x)))))**.
% 299.86/300.51 163917[0:Res:9363.2,887.0] || member(regular(complement(intersection(u,symmetric_difference(complement(v),complement(w))))),union(complement(v),complement(w)))* member(regular(complement(intersection(u,symmetric_difference(complement(v),complement(w))))),union(v,w)) member(regular(complement(intersection(u,symmetric_difference(complement(v),complement(w))))),u)* -> equal(complement(intersection(u,symmetric_difference(complement(v),complement(w)))),null_class).
% 299.86/300.51 15700[0:SpR:829.2,1072.3] || member(cross_product(u,v),universal_class) member(second(apply(choice,cross_product(u,v))),universal_class) member(first(apply(choice,cross_product(u,v))),universal_class) equal(compose(w,first(apply(choice,cross_product(u,v)))),second(apply(choice,cross_product(u,v))))** -> equal(cross_product(u,v),null_class) member(apply(choice,cross_product(u,v)),compose_class(w)).
% 299.86/300.51 15741[0:Rew:829.2,15726.4] || member(cross_product(u,v),universal_class) member(ordered_pair(ordered_pair(second(apply(choice,cross_product(u,v))),first(apply(choice,cross_product(u,v)))),w),x)* member(ordered_pair(apply(choice,cross_product(u,v)),w),cross_product(cross_product(universal_class,universal_class),universal_class)) -> equal(cross_product(u,v),null_class) member(ordered_pair(apply(choice,cross_product(u,v)),w),flip(x)).
% 299.86/300.51 15742[0:Rew:829.2,15725.4] || member(cross_product(u,v),universal_class) member(ordered_pair(ordered_pair(second(apply(choice,cross_product(u,v))),w),first(apply(choice,cross_product(u,v)))),x)* member(ordered_pair(apply(choice,cross_product(u,v)),w),cross_product(cross_product(universal_class,universal_class),universal_class)) -> equal(cross_product(u,v),null_class) member(ordered_pair(apply(choice,cross_product(u,v)),w),rotate(x)).
% 299.86/300.51 15743[0:Rew:829.2,15702.2] || member(cross_product(u,v),universal_class) member(w,universal_class) member(apply(choice,cross_product(u,v)),cross_product(universal_class,universal_class)) member(ordered_pair(ordered_pair(second(apply(choice,cross_product(u,v))),w),first(apply(choice,cross_product(u,v)))),x)* -> equal(cross_product(u,v),null_class) member(ordered_pair(apply(choice,cross_product(u,v)),w),rotate(x)).
% 299.86/300.51 15744[0:Rew:829.2,15701.2] || member(cross_product(u,v),universal_class) member(w,universal_class) member(apply(choice,cross_product(u,v)),cross_product(universal_class,universal_class)) member(ordered_pair(ordered_pair(second(apply(choice,cross_product(u,v))),first(apply(choice,cross_product(u,v)))),w),x)* -> equal(cross_product(u,v),null_class) member(ordered_pair(apply(choice,cross_product(u,v)),w),flip(x)).
% 299.86/300.51 137852[0:SpL:829.2,14012.0] || member(cross_product(u,v),universal_class) member(apply(choice,cross_product(u,v)),cross_product(universal_class,universal_class)) subclass(composition_function,successor_relation) -> equal(cross_product(u,v),null_class) equal(ordered_pair(second(apply(choice,cross_product(u,v))),compose(first(apply(choice,cross_product(u,v))),second(apply(choice,cross_product(u,v))))),successor(first(apply(choice,cross_product(u,v)))))**.
% 299.86/300.51 163471[0:Res:9363.2,13090.1] || member(apply(choice,intersection(u,complement(symmetric_difference(complement(v),complement(w))))),union(complement(v),complement(w)))* member(apply(choice,intersection(u,complement(symmetric_difference(complement(v),complement(w))))),union(v,w)) member(intersection(u,complement(symmetric_difference(complement(v),complement(w)))),universal_class) -> equal(intersection(u,complement(symmetric_difference(complement(v),complement(w)))),null_class).
% 299.86/300.51 163675[0:Res:9363.2,13288.1] || member(apply(choice,intersection(complement(symmetric_difference(complement(u),complement(v))),w)),union(complement(u),complement(v)))* member(apply(choice,intersection(complement(symmetric_difference(complement(u),complement(v))),w)),union(u,v)) member(intersection(complement(symmetric_difference(complement(u),complement(v))),w),universal_class) -> equal(intersection(complement(symmetric_difference(complement(u),complement(v))),w),null_class).
% 299.86/300.51 168248[0:Res:497.2,78949.0] || member(intersection(u,symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w)))),universal_class) -> equal(intersection(u,symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w)))),null_class) member(apply(choice,intersection(u,symmetric_difference(union(cross_product(v,w),x),complement(restrict(x,v,w))))),complement(symmetric_difference(cross_product(v,w),x)))*.
% 299.86/300.51 168227[4:Res:30965.1,78949.0] || member(union(null_class,symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v)))),universal_class) -> equal(union(null_class,symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v)))),null_class) member(apply(choice,union(null_class,symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))))),complement(symmetric_difference(cross_product(u,v),w)))*.
% 299.86/300.51 168226[0:Res:496.2,78949.0] || member(intersection(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),x),universal_class) -> equal(intersection(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),x),null_class) member(apply(choice,intersection(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),x)),complement(symmetric_difference(cross_product(u,v),w)))*.
% 299.86/300.51 168548[0:Res:497.2,79442.0] || member(intersection(u,symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x)))),universal_class) -> equal(intersection(u,symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x)))),null_class) member(apply(choice,intersection(u,symmetric_difference(union(v,cross_product(w,x)),complement(restrict(v,w,x))))),complement(symmetric_difference(v,cross_product(w,x))))*.
% 299.86/300.51 168527[4:Res:30965.1,79442.0] || member(union(null_class,symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w)))),universal_class) -> equal(union(null_class,symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w)))),null_class) member(apply(choice,union(null_class,symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))))),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.86/300.51 168526[0:Res:496.2,79442.0] || member(intersection(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),x),universal_class) -> equal(intersection(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),x),null_class) member(apply(choice,intersection(symmetric_difference(union(u,cross_product(v,w)),complement(restrict(u,v,w))),x)),complement(symmetric_difference(u,cross_product(v,w))))*.
% 299.86/300.51 172171[0:Res:47996.2,894.0] || member(not_subclass_element(u,intersection(v,symmetric_difference(complement(w),power_class(x)))),union(complement(w),power_class(x)))* member(not_subclass_element(u,intersection(v,symmetric_difference(complement(w),power_class(x)))),union(w,complement(power_class(x)))) member(not_subclass_element(u,intersection(v,symmetric_difference(complement(w),power_class(x)))),v)* -> subclass(u,intersection(v,symmetric_difference(complement(w),power_class(x)))).
% 299.86/300.51 13100[0:Res:497.2,62.0] || member(intersection(u,image(v,image(w,singleton(x)))),universal_class) member(ordered_pair(x,apply(choice,intersection(u,image(v,image(w,singleton(x)))))),cross_product(universal_class,universal_class))* -> equal(intersection(u,image(v,image(w,singleton(x)))),null_class) member(ordered_pair(x,apply(choice,intersection(u,image(v,image(w,singleton(x)))))),compose(v,w))*.
% 299.86/300.51 13298[0:Res:496.2,62.0] || member(intersection(image(u,image(v,singleton(w))),x),universal_class) member(ordered_pair(w,apply(choice,intersection(image(u,image(v,singleton(w))),x))),cross_product(universal_class,universal_class))* -> equal(intersection(image(u,image(v,singleton(w))),x),null_class) member(ordered_pair(w,apply(choice,intersection(image(u,image(v,singleton(w))),x))),compose(u,v))*.
% 299.86/300.51 17689[4:Rew:17265.0,15735.1] || member(cross_product(u,v),universal_class) member(first(apply(choice,cross_product(u,v))),cantor(w)) member(ordered_pair(w,apply(choice,cross_product(u,v))),cross_product(universal_class,cross_product(universal_class,universal_class))) -> equal(cross_product(u,v),null_class) member(ordered_pair(w,ordered_pair(first(apply(choice,cross_product(u,v))),apply(w,first(apply(choice,cross_product(u,v)))))),application_function)*.
% 299.86/300.51 83416[4:Res:30965.1,62.0] || member(union(null_class,image(u,image(v,singleton(w)))),universal_class) member(ordered_pair(w,apply(choice,union(null_class,image(u,image(v,singleton(w)))))),cross_product(universal_class,universal_class))* -> equal(union(null_class,image(u,image(v,singleton(w)))),null_class) member(ordered_pair(w,apply(choice,union(null_class,image(u,image(v,singleton(w)))))),compose(u,v))*.
% 299.86/300.51 149381[0:SpR:103225.0,13323.2] || member(symmetric_difference(union(union(u,v),complement(w)),union(complement(union(u,v)),w)),universal_class) -> equal(symmetric_difference(union(union(u,v),complement(w)),union(complement(union(u,v)),w)),null_class) member(apply(choice,symmetric_difference(union(union(u,v),complement(w)),union(complement(union(u,v)),w))),complement(symmetric_difference(union(u,v),complement(w))))*.
% 299.86/300.51 149380[0:SpR:104218.0,13323.2] || member(symmetric_difference(union(u,complement(union(v,w))),union(complement(u),union(v,w))),universal_class) -> equal(symmetric_difference(union(u,complement(union(v,w))),union(complement(u),union(v,w))),null_class) member(apply(choice,symmetric_difference(union(u,complement(union(v,w))),union(complement(u),union(v,w)))),complement(symmetric_difference(complement(u),union(v,w))))*.
% 299.86/300.51 163536[0:Rew:103452.0,163411.2,103452.0,163411.0] || member(intersection(u,union(complement(union(v,w)),intersection(power_class(x),complement(y)))),universal_class) member(apply(choice,intersection(u,union(complement(union(v,w)),intersection(power_class(x),complement(y))))),intersection(union(v,w),union(complement(power_class(x)),y)))* -> equal(intersection(u,union(complement(union(v,w)),intersection(power_class(x),complement(y)))),null_class).
% 299.86/300.51 163537[0:Rew:103451.0,163410.2,103451.0,163410.0] || member(intersection(u,union(complement(union(v,w)),intersection(complement(x),power_class(y)))),universal_class) member(apply(choice,intersection(u,union(complement(union(v,w)),intersection(complement(x),power_class(y))))),intersection(union(v,w),union(x,complement(power_class(y)))))* -> equal(intersection(u,union(complement(union(v,w)),intersection(complement(x),power_class(y)))),null_class).
% 299.86/300.51 163538[0:Rew:102668.0,163409.2,102668.0,163409.0] || member(intersection(u,union(intersection(power_class(v),complement(w)),complement(union(x,y)))),universal_class) member(apply(choice,intersection(u,union(intersection(power_class(v),complement(w)),complement(union(x,y))))),intersection(union(complement(power_class(v)),w),union(x,y)))* -> equal(intersection(u,union(intersection(power_class(v),complement(w)),complement(union(x,y)))),null_class).
% 299.86/300.51 163539[0:Rew:102667.0,163408.2,102667.0,163408.0] || member(intersection(u,union(intersection(complement(v),power_class(w)),complement(union(x,y)))),universal_class) member(apply(choice,intersection(u,union(intersection(complement(v),power_class(w)),complement(union(x,y))))),intersection(union(v,complement(power_class(w))),union(x,y)))* -> equal(intersection(u,union(intersection(complement(v),power_class(w)),complement(union(x,y)))),null_class).
% 299.86/300.51 163540[0:Rew:104284.0,163405.2,104284.0,163405.0] || member(intersection(u,union(image(element_relation,union(v,w)),complement(union(x,y)))),universal_class) member(apply(choice,intersection(u,union(image(element_relation,union(v,w)),complement(union(x,y))))),intersection(power_class(complement(union(v,w))),union(x,y)))* -> equal(intersection(u,union(image(element_relation,union(v,w)),complement(union(x,y)))),null_class).
% 299.86/300.51 163541[0:Rew:103019.0,163404.2,103019.0,163404.0] || member(intersection(u,union(complement(power_class(v)),intersection(union(w,x),complement(y)))),universal_class) member(apply(choice,intersection(u,union(complement(power_class(v)),intersection(union(w,x),complement(y))))),intersection(power_class(v),union(complement(union(w,x)),y)))* -> equal(intersection(u,union(complement(power_class(v)),intersection(union(w,x),complement(y)))),null_class).
% 299.86/300.51 163542[0:Rew:102583.0,163402.2,102583.0,163402.0] || member(intersection(u,union(complement(power_class(v)),intersection(complement(w),union(x,y)))),universal_class) member(apply(choice,intersection(u,union(complement(power_class(v)),intersection(complement(w),union(x,y))))),intersection(power_class(v),union(w,complement(union(x,y)))))* -> equal(intersection(u,union(complement(power_class(v)),intersection(complement(w),union(x,y)))),null_class).
% 299.86/300.51 163543[0:Rew:103205.0,163400.2,103205.0,163400.0] || member(intersection(u,union(intersection(union(v,w),complement(x)),complement(power_class(y)))),universal_class) member(apply(choice,intersection(u,union(intersection(union(v,w),complement(x)),complement(power_class(y))))),intersection(union(complement(union(v,w)),x),power_class(y)))* -> equal(intersection(u,union(intersection(union(v,w),complement(x)),complement(power_class(y)))),null_class).
% 299.86/300.51 163544[0:Rew:102866.0,163399.2,102866.0,163399.0] || member(intersection(u,union(intersection(complement(v),union(w,x)),complement(power_class(y)))),universal_class) member(apply(choice,intersection(u,union(intersection(complement(v),union(w,x)),complement(power_class(y))))),intersection(union(v,complement(union(w,x))),power_class(y)))* -> equal(intersection(u,union(intersection(complement(v),union(w,x)),complement(power_class(y)))),null_class).
% 299.86/300.51 163545[0:Rew:104283.0,163398.2,104283.0,163398.0] || member(intersection(u,union(complement(union(v,w)),image(element_relation,union(x,y)))),universal_class) member(apply(choice,intersection(u,union(complement(union(v,w)),image(element_relation,union(x,y))))),intersection(union(v,w),power_class(complement(union(x,y)))))* -> equal(intersection(u,union(complement(union(v,w)),image(element_relation,union(x,y)))),null_class).
% 299.86/300.51 163745[0:Rew:103452.0,163602.2,103452.0,163602.0] || member(intersection(union(complement(union(u,v)),intersection(power_class(w),complement(x))),y),universal_class) member(apply(choice,intersection(union(complement(union(u,v)),intersection(power_class(w),complement(x))),y)),intersection(union(u,v),union(complement(power_class(w)),x)))* -> equal(intersection(union(complement(union(u,v)),intersection(power_class(w),complement(x))),y),null_class).
% 299.86/300.51 163746[0:Rew:103451.0,163601.2,103451.0,163601.0] || member(intersection(union(complement(union(u,v)),intersection(complement(w),power_class(x))),y),universal_class) member(apply(choice,intersection(union(complement(union(u,v)),intersection(complement(w),power_class(x))),y)),intersection(union(u,v),union(w,complement(power_class(x)))))* -> equal(intersection(union(complement(union(u,v)),intersection(complement(w),power_class(x))),y),null_class).
% 299.86/300.51 163747[0:Rew:102668.0,163600.2,102668.0,163600.0] || member(intersection(union(intersection(power_class(u),complement(v)),complement(union(w,x))),y),universal_class) member(apply(choice,intersection(union(intersection(power_class(u),complement(v)),complement(union(w,x))),y)),intersection(union(complement(power_class(u)),v),union(w,x)))* -> equal(intersection(union(intersection(power_class(u),complement(v)),complement(union(w,x))),y),null_class).
% 299.86/300.51 163748[0:Rew:102667.0,163599.2,102667.0,163599.0] || member(intersection(union(intersection(complement(u),power_class(v)),complement(union(w,x))),y),universal_class) member(apply(choice,intersection(union(intersection(complement(u),power_class(v)),complement(union(w,x))),y)),intersection(union(u,complement(power_class(v))),union(w,x)))* -> equal(intersection(union(intersection(complement(u),power_class(v)),complement(union(w,x))),y),null_class).
% 299.86/300.51 163749[0:Rew:104284.0,163596.2,104284.0,163596.0] || member(intersection(union(image(element_relation,union(u,v)),complement(union(w,x))),y),universal_class) member(apply(choice,intersection(union(image(element_relation,union(u,v)),complement(union(w,x))),y)),intersection(power_class(complement(union(u,v))),union(w,x)))* -> equal(intersection(union(image(element_relation,union(u,v)),complement(union(w,x))),y),null_class).
% 299.86/300.51 163750[0:Rew:103019.0,163595.2,103019.0,163595.0] || member(intersection(union(complement(power_class(u)),intersection(union(v,w),complement(x))),y),universal_class) member(apply(choice,intersection(union(complement(power_class(u)),intersection(union(v,w),complement(x))),y)),intersection(power_class(u),union(complement(union(v,w)),x)))* -> equal(intersection(union(complement(power_class(u)),intersection(union(v,w),complement(x))),y),null_class).
% 299.86/300.51 163751[0:Rew:102583.0,163593.2,102583.0,163593.0] || member(intersection(union(complement(power_class(u)),intersection(complement(v),union(w,x))),y),universal_class) member(apply(choice,intersection(union(complement(power_class(u)),intersection(complement(v),union(w,x))),y)),intersection(power_class(u),union(v,complement(union(w,x)))))* -> equal(intersection(union(complement(power_class(u)),intersection(complement(v),union(w,x))),y),null_class).
% 299.86/300.51 163752[0:Rew:103205.0,163591.2,103205.0,163591.0] || member(intersection(union(intersection(union(u,v),complement(w)),complement(power_class(x))),y),universal_class) member(apply(choice,intersection(union(intersection(union(u,v),complement(w)),complement(power_class(x))),y)),intersection(union(complement(union(u,v)),w),power_class(x)))* -> equal(intersection(union(intersection(union(u,v),complement(w)),complement(power_class(x))),y),null_class).
% 299.86/300.51 163753[0:Rew:102866.0,163590.2,102866.0,163590.0] || member(intersection(union(intersection(complement(u),union(v,w)),complement(power_class(x))),y),universal_class) member(apply(choice,intersection(union(intersection(complement(u),union(v,w)),complement(power_class(x))),y)),intersection(union(u,complement(union(v,w))),power_class(x)))* -> equal(intersection(union(intersection(complement(u),union(v,w)),complement(power_class(x))),y),null_class).
% 299.86/300.51 163754[0:Rew:104283.0,163589.2,104283.0,163589.0] || member(intersection(union(complement(union(u,v)),image(element_relation,union(w,x))),y),universal_class) member(apply(choice,intersection(union(complement(union(u,v)),image(element_relation,union(w,x))),y)),intersection(union(u,v),power_class(complement(union(w,x)))))* -> equal(intersection(union(complement(union(u,v)),image(element_relation,union(w,x))),y),null_class).
% 299.86/300.51 172168[0:Res:47996.2,887.0] || member(regular(complement(intersection(u,symmetric_difference(complement(v),power_class(w))))),union(complement(v),power_class(w)))* member(regular(complement(intersection(u,symmetric_difference(complement(v),power_class(w))))),union(v,complement(power_class(w)))) member(regular(complement(intersection(u,symmetric_difference(complement(v),power_class(w))))),u)* -> equal(complement(intersection(u,symmetric_difference(complement(v),power_class(w)))),null_class).
% 299.86/300.51 164100[0:SpR:829.2,12960.4] || member(cross_product(u,v),universal_class) member(second(apply(choice,cross_product(u,v))),universal_class)* member(first(apply(choice,cross_product(u,v))),universal_class) equal(successor(first(apply(choice,cross_product(u,v)))),second(apply(choice,cross_product(u,v)))) subclass(successor_relation,w) -> equal(cross_product(u,v),null_class) member(apply(choice,cross_product(u,v)),w)*.
% 299.86/300.51 164505[0:SpL:829.2,14017.0] || member(cross_product(u,v),universal_class) member(apply(choice,cross_product(u,v)),cross_product(universal_class,universal_class)) subclass(composition_function,compose_class(w)) -> equal(cross_product(u,v),null_class) equal(compose(w,first(apply(choice,cross_product(u,v)))),ordered_pair(second(apply(choice,cross_product(u,v))),compose(first(apply(choice,cross_product(u,v))),second(apply(choice,cross_product(u,v))))))*.
% 299.86/300.51 164569[0:SpL:829.2,13988.0] || member(cross_product(u,v),universal_class) member(apply(choice,cross_product(u,v)),cross_product(universal_class,universal_class)) subclass(composition_function,singleton(w))* -> equal(cross_product(u,v),null_class) equal(ordered_pair(first(apply(choice,cross_product(u,v))),ordered_pair(second(apply(choice,cross_product(u,v))),compose(first(apply(choice,cross_product(u,v))),second(apply(choice,cross_product(u,v)))))),w)*.
% 299.86/300.51 172182[0:Res:47996.2,13288.1] || member(apply(choice,intersection(complement(symmetric_difference(complement(u),power_class(v))),w)),union(complement(u),power_class(v)))* member(apply(choice,intersection(complement(symmetric_difference(complement(u),power_class(v))),w)),union(u,complement(power_class(v)))) member(intersection(complement(symmetric_difference(complement(u),power_class(v))),w),universal_class) -> equal(intersection(complement(symmetric_difference(complement(u),power_class(v))),w),null_class).
% 299.86/300.51 172181[0:Res:47996.2,13090.1] || member(apply(choice,intersection(u,complement(symmetric_difference(complement(v),power_class(w))))),union(complement(v),power_class(w)))* member(apply(choice,intersection(u,complement(symmetric_difference(complement(v),power_class(w))))),union(v,complement(power_class(w)))) member(intersection(u,complement(symmetric_difference(complement(v),power_class(w)))),universal_class) -> equal(intersection(u,complement(symmetric_difference(complement(v),power_class(w)))),null_class).
% 299.86/300.51 149385[0:SpR:77631.0,13323.2] || member(symmetric_difference(complement(symmetric_difference(u,v)),union(union(u,v),complement(intersection(u,v)))),universal_class) -> equal(symmetric_difference(complement(symmetric_difference(u,v)),union(union(u,v),complement(intersection(u,v)))),null_class) member(apply(choice,symmetric_difference(complement(symmetric_difference(u,v)),union(union(u,v),complement(intersection(u,v))))),complement(symmetric_difference(union(u,v),complement(intersection(u,v)))))*.
% 299.86/300.51 151413[0:SpR:102583.0,9395.0] || -> equal(intersection(successor(intersection(power_class(u),union(v,complement(union(w,x))))),union(union(complement(power_class(u)),intersection(complement(v),union(w,x))),complement(singleton(intersection(power_class(u),union(v,complement(union(w,x)))))))),symmetric_difference(union(complement(power_class(u)),intersection(complement(v),union(w,x))),complement(singleton(intersection(power_class(u),union(v,complement(union(w,x))))))))**.
% 299.86/300.51 152458[0:SpR:102667.0,9395.0] || -> equal(intersection(successor(intersection(union(u,complement(power_class(v))),union(w,x))),union(union(intersection(complement(u),power_class(v)),complement(union(w,x))),complement(singleton(intersection(union(u,complement(power_class(v))),union(w,x)))))),symmetric_difference(union(intersection(complement(u),power_class(v)),complement(union(w,x))),complement(singleton(intersection(union(u,complement(power_class(v))),union(w,x))))))**.
% 299.86/300.51 152919[0:SpR:102668.0,9395.0] || -> equal(intersection(successor(intersection(union(complement(power_class(u)),v),union(w,x))),union(union(intersection(power_class(u),complement(v)),complement(union(w,x))),complement(singleton(intersection(union(complement(power_class(u)),v),union(w,x)))))),symmetric_difference(union(intersection(power_class(u),complement(v)),complement(union(w,x))),complement(singleton(intersection(union(complement(power_class(u)),v),union(w,x))))))**.
% 299.86/300.51 153396[0:SpR:102866.0,9395.0] || -> equal(intersection(successor(intersection(union(u,complement(union(v,w))),power_class(x))),union(union(intersection(complement(u),union(v,w)),complement(power_class(x))),complement(singleton(intersection(union(u,complement(union(v,w))),power_class(x)))))),symmetric_difference(union(intersection(complement(u),union(v,w)),complement(power_class(x))),complement(singleton(intersection(union(u,complement(union(v,w))),power_class(x))))))**.
% 299.86/300.51 154166[0:SpR:103019.0,9395.0] || -> equal(intersection(successor(intersection(power_class(u),union(complement(union(v,w)),x))),union(union(complement(power_class(u)),intersection(union(v,w),complement(x))),complement(singleton(intersection(power_class(u),union(complement(union(v,w)),x)))))),symmetric_difference(union(complement(power_class(u)),intersection(union(v,w),complement(x))),complement(singleton(intersection(power_class(u),union(complement(union(v,w)),x))))))**.
% 299.86/300.51 154649[0:SpR:103205.0,9395.0] || -> equal(intersection(successor(intersection(union(complement(union(u,v)),w),power_class(x))),union(union(intersection(union(u,v),complement(w)),complement(power_class(x))),complement(singleton(intersection(union(complement(union(u,v)),w),power_class(x)))))),symmetric_difference(union(intersection(union(u,v),complement(w)),complement(power_class(x))),complement(singleton(intersection(union(complement(union(u,v)),w),power_class(x))))))**.
% 299.86/300.51 155095[0:SpR:103451.0,9395.0] || -> equal(intersection(successor(intersection(union(u,v),union(w,complement(power_class(x))))),union(union(complement(union(u,v)),intersection(complement(w),power_class(x))),complement(singleton(intersection(union(u,v),union(w,complement(power_class(x)))))))),symmetric_difference(union(complement(union(u,v)),intersection(complement(w),power_class(x))),complement(singleton(intersection(union(u,v),union(w,complement(power_class(x))))))))**.
% 299.86/300.51 155855[0:SpR:103452.0,9395.0] || -> equal(intersection(successor(intersection(union(u,v),union(complement(power_class(w)),x))),union(union(complement(union(u,v)),intersection(power_class(w),complement(x))),complement(singleton(intersection(union(u,v),union(complement(power_class(w)),x)))))),symmetric_difference(union(complement(union(u,v)),intersection(power_class(w),complement(x))),complement(singleton(intersection(union(u,v),union(complement(power_class(w)),x))))))**.
% 299.86/300.51 156742[0:SpR:104283.0,9395.0] || -> equal(intersection(successor(intersection(union(u,v),power_class(complement(union(w,x))))),union(union(complement(union(u,v)),image(element_relation,union(w,x))),complement(singleton(intersection(union(u,v),power_class(complement(union(w,x)))))))),symmetric_difference(union(complement(union(u,v)),image(element_relation,union(w,x))),complement(singleton(intersection(union(u,v),power_class(complement(union(w,x))))))))**.
% 299.86/300.51 157571[0:SpR:104284.0,9395.0] || -> equal(intersection(successor(intersection(power_class(complement(union(u,v))),union(w,x))),union(union(image(element_relation,union(u,v)),complement(union(w,x))),complement(singleton(intersection(power_class(complement(union(u,v))),union(w,x)))))),symmetric_difference(union(image(element_relation,union(u,v)),complement(union(w,x))),complement(singleton(intersection(power_class(complement(union(u,v))),union(w,x))))))**.
% 299.86/300.51 168292[0:Res:500.2,78949.0] || member(restrict(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),x,y),universal_class) -> equal(restrict(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),x,y),null_class) member(apply(choice,restrict(symmetric_difference(union(cross_product(u,v),w),complement(restrict(w,u,v))),x,y)),coCputime limit exceeded (core dumped)
%------------------------------------------------------------------------------