0.08/0.09 % Problem : theBenchmark.p : TPTP v0.0.0. Released v0.0.0. 0.08/0.14 % Command : run_portfolio.sh /export/starexec/sandbox2/benchmark/theBenchmark.p /export/starexec/sandbox2/tmp/tmp.jdyafnu4VX 0.14/0.34 % Computer : n025.cluster.edu 0.14/0.34 % Model : x86_64 x86_64 0.14/0.34 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz 0.14/0.34 % Memory : 8042.1875MB 0.14/0.34 % OS : Linux 3.10.0-693.el7.x86_64 0.14/0.34 % CPULimit : 1200 0.14/0.34 % DateTime : Tue Jul 13 16:06:12 EDT 2021 0.14/0.34 % CPUTime : 0.14/0.34 % Running portfolio for 120 s 0.14/0.34 % File : /export/starexec/sandbox2/benchmark/theBenchmark.p 0.14/0.34 % Number of cores: 8 0.14/0.34 % Python version: Python 3.6.8 0.14/0.34 % Running in HO mode 0.42/0.59 % Estimated wc time : 1286 0.42/0.59 % Estimated cpu time (7 cpus) : 183.71428571428572 0.49/0.70 % /export/starexec/sandbox2/solver/bin/lams/s6.sh running for 21s 0.49/0.70 % /export/starexec/sandbox2/solver/bin/lams/new_b3.2.norw.sh running for 15s 0.49/0.71 % /export/starexec/sandbox2/solver/bin/lams/s6.ds.sh running for 10s 0.49/0.71 % /export/starexec/sandbox2/solver/bin/lams/c.s.2.sh running for 68s 0.49/0.71 % /export/starexec/sandbox2/solver/bin/lams/b.rpo.sh running for 21s 0.49/0.71 % /export/starexec/sandbox2/solver/bin/lams/c.easy.sh running for 26s 0.49/0.71 % /export/starexec/sandbox2/solver/bin/lams/old_b3.avatar.sh running for 15s 33.53/5.36 % Solved by lams/c.s.2.sh. 33.53/5.36 % done 501 iterations in 4.385s 33.53/5.36 % SZS status Theorem for '/export/starexec/sandbox2/benchmark/theBenchmark.p' 33.53/5.36 % SZS output start Refutation 33.53/5.36 tff(peano0notS, axiom, peano0notS <=> 33.53/5.36 (![Xx]: (in(Xx,omega) => (omegaS(Xx) != emptyset)))). 33.53/5.36 tff('0', plain, 33.53/5.36 peano0notS = (![X4]: (in(X4,omega) => (omegaS(X4) != emptyset))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(omegaSclos, axiom, omegaSclos <=> 33.53/5.36 (![Xx]: (in(Xx,omega) => in(setadjoin(Xx,Xx),omega)))). 33.53/5.36 tff('1', plain, 33.53/5.36 omegaSclos = (![X4]: (in(X4,omega) => in(setadjoin(X4,X4),omega))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(omegaSp, axiom, omegaSp <=> 33.53/5.36 (![Xx]: (in(Xx,omega) => in(omegaS(Xx),omega)))). 33.53/5.36 tff('2', plain, omegaSp = (![X4]: (in(X4,omega) => in(omegaS(X4),omega))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(omegaS, axiom, omegaS() = ^[Xx]: setadjoin(Xx,Xx)). 33.53/5.36 tff('3', plain, omegaS = (^[Xx]: setadjoin(Xx,Xx)), 33.53/5.36 inference('simplify_rw_rule', [status(thm)], [omegaS])). 33.53/5.36 tff('4', plain, omegaS = (^[V_1]: setadjoin(V_1,V_1)), define([status(thm)])). 33.53/5.36 tff(notinself2, axiom, notinself2 <=> (![A,B]: (in(A,B) => (~in(B,A))))). 33.53/5.36 tff('5', plain, notinself2 = (![X4,X6]: (in(X4,X6) => (~in(X6,X4)))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(notinself, axiom, notinself <=> (![A]: (~in(A,A)))). 33.53/5.36 tff('6', plain, notinself = (![X4]: (~in(X4,X4))), define([status(thm)])). 33.53/5.36 tff(foundation2, axiom, foundation2 <=> 33.53/5.36 (![A]: (nonempty(A) => (?[X]: ((binintersect(X,A) = emptyset) & in(X,A)))))). 33.53/5.36 tff('7', plain, 33.53/5.36 foundation2 = 33.53/5.36 (![X4]: 33.53/5.36 (nonempty(X4) => 33.53/5.36 (?[X6]: ((binintersect(X6,X4) = emptyset) & in(X6,X4))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(surjCantorThm, axiom, surjCantorThm <=> 33.53/5.36 (![A,Xf]: 33.53/5.36 (in(Xf,funcSet(A,powerset(A))) => (~surjective(A,powerset(A),Xf))))). 33.53/5.36 tff('8', plain, 33.53/5.36 surjCantorThm = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,funcSet(X4,powerset(X4))) => (~surjective(X4,powerset(X4),X6)))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(leftInvIsSurj, axiom, leftInvIsSurj <=> 33.53/5.36 (![A,B,Xf:(($i > $i))]: 33.53/5.36 ((![Xx]: (in(Xx,A) => in(Xf(Xx),B))) => 33.53/5.36 (![Xg]: 33.53/5.36 (in(Xg,funcSet(B,A)) => 33.53/5.36 ((![Xx]: (in(Xx,A) => (ap(B,A,Xg,Xf(Xx)) = Xx))) => 33.53/5.36 surjective(B,A,Xg))))))). 33.53/5.36 tff('9', plain, 33.53/5.36 leftInvIsSurj = 33.53/5.36 (![X4,X6,X8:(($i > $i))]: 33.53/5.36 ((![X10]: (in(X10,X4) => in(X8(X10),X6))) => 33.53/5.36 (![X12]: 33.53/5.36 (in(X12,funcSet(X6,X4)) => 33.53/5.36 ((![X14]: (in(X14,X4) => (ap(X6,X4,X12,X8(X14)) = X14))) => 33.53/5.36 surjective(X6,X4,X12)))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(surjFuncSetFuncSurj, axiom, surjFuncSetFuncSurj <=> 33.53/5.36 (![Xx,Xy,Xf]: (in(Xf,surjFuncSet(Xx,Xy)) => surjective(Xx,Xy,Xf)))). 33.53/5.36 tff('10', plain, 33.53/5.36 surjFuncSetFuncSurj = 33.53/5.36 (![X4,X6,X8]: (in(X8,surjFuncSet(X4,X6)) => surjective(X4,X6,X8))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(surjFuncSetFuncIn, axiom, surjFuncSetFuncIn <=> 33.53/5.36 (![A,B,Xf]: (in(Xf,surjFuncSet(A,B)) => in(Xf,funcSet(A,B))))). 33.53/5.36 tff('11', plain, 33.53/5.36 surjFuncSetFuncIn = 33.53/5.36 (![X4,X6,X8]: (in(X8,surjFuncSet(X4,X6)) => in(X8,funcSet(X4,X6)))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(injFuncSetFuncInj, axiom, injFuncSetFuncInj <=> 33.53/5.36 (![Xx,Xy,Xf]: (in(Xf,injFuncSet(Xx,Xy)) => injective(Xx,Xy,Xf)))). 33.53/5.36 tff('12', plain, 33.53/5.36 injFuncSetFuncInj = 33.53/5.36 (![X4,X6,X8]: (in(X8,injFuncSet(X4,X6)) => injective(X4,X6,X8))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(injFuncSetFuncIn, axiom, injFuncSetFuncIn <=> 33.53/5.36 (![A,B,Xf]: (in(Xf,injFuncSet(A,B)) => in(Xf,funcSet(A,B))))). 33.53/5.36 tff('13', plain, 33.53/5.36 injFuncSetFuncIn = 33.53/5.36 (![X4,X6,X8]: (in(X8,injFuncSet(X4,X6)) => in(X8,funcSet(X4,X6)))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(injFuncInInjFuncSet, axiom, injFuncInInjFuncSet <=> 33.53/5.36 (![A,B,Xf]: 33.53/5.36 (in(Xf,funcSet(A,B)) => (injective(A,B,Xf) => in(Xf,injFuncSet(A,B)))))). 33.53/5.36 tff('14', plain, 33.53/5.36 injFuncInInjFuncSet = 33.53/5.36 (![X4,X6,X8]: 33.53/5.36 (in(X8,funcSet(X4,X6)) => 33.53/5.36 (injective(X4,X6,X8) => in(X8,injFuncSet(X4,X6))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(image1I, axiom, image1I <=> 33.53/5.36 (![A,Xf:(($i > $i)),Xx]: 33.53/5.36 ((?[Xy]: ((Xx = Xf(Xy)) & in(Xy,A))) => in(Xx,image1(A,^[Xy]: Xf(Xy)))))). 33.53/5.36 tff('15', plain, 33.53/5.36 image1I = 33.53/5.36 (![X4,X6:(($i > $i)),X8]: 33.53/5.36 ((?[X10]: ((X8 = X6(X10)) & in(X10,X4))) => 33.53/5.36 in(X8,image1(X4,^[V_1]: X6(V_1))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(image1E, axiom, image1E <=> 33.53/5.36 (![A,Xf:(($i > $i)),Xx]: 33.53/5.36 (in(Xx,image1(A,^[Xy]: Xf(Xy))) => (?[Xy]: ((Xx = Xf(Xy)) & in(Xy,A)))))). 33.53/5.36 tff('16', plain, 33.53/5.36 image1E = 33.53/5.36 (![X4,X6:(($i > $i)),X8]: 33.53/5.36 (in(X8,image1(X4,^[V_1]: X6(V_1))) => 33.53/5.36 (?[X10]: ((X8 = X6(X10)) & in(X10,X4))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(image1Equiv, axiom, image1Equiv <=> 33.53/5.36 (![A,Xf:(($i > $i)),Xx]: 33.53/5.36 (in(Xx,image1(A,^[Xy]: Xf(Xy))) <=> (?[Xy]: ((Xx = Xf(Xy)) & in(Xy,A)))))). 33.53/5.36 tff('17', plain, 33.53/5.36 image1Equiv = 33.53/5.36 (![X4,X6:(($i > $i)),X8]: 33.53/5.36 (in(X8,image1(X4,^[V_1]: X6(V_1))) <=> 33.53/5.36 (?[X10]: ((X8 = X6(X10)) & in(X10,X4))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(image1Ex1, axiom, image1Ex1 <=> 33.53/5.36 (![A,Xf:(($i > $i))]: 33.53/5.36 exu(^[B]: (![Xx]: (in(Xx,B) <=> (?[Xy]: ((Xx = Xf(Xy)) & in(Xy,A)))))))). 33.53/5.36 tff('18', plain, 33.53/5.36 image1Ex1 = 33.53/5.36 (![X4,X6:(($i > $i))]: 33.53/5.36 exu(^[V_1]: 33.53/5.36 (![X8]: (in(X8,V_1) <=> (?[X10]: ((X8 = X6(X10)) & in(X10,X4))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(image1Ex, axiom, image1Ex <=> 33.53/5.36 (![A,Xf:(($i > $i))]: 33.53/5.36 (?[B]: (![Xx]: (in(Xx,B) <=> (?[Xy]: ((Xx = Xf(Xy)) & in(Xy,A)))))))). 33.53/5.36 tff('19', plain, 33.53/5.36 image1Ex = 33.53/5.36 (![X4,X6:(($i > $i))]: 33.53/5.36 (?[X8]: 33.53/5.36 (![X10]: (in(X10,X8) <=> (?[X12]: ((X10 = X6(X12)) & in(X12,X4))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(woz2B, axiom, woz2B <=> 33.53/5.36 (![A,R]: 33.53/5.36 (breln1(A,R) => 33.53/5.36 (![S]: 33.53/5.36 (breln1(A,S) => 33.53/5.36 (![T]: 33.53/5.36 (breln1(A,T) => 33.53/5.36 (breln1compset(A,binunion(R,S),T) = 33.53/5.36 binunion(breln1invset(A, 33.53/5.36 breln1compset(A,breln1invset(A,T), 33.53/5.36 breln1invset(A,S))), 33.53/5.36 breln1invset(A, 33.53/5.36 breln1compset(A,breln1invset(A,T), 33.53/5.36 breln1invset(A,R)))))))))))). 33.53/5.36 tff('20', plain, 33.53/5.36 woz2B = 33.53/5.36 (![X4,X6]: 33.53/5.36 (breln1(X4,X6) => 33.53/5.36 (![X8]: 33.53/5.36 (breln1(X4,X8) => 33.53/5.36 (![X10]: 33.53/5.36 (breln1(X4,X10) => 33.53/5.36 (breln1compset(X4,binunion(X6,X8),X10) = 33.53/5.36 binunion(breln1invset(X4, 33.53/5.36 breln1compset(X4,breln1invset(X4,X10), 33.53/5.36 breln1invset(X4,X8))), 33.53/5.36 breln1invset(X4, 33.53/5.36 breln1compset(X4,breln1invset(X4,X10), 33.53/5.36 breln1invset(X4,X6))))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(woz2A, axiom, woz2A <=> 33.53/5.36 (![A,R]: 33.53/5.36 (breln1(A,R) => 33.53/5.36 (![S]: 33.53/5.36 (breln1(A,S) => 33.53/5.36 (![T]: 33.53/5.36 (breln1(A,T) => 33.53/5.36 (breln1compset(A,binunion(R,S),T) = 33.53/5.36 binunion(breln1compset(A,R,T),breln1compset(A,S,T)))))))))). 33.53/5.36 tff('21', plain, 33.53/5.36 woz2A = 33.53/5.36 (![X4,X6]: 33.53/5.36 (breln1(X4,X6) => 33.53/5.36 (![X8]: 33.53/5.36 (breln1(X4,X8) => 33.53/5.36 (![X10]: 33.53/5.36 (breln1(X4,X10) => 33.53/5.36 (breln1compset(X4,binunion(X6,X8),X10) = 33.53/5.36 binunion(breln1compset(X4,X6,X10),breln1compset(X4,X8,X10))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(woz2W, axiom, woz2W <=> 33.53/5.36 (![A,R]: 33.53/5.36 (breln1(A,R) => 33.53/5.36 (![S]: 33.53/5.36 (breln1(A,S) => 33.53/5.36 (breln1invset(A,breln1compset(A,R,S)) = 33.53/5.36 breln1compset(A,breln1invset(A,S),breln1invset(A,R)))))))). 33.53/5.36 tff('22', plain, 33.53/5.36 woz2W = 33.53/5.36 (![X4,X6]: 33.53/5.36 (breln1(X4,X6) => 33.53/5.36 (![X8]: 33.53/5.36 (breln1(X4,X8) => 33.53/5.36 (breln1invset(X4,breln1compset(X4,X6,X8)) = 33.53/5.36 breln1compset(X4,breln1invset(X4,X8),breln1invset(X4,X6))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(woz2Ex, axiom, woz2Ex <=> 33.53/5.36 (![A,R]: (breln1(A,R) => (R = breln1invset(A,breln1invset(A,R)))))). 33.53/5.36 tff('23', plain, 33.53/5.36 woz2Ex = 33.53/5.36 (![X4,X6]: (breln1(X4,X6) => (X6 = breln1invset(X4,breln1invset(X4,X6))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(breln1unionCommutes, axiom, breln1unionCommutes <=> 33.53/5.36 (![A,R]: 33.53/5.36 (breln1(A,R) => (![S]: (breln1(A,S) => (binunion(R,S) = binunion(S,R))))))). 33.53/5.36 tff('24', plain, 33.53/5.36 breln1unionCommutes = 33.53/5.36 (![X4,X6]: 33.53/5.36 (breln1(X4,X6) => 33.53/5.36 (![X8]: (breln1(X4,X8) => (binunion(X6,X8) = binunion(X8,X6)))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(breln1unionEcases, axiom, breln1unionEcases <=> 33.53/5.36 (![A,R]: 33.53/5.36 (breln1(A,R) => 33.53/5.36 (![S]: 33.53/5.36 (breln1(A,S) => 33.53/5.36 (![Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (![Xy]: 33.53/5.36 (in(Xy,A) => 33.53/5.36 (in(kpair(Xx,Xy),binunion(R,S)) => 33.53/5.36 (![Xphi:$o]: 33.53/5.36 ((in(kpair(Xx,Xy),R) => Xphi) => 33.53/5.36 ((in(kpair(Xx,Xy),S) => Xphi) => Xphi))))))))))))). 33.53/5.36 tff('25', plain, 33.53/5.36 breln1unionEcases = 33.53/5.36 (![X4,X6]: 33.53/5.36 (breln1(X4,X6) => 33.53/5.36 (![X8]: 33.53/5.36 (breln1(X4,X8) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 (![X12]: 33.53/5.36 (in(X12,X4) => 33.53/5.36 (in(kpair(X10,X12),binunion(X6,X8)) => 33.53/5.36 (![X14:$o]: 33.53/5.36 ((in(kpair(X10,X12),X6) => X14) => 33.53/5.36 ((in(kpair(X10,X12),X8) => X14) => X14)))))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(breln1unionE, axiom, breln1unionE <=> 33.53/5.36 (![A,R]: 33.53/5.36 (breln1(A,R) => 33.53/5.36 (![S]: 33.53/5.36 (breln1(A,S) => 33.53/5.36 (![Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (![Xy]: 33.53/5.36 (in(Xy,A) => 33.53/5.36 (in(kpair(Xx,Xy),binunion(R,S)) => 33.53/5.36 (in(kpair(Xx,Xy),R) | in(kpair(Xx,Xy),S)))))))))))). 33.53/5.36 tff('26', plain, 33.53/5.36 breln1unionE = 33.53/5.36 (![X4,X6]: 33.53/5.36 (breln1(X4,X6) => 33.53/5.36 (![X8]: 33.53/5.36 (breln1(X4,X8) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 (![X12]: 33.53/5.36 (in(X12,X4) => 33.53/5.36 (in(kpair(X10,X12),binunion(X6,X8)) => 33.53/5.36 (in(kpair(X10,X12),X6) | in(kpair(X10,X12),X8))))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(breln1unionI, axiom, breln1unionI <=> 33.53/5.36 (![A,R]: 33.53/5.36 (breln1(A,R) => 33.53/5.36 (![S]: 33.53/5.36 (breln1(A,S) => 33.53/5.36 (![Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (![Xy]: 33.53/5.36 (in(Xy,A) => 33.53/5.36 ((in(kpair(Xx,Xy),R) | in(kpair(Xx,Xy),S)) => 33.53/5.36 in(kpair(Xx,Xy),binunion(R,S)))))))))))). 33.53/5.36 tff('27', plain, 33.53/5.36 breln1unionI = 33.53/5.36 (![X4,X6]: 33.53/5.36 (breln1(X4,X6) => 33.53/5.36 (![X8]: 33.53/5.36 (breln1(X4,X8) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 (![X12]: 33.53/5.36 (in(X12,X4) => 33.53/5.36 ((in(kpair(X10,X12),X6) | in(kpair(X10,X12),X8)) => 33.53/5.36 in(kpair(X10,X12),binunion(X6,X8))))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(breln1unionIR, axiom, breln1unionIR <=> 33.53/5.36 (![A,R]: 33.53/5.36 (breln1(A,R) => 33.53/5.36 (![S]: 33.53/5.36 (breln1(A,S) => 33.53/5.36 (![Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (![Xy]: 33.53/5.36 (in(Xy,A) => 33.53/5.36 (in(kpair(Xx,Xy),S) => in(kpair(Xx,Xy),binunion(R,S)))))))))))). 33.53/5.36 tff('28', plain, 33.53/5.36 breln1unionIR = 33.53/5.36 (![X4,X6]: 33.53/5.36 (breln1(X4,X6) => 33.53/5.36 (![X8]: 33.53/5.36 (breln1(X4,X8) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 (![X12]: 33.53/5.36 (in(X12,X4) => 33.53/5.36 (in(kpair(X10,X12),X8) => 33.53/5.36 in(kpair(X10,X12),binunion(X6,X8))))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(breln1unionIL, axiom, breln1unionIL <=> 33.53/5.36 (![A,R]: 33.53/5.36 (breln1(A,R) => 33.53/5.36 (![S]: 33.53/5.36 (breln1(A,S) => 33.53/5.36 (![Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (![Xy]: 33.53/5.36 (in(Xy,A) => 33.53/5.36 (in(kpair(Xx,Xy),R) => in(kpair(Xx,Xy),binunion(R,S)))))))))))). 33.53/5.36 tff('29', plain, 33.53/5.36 breln1unionIL = 33.53/5.36 (![X4,X6]: 33.53/5.36 (breln1(X4,X6) => 33.53/5.36 (![X8]: 33.53/5.36 (breln1(X4,X8) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 (![X12]: 33.53/5.36 (in(X12,X4) => 33.53/5.36 (in(kpair(X10,X12),X6) => 33.53/5.36 in(kpair(X10,X12),binunion(X6,X8))))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(breln1unionprop, axiom, breln1unionprop <=> 33.53/5.36 (![A,R]: (breln1(A,R) => (![S]: (breln1(A,S) => breln1(A,binunion(R,S))))))). 33.53/5.36 tff('30', plain, 33.53/5.36 breln1unionprop = 33.53/5.36 (![X4,X6]: 33.53/5.36 (breln1(X4,X6) => 33.53/5.36 (![X8]: (breln1(X4,X8) => breln1(X4,binunion(X6,X8)))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(breln1compEex, axiom, breln1compEex <=> 33.53/5.36 (![A,R]: 33.53/5.36 (breln1(A,R) => 33.53/5.36 (![S]: 33.53/5.36 (breln1(A,S) => 33.53/5.36 (![Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (![Xy]: 33.53/5.36 (in(Xy,A) => 33.53/5.36 (in(kpair(Xx,Xy),breln1compset(A,R,S)) => 33.53/5.36 (![Xphi:$o]: 33.53/5.36 ((![Xz]: 33.53/5.36 (in(Xz,A) => 33.53/5.36 (in(kpair(Xx,Xz),R) => 33.53/5.36 (in(kpair(Xz,Xy),S) => Xphi)))) => 33.53/5.36 Xphi)))))))))))). 33.53/5.36 tff('31', plain, 33.53/5.36 breln1compEex = 33.53/5.36 (![X4,X6]: 33.53/5.36 (breln1(X4,X6) => 33.53/5.36 (![X8]: 33.53/5.36 (breln1(X4,X8) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 (![X12]: 33.53/5.36 (in(X12,X4) => 33.53/5.36 (in(kpair(X10,X12),breln1compset(X4,X6,X8)) => 33.53/5.36 (![X14:$o]: 33.53/5.36 ((![X16]: 33.53/5.36 (in(X16,X4) => 33.53/5.36 (in(kpair(X10,X16),X6) => 33.53/5.36 (in(kpair(X16,X12),X8) => X14)))) => 33.53/5.36 X14))))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(breln1compE, axiom, breln1compE <=> 33.53/5.36 (![A,R]: 33.53/5.36 (breln1(A,R) => 33.53/5.36 (![S]: 33.53/5.36 (breln1(A,S) => 33.53/5.36 (![Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (![Xy]: 33.53/5.36 (in(Xy,A) => 33.53/5.36 (in(kpair(Xx,Xy),breln1compset(A,R,S)) => 33.53/5.36 (?[Xz]: 33.53/5.36 (in(kpair(Xz,Xy),S) & in(kpair(Xx,Xz),R) & in(Xz,A))))))))))))). 33.53/5.36 tff('32', plain, 33.53/5.36 breln1compE = 33.53/5.36 (![X4,X6]: 33.53/5.36 (breln1(X4,X6) => 33.53/5.36 (![X8]: 33.53/5.36 (breln1(X4,X8) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 (![X12]: 33.53/5.36 (in(X12,X4) => 33.53/5.36 (in(kpair(X10,X12),breln1compset(X4,X6,X8)) => 33.53/5.36 (?[X14]: 33.53/5.36 (in(kpair(X14,X12),X8) & in(kpair(X10,X14),X6) & 33.53/5.36 in(X14,X4)))))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(breln1compI, axiom, breln1compI <=> 33.53/5.36 (![A,R]: 33.53/5.36 (breln1(A,R) => 33.53/5.36 (![S]: 33.53/5.36 (breln1(A,S) => 33.53/5.36 (![Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (![Xy]: 33.53/5.36 (in(Xy,A) => 33.53/5.36 (![Xz]: 33.53/5.36 (in(Xz,A) => 33.53/5.36 (in(kpair(Xx,Xz),R) => 33.53/5.36 (in(kpair(Xz,Xy),S) => 33.53/5.36 in(kpair(Xx,Xy),breln1compset(A,R,S))))))))))))))). 33.53/5.36 tff('33', plain, 33.53/5.36 breln1compI = 33.53/5.36 (![X4,X6]: 33.53/5.36 (breln1(X4,X6) => 33.53/5.36 (![X8]: 33.53/5.36 (breln1(X4,X8) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 (![X12]: 33.53/5.36 (in(X12,X4) => 33.53/5.36 (![X14]: 33.53/5.36 (in(X14,X4) => 33.53/5.36 (in(kpair(X10,X14),X6) => 33.53/5.36 (in(kpair(X14,X12),X8) => 33.53/5.36 in(kpair(X10,X12),breln1compset(X4,X6,X8)))))))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(breln1compprop, axiom, breln1compprop <=> 33.53/5.36 (![A,R]: 33.53/5.36 (breln1(A,R) => (![S]: (breln1(A,S) => breln1(A,breln1compset(A,R,S))))))). 33.53/5.36 tff('34', plain, 33.53/5.36 breln1compprop = 33.53/5.36 (![X4,X6]: 33.53/5.36 (breln1(X4,X6) => 33.53/5.36 (![X8]: (breln1(X4,X8) => breln1(X4,breln1compset(X4,X6,X8)))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(breln1invE, axiom, breln1invE <=> 33.53/5.36 (![A,R]: 33.53/5.36 (breln1(A,R) => 33.53/5.36 (![Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (![Xy]: 33.53/5.36 (in(Xy,A) => 33.53/5.36 (in(kpair(Xy,Xx),breln1invset(A,R)) => in(kpair(Xx,Xy),R))))))))). 33.53/5.36 tff('35', plain, 33.53/5.36 breln1invE = 33.53/5.36 (![X4,X6]: 33.53/5.36 (breln1(X4,X6) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,X4) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 (in(kpair(X10,X8),breln1invset(X4,X6)) => 33.53/5.36 in(kpair(X8,X10),X6)))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(breln1invI, axiom, breln1invI <=> 33.53/5.36 (![A,R]: 33.53/5.36 (breln1(A,R) => 33.53/5.36 (![Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (![Xy]: 33.53/5.36 (in(Xy,A) => 33.53/5.36 (in(kpair(Xx,Xy),R) => in(kpair(Xy,Xx),breln1invset(A,R)))))))))). 33.53/5.36 tff('36', plain, 33.53/5.36 breln1invI = 33.53/5.36 (![X4,X6]: 33.53/5.36 (breln1(X4,X6) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,X4) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 (in(kpair(X8,X10),X6) => 33.53/5.36 in(kpair(X10,X8),breln1invset(X4,X6))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(breln1invprop, axiom, breln1invprop <=> 33.53/5.36 (![A,R]: (breln1(A,R) => breln1(A,breln1invset(A,R))))). 33.53/5.36 tff('37', plain, 33.53/5.36 breln1invprop = 33.53/5.36 (![X4,X6]: (breln1(X4,X6) => breln1(X4,breln1invset(X4,X6)))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(eqbreln1, axiom, eqbreln1 <=> 33.53/5.36 (![A,R]: 33.53/5.36 (breln1(A,R) => 33.53/5.36 (![S]: 33.53/5.36 (breln1(A,S) => 33.53/5.36 ((![Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (![Xy]: 33.53/5.36 (in(Xy,A) => (in(kpair(Xx,Xy),R) => in(kpair(Xx,Xy),S)))))) => 33.53/5.36 ((![Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (![Xy]: 33.53/5.36 (in(Xy,A) => (in(kpair(Xx,Xy),S) => in(kpair(Xx,Xy),R)))))) => 33.53/5.36 (R = S)))))))). 33.53/5.36 tff('38', plain, 33.53/5.36 eqbreln1 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (breln1(X4,X6) => 33.53/5.36 (![X8]: 33.53/5.36 (breln1(X4,X8) => 33.53/5.36 ((![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 (![X12]: 33.53/5.36 (in(X12,X4) => 33.53/5.36 (in(kpair(X10,X12),X6) => in(kpair(X10,X12),X8)))))) => 33.53/5.36 ((![X14]: 33.53/5.36 (in(X14,X4) => 33.53/5.36 (![X16]: 33.53/5.36 (in(X16,X4) => 33.53/5.36 (in(kpair(X14,X16),X8) => in(kpair(X14,X16),X6)))))) => 33.53/5.36 (X6 = X8))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(subbreln1, axiom, subbreln1 <=> 33.53/5.36 (![A,R]: 33.53/5.36 (breln1(A,R) => 33.53/5.36 (![S]: 33.53/5.36 (breln1(A,S) => 33.53/5.36 ((![Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (![Xy]: 33.53/5.36 (in(Xy,A) => (in(kpair(Xx,Xy),R) => in(kpair(Xx,Xy),S)))))) => 33.53/5.36 subset(R,S))))))). 33.53/5.36 tff('39', plain, 33.53/5.36 subbreln1 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (breln1(X4,X6) => 33.53/5.36 (![X8]: 33.53/5.36 (breln1(X4,X8) => 33.53/5.36 ((![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 (![X12]: 33.53/5.36 (in(X12,X4) => 33.53/5.36 (in(kpair(X10,X12),X6) => in(kpair(X10,X12),X8)))))) => 33.53/5.36 subset(X6,X8)))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(breln1all1, axiom, breln1all1 <=> 33.53/5.36 (![A,R]: 33.53/5.36 (breln1(A,R) => 33.53/5.36 (![Xphi:(($i > $o))]: 33.53/5.36 ((![Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (![Xy]: 33.53/5.36 (in(Xy,A) => (in(kpair(Xx,Xy),R) => Xphi(kpair(Xx,Xy))))))) => 33.53/5.36 (![Xx]: (in(Xx,R) => Xphi(Xx)))))))). 33.53/5.36 tff('40', plain, 33.53/5.36 breln1all1 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (breln1(X4,X6) => 33.53/5.36 (![X8:(($i > $o))]: 33.53/5.36 ((![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 (![X12]: 33.53/5.36 (in(X12,X4) => 33.53/5.36 (in(kpair(X10,X12),X6) => X8(kpair(X10,X12))))))) => 33.53/5.36 (![X14]: (in(X14,X6) => X8(X14))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(setOfPairsIsBReln1, axiom, setOfPairsIsBReln1 <=> 33.53/5.36 (![A,Xphi:(($i * $i) > $o)]: 33.53/5.36 breln1(A,dpsetconstr(A,A,^[Xx,Xy]: Xphi(Xx,Xy))))). 33.53/5.36 tff('41', plain, 33.53/5.36 setOfPairsIsBReln1 = 33.53/5.36 (![X4,X6:(($i * $i) > $o)]: 33.53/5.36 breln1(X4,dpsetconstr(X4,X4,^[V_1,V_2]: X6(V_1,V_2)))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(choice2fnsingleton, axiom, choice2fnsingleton <=> 33.53/5.36 (![A,B,Xphi:(($i * $i) > $o)]: 33.53/5.36 ((![Xx]: (in(Xx,A) => (?[Xy]: (Xphi(Xx,Xy) & in(Xy,B))))) => 33.53/5.36 (![R]: 33.53/5.36 (in(R,breln1Set(B)) => 33.53/5.36 (reflwellordering(B,R) => 33.53/5.36 (![Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 singleton(dsetconstr(B, 33.53/5.36 ^[Xy]: 33.53/5.36 (Xphi(Xx,Xy) & 33.53/5.36 (![Xz]: 33.53/5.36 (in(Xz,B) => 33.53/5.36 (Xphi(Xx,Xz) => in(kpair(Xy,Xz),R))))))))))))))). 33.53/5.36 tff('42', plain, 33.53/5.36 choice2fnsingleton = 33.53/5.36 (![X4,X6,X8:(($i * $i) > $o)]: 33.53/5.36 ((![X10]: (in(X10,X4) => (?[X12]: (X8(X10,X12) & in(X12,X6))))) => 33.53/5.36 (![X14]: 33.53/5.36 (in(X14,breln1Set(X6)) => 33.53/5.36 (reflwellordering(X6,X14) => 33.53/5.36 (![X16]: 33.53/5.36 (in(X16,X4) => 33.53/5.36 singleton(dsetconstr(X6, 33.53/5.36 ^[V_1]: 33.53/5.36 (X8(X16,V_1) & 33.53/5.36 (![X18]: 33.53/5.36 (in(X18,X6) => 33.53/5.36 (X8(X16,X18) => 33.53/5.36 in(kpair(V_1,X18),X14)))))))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(breln1SetBreln1, axiom, breln1SetBreln1 <=> 33.53/5.36 (![A,R]: (in(R,breln1Set(A)) => breln1(A,R)))). 33.53/5.36 tff('43', plain, 33.53/5.36 breln1SetBreln1 = (![X4,X6]: (in(X6,breln1Set(X4)) => breln1(X4,X6))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(breln1all2, axiom, breln1all2 <=> 33.53/5.36 (![A,R]: 33.53/5.36 (breln1(A,R) => 33.53/5.36 (![Xphi:(($i > $o))]: 33.53/5.36 ((![Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (![Xy]: 33.53/5.36 (in(Xy,A) => (in(kpair(Xx,Xy),R) => Xphi(kpair(Xx,Xy))))))) => 33.53/5.36 (![Xx]: (in(Xx,R) => Xphi(Xx)))))))). 33.53/5.36 tff('44', plain, 33.53/5.36 breln1all2 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (breln1(X4,X6) => 33.53/5.36 (![X8:(($i > $o))]: 33.53/5.36 ((![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 (![X12]: 33.53/5.36 (in(X12,X4) => 33.53/5.36 (in(kpair(X10,X12),X6) => X8(kpair(X10,X12))))))) => 33.53/5.36 (![X14]: (in(X14,X6) => X8(X14))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(woz1_5, axiom, woz1_5 <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 in(setminus(A,binunion(X,Y)),powerset(setminus(A,X)))))))). 33.53/5.36 tff('45', plain, 33.53/5.36 woz1_5 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 in(setminus(X4,binunion(X6,X8)),powerset(setminus(X4,X6))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(woz1_4, axiom, woz1_4 <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (subset(X,setminus(A,Y)) => subset(Y,setminus(A,X)))))))). 33.53/5.36 tff('46', plain, 33.53/5.36 woz1_4 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (subset(X6,setminus(X4,X8)) => subset(X8,setminus(X4,X6))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(woz1_3, axiom, woz1_3 <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (![Z]: 33.53/5.36 (in(Z,powerset(A)) => 33.53/5.36 in(binintersect(X,Y), 33.53/5.36 powerset(binintersect(binunion(X,Z),binunion(Y,Z))))))))))). 33.53/5.36 tff('47', plain, 33.53/5.36 woz1_3 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,powerset(X4)) => 33.53/5.36 in(binintersect(X6,X8), 33.53/5.36 powerset(binintersect(binunion(X6,X10),binunion(X8,X10)))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(woz1_2, axiom, woz1_2 <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (![Z]: 33.53/5.36 (in(Z,powerset(A)) => 33.53/5.36 (![W]: 33.53/5.36 (in(W,powerset(A)) => 33.53/5.36 (setminus(A,binintersect(binunion(X,Y),binunion(Z,W))) = 33.53/5.36 binunion(binintersect(setminus(A,X),setminus(A,Y)), 33.53/5.36 binintersect(setminus(A,Z),setminus(A,W))))))))))))). 33.53/5.36 tff('48', plain, 33.53/5.36 woz1_2 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,powerset(X4)) => 33.53/5.36 (![X12]: 33.53/5.36 (in(X12,powerset(X4)) => 33.53/5.36 (setminus(X4, 33.53/5.36 binintersect(binunion(X6,X8),binunion(X10,X12))) = 33.53/5.36 binunion(binintersect(setminus(X4,X6),setminus(X4,X8)), 33.53/5.36 binintersect(setminus(X4,X10),setminus(X4,X12)))))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(woz1_1, axiom, woz1_1 <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 in(setminus(A,X),powerset(setminus(A,binintersect(X,Y))))))))). 33.53/5.36 tff('49', plain, 33.53/5.36 woz1_1 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 in(setminus(X4,X6),powerset(setminus(X4,binintersect(X6,X8)))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(woz13rule4, axiom, woz13rule4 <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (![Z]: 33.53/5.36 (in(Z,powerset(A)) => 33.53/5.36 (![W]: 33.53/5.36 (in(W,powerset(A)) => 33.53/5.36 (subset(X,Z) => 33.53/5.36 (subset(Y,W) => 33.53/5.36 subset(binintersect(X,Y),binintersect(Z,W))))))))))))). 33.53/5.36 tff('50', plain, 33.53/5.36 woz13rule4 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,powerset(X4)) => 33.53/5.36 (![X12]: 33.53/5.36 (in(X12,powerset(X4)) => 33.53/5.36 (subset(X6,X10) => 33.53/5.36 (subset(X8,X12) => 33.53/5.36 subset(binintersect(X6,X8),binintersect(X10,X12)))))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(woz13rule3, axiom, woz13rule3 <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (![Z]: 33.53/5.36 (in(Z,powerset(A)) => 33.53/5.36 (subset(X,Y) => (subset(X,Z) => subset(X,binintersect(Y,Z))))))))))). 33.53/5.36 tff('51', plain, 33.53/5.36 woz13rule3 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,powerset(X4)) => 33.53/5.36 (subset(X6,X8) => 33.53/5.36 (subset(X6,X10) => subset(X6,binintersect(X8,X10)))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(woz13rule2, axiom, woz13rule2 <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (![Z]: 33.53/5.36 (in(Z,powerset(A)) => 33.53/5.36 (subset(Y,Z) => subset(binintersect(X,Y),Z))))))))). 33.53/5.36 tff('52', plain, 33.53/5.36 woz13rule2 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,powerset(X4)) => 33.53/5.36 (subset(X8,X10) => subset(binintersect(X6,X8),X10)))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(woz13rule1, axiom, woz13rule1 <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (![Z]: 33.53/5.36 (in(Z,powerset(A)) => 33.53/5.36 (subset(X,Z) => subset(binintersect(X,Y),Z))))))))). 33.53/5.36 tff('53', plain, 33.53/5.36 woz13rule1 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,powerset(X4)) => 33.53/5.36 (subset(X6,X10) => subset(binintersect(X6,X8),X10)))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(woz13rule0, axiom, woz13rule0 <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (![Xx]: (in(Xx,binintersect(X,Y)) => in(Xx,A)))))))). 33.53/5.36 tff('54', plain, 33.53/5.36 woz13rule0 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (![X10]: (in(X10,binintersect(X6,X8)) => in(X10,X4))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(demorgan2, axiom, demorgan2 <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (setminus(A,binunion(X,Y)) = 33.53/5.36 binintersect(setminus(A,X),setminus(A,Y)))))))). 33.53/5.36 tff('55', plain, 33.53/5.36 demorgan2 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (setminus(X4,binunion(X6,X8)) = 33.53/5.36 binintersect(setminus(X4,X6),setminus(X4,X8))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(demorgan2b, axiom, demorgan2b <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (![Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (in(Xx,binintersect(setminus(A,X),setminus(A,Y))) => 33.53/5.36 in(Xx,setminus(A,binunion(X,Y))))))))))). 33.53/5.36 tff('56', plain, 33.53/5.36 demorgan2b = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 (in(X10,binintersect(setminus(X4,X6),setminus(X4,X8))) => 33.53/5.36 in(X10,setminus(X4,binunion(X6,X8)))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(demorgan2b2, axiom, demorgan2b2 <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (![Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (in(Xx,setminus(A,X)) => 33.53/5.36 (in(Xx,setminus(A,Y)) => in(Xx,setminus(A,binunion(X,Y)))))))))))). 33.53/5.36 tff('57', plain, 33.53/5.36 demorgan2b2 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 (in(X10,setminus(X4,X6)) => 33.53/5.36 (in(X10,setminus(X4,X8)) => 33.53/5.36 in(X10,setminus(X4,binunion(X6,X8))))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(demorgan2a, axiom, demorgan2a <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (![Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (in(Xx,setminus(A,binunion(X,Y))) => 33.53/5.36 in(Xx,binintersect(setminus(A,X),setminus(A,Y))))))))))). 33.53/5.36 tff('58', plain, 33.53/5.36 demorgan2a = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 (in(X10,setminus(X4,binunion(X6,X8))) => 33.53/5.36 in(X10,binintersect(setminus(X4,X6),setminus(X4,X8)))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(demorgan1, axiom, demorgan1 <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (setminus(A,binintersect(X,Y)) = 33.53/5.36 binunion(setminus(A,X),setminus(A,Y)))))))). 33.53/5.36 tff('59', plain, 33.53/5.36 demorgan1 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (setminus(X4,binintersect(X6,X8)) = 33.53/5.36 binunion(setminus(X4,X6),setminus(X4,X8))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(demorgan1b, axiom, demorgan1b <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (![Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (in(Xx,binunion(setminus(A,X),setminus(A,Y))) => 33.53/5.36 in(Xx,setminus(A,binintersect(X,Y))))))))))). 33.53/5.36 tff('60', plain, 33.53/5.36 demorgan1b = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 (in(X10,binunion(setminus(X4,X6),setminus(X4,X8))) => 33.53/5.36 in(X10,setminus(X4,binintersect(X6,X8)))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(demorgan1a, axiom, demorgan1a <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (![Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (in(Xx,setminus(A,binintersect(X,Y))) => 33.53/5.36 in(Xx,binunion(setminus(A,X),setminus(A,Y))))))))))). 33.53/5.36 tff('61', plain, 33.53/5.36 demorgan1a = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 (in(X10,setminus(X4,binintersect(X6,X8))) => 33.53/5.36 in(X10,binunion(setminus(X4,X6),setminus(X4,X8)))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(demorgan2a2, axiom, demorgan2a2 <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (![Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (in(Xx,setminus(A,binunion(X,Y))) => in(Xx,setminus(A,Y)))))))))). 33.53/5.36 tff('62', plain, 33.53/5.36 demorgan2a2 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 (in(X10,setminus(X4,binunion(X6,X8))) => 33.53/5.36 in(X10,setminus(X4,X8))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(complementUnionInPowersetComplement, axiom, 33.53/5.36 complementUnionInPowersetComplement <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 in(setminus(A,binunion(X,Y)),powerset(setminus(A,X)))))))). 33.53/5.36 tff('63', plain, 33.53/5.36 complementUnionInPowersetComplement = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 in(setminus(X4,binunion(X6,X8)),powerset(setminus(X4,X6))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(demorgan2a1, axiom, demorgan2a1 <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (![Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (in(Xx,setminus(A,binunion(X,Y))) => in(Xx,setminus(A,X)))))))))). 33.53/5.36 tff('64', plain, 33.53/5.36 demorgan2a1 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 (in(X10,setminus(X4,binunion(X6,X8))) => 33.53/5.36 in(X10,setminus(X4,X6))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(binunionTEcontra, axiom, binunionTEcontra <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (![Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 ((~in(Xx,X)) => ((~in(Xx,Y)) => (~in(Xx,binunion(X,Y)))))))))))). 33.53/5.36 tff('65', plain, 33.53/5.36 binunionTEcontra = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 ((~in(X10,X6)) => 33.53/5.36 ((~in(X10,X8)) => (~in(X10,binunion(X6,X8))))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(binunionTE, axiom, binunionTE <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (![Xphi:$o,Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (in(Xx,binunion(X,Y)) => 33.53/5.36 ((in(Xx,X) => Xphi) => ((in(Xx,Y) => Xphi) => Xphi)))))))))). 33.53/5.36 tff('66', plain, 33.53/5.36 binunionTE = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (![X10:$o,X12]: 33.53/5.36 (in(X12,X4) => 33.53/5.36 (in(X12,binunion(X6,X8)) => 33.53/5.36 ((in(X12,X6) => X10) => ((in(X12,X8) => X10) => X10))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(inComplementUnionImpInComplement1, axiom, 33.53/5.36 inComplementUnionImpInComplement1 <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (![Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (in(Xx,setminus(A,binunion(X,Y))) => in(Xx,setminus(A,X)))))))))). 33.53/5.36 tff('67', plain, 33.53/5.36 inComplementUnionImpInComplement1 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 (in(X10,setminus(X4,binunion(X6,X8))) => 33.53/5.36 in(X10,setminus(X4,X6))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(inComplementUnionImpNotIn1, axiom, inComplementUnionImpNotIn1 <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (![Xx]: 33.53/5.36 (in(Xx,A) => (in(Xx,setminus(A,binunion(X,Y))) => (~in(Xx,X)))))))))). 33.53/5.36 tff('68', plain, 33.53/5.36 inComplementUnionImpNotIn1 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 (in(X10,setminus(X4,binunion(X6,X8))) => (~in(X10,X6))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(intersectInPowersetIntersectUnions, axiom, 33.53/5.36 intersectInPowersetIntersectUnions <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (![Z]: 33.53/5.36 (in(Z,powerset(A)) => 33.53/5.36 in(binintersect(X,Y), 33.53/5.36 powerset(binintersect(binunion(X,Z),binunion(Y,Z))))))))))). 33.53/5.36 tff('69', plain, 33.53/5.36 intersectInPowersetIntersectUnions = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,powerset(X4)) => 33.53/5.36 in(binintersect(X6,X8), 33.53/5.36 powerset(binintersect(binunion(X6,X10),binunion(X8,X10)))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(inIntersectImpInIntersectUnions, axiom, 33.53/5.36 inIntersectImpInIntersectUnions <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (![Z]: 33.53/5.36 (in(Z,powerset(A)) => 33.53/5.36 (![Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (in(Xx,binintersect(X,Y)) => 33.53/5.36 in(Xx,binintersect(binunion(X,Z),binunion(Y,Z))))))))))))). 33.53/5.36 tff('70', plain, 33.53/5.36 inIntersectImpInIntersectUnions = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,powerset(X4)) => 33.53/5.36 (![X12]: 33.53/5.36 (in(X12,X4) => 33.53/5.36 (in(X12,binintersect(X6,X8)) => 33.53/5.36 in(X12,binintersect(binunion(X6,X10),binunion(X8,X10)))))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(inIntersectImpInUnion2, axiom, inIntersectImpInUnion2 <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (![Z]: 33.53/5.36 (in(Z,powerset(A)) => 33.53/5.36 (![Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (in(Xx,binintersect(X,Y)) => in(Xx,binunion(Y,Z)))))))))))). 33.53/5.36 tff('71', plain, 33.53/5.36 inIntersectImpInUnion2 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,powerset(X4)) => 33.53/5.36 (![X12]: 33.53/5.36 (in(X12,X4) => 33.53/5.36 (in(X12,binintersect(X6,X8)) => in(X12,binunion(X8,X10))))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(inIntersectImpInUnion, axiom, inIntersectImpInUnion <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (![Z]: 33.53/5.36 (in(Z,powerset(A)) => 33.53/5.36 (![Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (in(Xx,binintersect(X,Y)) => in(Xx,binunion(X,Z)))))))))))). 33.53/5.36 tff('72', plain, 33.53/5.36 inIntersectImpInUnion = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,powerset(X4)) => 33.53/5.36 (![X12]: 33.53/5.36 (in(X12,X4) => 33.53/5.36 (in(X12,binintersect(X6,X8)) => in(X12,binunion(X6,X10))))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(binunionTIRcontra, axiom, binunionTIRcontra <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (![Xx]: (in(Xx,A) => ((~in(Xx,binunion(X,Y))) => (~in(Xx,Y)))))))))). 33.53/5.36 tff('73', plain, 33.53/5.36 binunionTIRcontra = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => ((~in(X10,binunion(X6,X8))) => (~in(X10,X8))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(binunionTILcontra, axiom, binunionTILcontra <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (![Xx]: (in(Xx,A) => ((~in(Xx,binunion(X,Y))) => (~in(Xx,X)))))))))). 33.53/5.36 tff('74', plain, 33.53/5.36 binunionTILcontra = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => ((~in(X10,binunion(X6,X8))) => (~in(X10,X6))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(complementTcontraSubset, axiom, complementTcontraSubset <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (subset(X,setminus(A,Y)) => subset(Y,setminus(A,X)))))))). 33.53/5.36 tff('75', plain, 33.53/5.36 complementTcontraSubset = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (subset(X6,setminus(X4,X8)) => subset(X8,setminus(X4,X6))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(contraSubsetComplement, axiom, contraSubsetComplement <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (subset(X,setminus(A,Y)) => 33.53/5.36 (![Xx]: (in(Xx,A) => (in(Xx,Y) => in(Xx,setminus(A,X))))))))))). 33.53/5.36 tff('76', plain, 33.53/5.36 contraSubsetComplement = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (subset(X6,setminus(X4,X8)) => 33.53/5.36 (![X10]: (in(X10,X4) => (in(X10,X8) => in(X10,setminus(X4,X6)))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(complementInPowersetComplementIntersect, axiom, 33.53/5.36 complementInPowersetComplementIntersect <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 in(setminus(A,X),powerset(setminus(A,binintersect(X,Y))))))))). 33.53/5.36 tff('77', plain, 33.53/5.36 complementInPowersetComplementIntersect = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 in(setminus(X4,X6),powerset(setminus(X4,binintersect(X6,X8)))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(complementSubsetComplementIntersect, axiom, 33.53/5.36 complementSubsetComplementIntersect <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 subset(setminus(A,X),setminus(A,binintersect(X,Y)))))))). 33.53/5.36 tff('78', plain, 33.53/5.36 complementSubsetComplementIntersect = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 subset(setminus(X4,X6),setminus(X4,binintersect(X6,X8))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(complementImpComplementIntersect, axiom, 33.53/5.36 complementImpComplementIntersect <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (![Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (in(Xx,setminus(A,X)) => in(Xx,setminus(A,binintersect(X,Y))))))))))). 33.53/5.36 tff('79', plain, 33.53/5.36 complementImpComplementIntersect = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 (in(X10,setminus(X4,X6)) => 33.53/5.36 in(X10,setminus(X4,binintersect(X6,X8)))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(complementTnotintersectT, axiom, complementTnotintersectT <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (![Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (in(Xx,setminus(A,X)) => (~in(Xx,binintersect(X,Y))))))))))). 33.53/5.36 tff('80', plain, 33.53/5.36 complementTnotintersectT = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 (in(X10,setminus(X4,X6)) => (~in(X10,binintersect(X6,X8)))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(doubleComplementEq, axiom, doubleComplementEq <=> 33.53/5.36 (![A,X]: (in(X,powerset(A)) => (X = setminus(A,setminus(A,X)))))). 33.53/5.36 tff('81', plain, 33.53/5.36 doubleComplementEq = 33.53/5.36 (![X4,X6]: (in(X6,powerset(X4)) => (X6 = setminus(X4,setminus(X4,X6))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(doubleComplementSub2, axiom, doubleComplementSub2 <=> 33.53/5.36 (![A,X]: (in(X,powerset(A)) => subset(setminus(A,setminus(A,X)),X)))). 33.53/5.36 tff('82', plain, 33.53/5.36 doubleComplementSub2 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => subset(setminus(X4,setminus(X4,X6)),X6))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(doubleComplementSub1, axiom, doubleComplementSub1 <=> 33.53/5.36 (![A,X]: (in(X,powerset(A)) => subset(X,setminus(A,setminus(A,X)))))). 33.53/5.36 tff('83', plain, 33.53/5.36 doubleComplementSub1 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => subset(X6,setminus(X4,setminus(X4,X6))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(doubleComplementE1, axiom, doubleComplementE1 <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Xx]: (in(Xx,A) => (in(Xx,setminus(A,setminus(A,X))) => in(Xx,X))))))). 33.53/5.36 tff('84', plain, 33.53/5.36 doubleComplementE1 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,X4) => (in(X8,setminus(X4,setminus(X4,X6))) => in(X8,X6)))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(doubleComplementI1, axiom, doubleComplementI1 <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Xx]: (in(Xx,A) => (in(Xx,X) => in(Xx,setminus(A,setminus(A,X))))))))). 33.53/5.36 tff('85', plain, 33.53/5.36 doubleComplementI1 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,X4) => (in(X8,X6) => in(X8,setminus(X4,setminus(X4,X6)))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(contrasubsetT3, axiom, contrasubsetT3 <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (subset(setminus(A,Y),setminus(A,X)) => subset(X,Y))))))). 33.53/5.36 tff('86', plain, 33.53/5.36 contrasubsetT3 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (subset(setminus(X4,X8),setminus(X4,X6)) => subset(X6,X8)))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(contrasubsetT2, axiom, contrasubsetT2 <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (subset(X,Y) => subset(setminus(A,Y),setminus(A,X)))))))). 33.53/5.36 tff('87', plain, 33.53/5.36 contrasubsetT2 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (subset(X6,X8) => subset(setminus(X4,X8),setminus(X4,X6))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(contrasubsetT1, axiom, contrasubsetT1 <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (![Xx]: (in(Xx,A) => (subset(X,Y) => ((~in(Xx,Y)) => (~in(Xx,X))))))))))). 33.53/5.36 tff('88', plain, 33.53/5.36 contrasubsetT1 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 (subset(X6,X8) => ((~in(X10,X8)) => (~in(X10,X6)))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(contrasubsetT, axiom, contrasubsetT <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (![Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (subset(X,setminus(A,Y)) => (in(Xx,Y) => (~in(Xx,X))))))))))). 33.53/5.36 tff('89', plain, 33.53/5.36 contrasubsetT = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 (subset(X6,setminus(X4,X8)) => (in(X10,X8) => (~in(X10,X6)))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(binintersectTERcontra, axiom, binintersectTERcontra <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (![Xx]: (in(Xx,A) => ((~in(Xx,Y)) => (~in(Xx,binintersect(X,Y))))))))))). 33.53/5.36 tff('90', plain, 33.53/5.36 binintersectTERcontra = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 ((~in(X10,X8)) => (~in(X10,binintersect(X6,X8)))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(binintersectTELcontra, axiom, binintersectTELcontra <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (![Xx]: (in(Xx,A) => ((~in(Xx,X)) => (~in(Xx,binintersect(X,Y))))))))))). 33.53/5.36 tff('91', plain, 33.53/5.36 binintersectTELcontra = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 ((~in(X10,X6)) => (~in(X10,binintersect(X6,X8)))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(complementTE1, axiom, complementTE1 <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Xx]: (in(Xx,A) => ((~in(Xx,setminus(A,X))) => in(Xx,X))))))). 33.53/5.36 tff('92', plain, 33.53/5.36 complementTE1 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: (in(X8,X4) => ((~in(X8,setminus(X4,X6))) => in(X8,X6)))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(complementTI1, axiom, complementTI1 <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Xx]: (in(Xx,A) => (in(Xx,X) => (~in(Xx,setminus(A,X))))))))). 33.53/5.36 tff('93', plain, 33.53/5.36 complementTI1 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: (in(X8,X4) => (in(X8,X6) => (~in(X8,setminus(X4,X6)))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(powersetTE1, axiom, powersetTE1 <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 (![Xx]: (in(Xx,A) => (in(X,powerset(Y)) => (in(Xx,X) => in(Xx,Y)))))))))). 33.53/5.36 tff('94', plain, 33.53/5.36 powersetTE1 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 (in(X6,powerset(X8)) => (in(X10,X6) => in(X10,X8))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(powersetTI1, axiom, powersetTI1 <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 ((![Xx]: (in(Xx,A) => (in(Xx,X) => in(Xx,Y)))) => in(X,powerset(Y)))))))). 33.53/5.36 tff('95', plain, 33.53/5.36 powersetTI1 = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 ((![X10]: (in(X10,X4) => (in(X10,X6) => in(X10,X8)))) => 33.53/5.36 in(X6,powerset(X8))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(subsetTI, axiom, subsetTI <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 ((![Xx]: (in(Xx,A) => (in(Xx,X) => in(Xx,Y)))) => subset(X,Y))))))). 33.53/5.36 tff('96', plain, 33.53/5.36 subsetTI = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 ((![X10]: (in(X10,X4) => (in(X10,X6) => in(X10,X8)))) => 33.53/5.36 subset(X6,X8)))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(setextT, axiom, setextT <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: 33.53/5.36 (in(Y,powerset(A)) => 33.53/5.36 ((![Xx]: (in(Xx,A) => (in(Xx,X) => in(Xx,Y)))) => 33.53/5.36 ((![Xx]: (in(Xx,A) => (in(Xx,Y) => in(Xx,X)))) => (X = Y)))))))). 33.53/5.36 tff('97', plain, 33.53/5.36 setextT = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: 33.53/5.36 (in(X8,powerset(X4)) => 33.53/5.36 ((![X10]: (in(X10,X4) => (in(X10,X6) => in(X10,X8)))) => 33.53/5.36 ((![X12]: (in(X12,X4) => (in(X12,X8) => in(X12,X6)))) => 33.53/5.36 (X6 = X8))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(complementT_lem, axiom, complementT_lem <=> 33.53/5.36 (![A,X]: (in(X,powerset(A)) => in(setminus(A,X),powerset(A))))). 33.53/5.36 tff('98', plain, 33.53/5.36 complementT_lem = 33.53/5.36 (![X4,X6]: (in(X6,powerset(X4)) => in(setminus(X4,X6),powerset(X4)))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(setminusT_lem, axiom, setminusT_lem <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: (in(Y,powerset(A)) => in(setminus(X,Y),powerset(A))))))). 33.53/5.36 tff('99', plain, 33.53/5.36 setminusT_lem = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: (in(X8,powerset(X4)) => in(setminus(X6,X8),powerset(X4)))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(powersetT_lem, axiom, powersetT_lem <=> 33.53/5.36 (![A,X]: (in(X,powerset(A)) => in(powerset(X),powerset(powerset(A)))))). 33.53/5.36 tff('100', plain, 33.53/5.36 powersetT_lem = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => in(powerset(X6),powerset(powerset(X4))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(binunionT_lem, axiom, binunionT_lem <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: (in(Y,powerset(A)) => in(binunion(X,Y),powerset(A))))))). 33.53/5.36 tff('101', plain, 33.53/5.36 binunionT_lem = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: (in(X8,powerset(X4)) => in(binunion(X6,X8),powerset(X4)))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(binintersectT_lem, axiom, binintersectT_lem <=> 33.53/5.36 (![A,X]: 33.53/5.36 (in(X,powerset(A)) => 33.53/5.36 (![Y]: (in(Y,powerset(A)) => in(binintersect(X,Y),powerset(A))))))). 33.53/5.36 tff('102', plain, 33.53/5.36 binintersectT_lem = 33.53/5.36 (![X4,X6]: 33.53/5.36 (in(X6,powerset(X4)) => 33.53/5.36 (![X8]: (in(X8,powerset(X4)) => in(binintersect(X6,X8),powerset(X4)))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(iftrueorfalse, axiom, iftrueorfalse <=> 33.53/5.36 (![A,Xphi:$o,Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (![Xy]: 33.53/5.36 (in(Xy,A) => 33.53/5.36 in(if(A,Xphi,Xx,Xy),setadjoin(Xx,setadjoin(Xy,emptyset)))))))). 33.53/5.36 tff('103', plain, 33.53/5.36 iftrueorfalse = 33.53/5.36 (![X4,X6:$o,X8]: 33.53/5.36 (in(X8,X4) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 in(if(X4,X6,X8,X10),setadjoin(X8,setadjoin(X10,emptyset))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(iffalse, axiom, iffalse <=> 33.53/5.36 (![A,Xphi:$o,Xx]: 33.53/5.36 (in(Xx,A) => (![Xy]: (in(Xy,A) => ((~Xphi) => (if(A,Xphi,Xx,Xy) = Xy))))))). 33.53/5.36 tff('104', plain, 33.53/5.36 iffalse = 33.53/5.36 (![X4,X6:$o,X8]: 33.53/5.36 (in(X8,X4) => 33.53/5.36 (![X10]: (in(X10,X4) => ((~X6) => (if(X4,X6,X8,X10) = X10)))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(iftrue, axiom, iftrue <=> 33.53/5.36 (![A,Xphi:$o,Xx]: 33.53/5.36 (in(Xx,A) => (![Xy]: (in(Xy,A) => (Xphi => (if(A,Xphi,Xx,Xy) = Xx))))))). 33.53/5.36 tff('105', plain, 33.53/5.36 iftrue = 33.53/5.36 (![X4,X6:$o,X8]: 33.53/5.36 (in(X8,X4) => 33.53/5.36 (![X10]: (in(X10,X4) => (X6 => (if(X4,X6,X8,X10) = X8)))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(theeq, axiom, theeq <=> 33.53/5.36 (![X]: (singleton(X) => (![Xx]: (in(Xx,X) => (setunion(X) = Xx)))))). 33.53/5.36 tff('106', plain, 33.53/5.36 theeq = 33.53/5.36 (![X4]: (singleton(X4) => (![X6]: (in(X6,X4) => (setunion(X4) = X6))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(ifp, axiom, ifp <=> 33.53/5.36 (![A,Xphi:$o,Xx]: 33.53/5.36 (in(Xx,A) => (![Xy]: (in(Xy,A) => in(if(A,Xphi,Xx,Xy),A)))))). 33.53/5.36 tff('107', plain, 33.53/5.36 ifp = 33.53/5.36 (![X4,X6:$o,X8]: 33.53/5.36 (in(X8,X4) => (![X10]: (in(X10,X4) => in(if(X4,X6,X8,X10),X4))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(ifSingleton, axiom, ifSingleton <=> 33.53/5.36 (![A,Xphi:$o,Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (![Xy]: 33.53/5.36 (in(Xy,A) => 33.53/5.36 singleton(dsetconstr(A, 33.53/5.36 ^[Xz]: 33.53/5.36 ((Xphi & (Xz = Xx)) | ((~Xphi) & (Xz = Xy)))))))))). 33.53/5.36 tff('108', plain, 33.53/5.36 ifSingleton = 33.53/5.36 (![X4,X6:$o,X8]: 33.53/5.36 (in(X8,X4) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 singleton(dsetconstr(X4, 33.53/5.36 ^[V_1]: 33.53/5.36 ((X6 & (V_1 = X8)) | ((~X6) & (V_1 = X10))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(iftrueProp2, axiom, iftrueProp2 <=> 33.53/5.36 (![A,Xphi:$o,Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (![Xy]: 33.53/5.36 (in(Xy,A) => 33.53/5.36 (Xphi => 33.53/5.36 (dsetconstr(A,^[Xz]: ((Xphi & (Xz = Xx)) | ((~Xphi) & (Xz = Xy)))) = 33.53/5.36 setadjoin(Xx,emptyset)))))))). 33.53/5.36 tff('109', plain, 33.53/5.36 iftrueProp2 = 33.53/5.36 (![X4,X6:$o,X8]: 33.53/5.36 (in(X8,X4) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 (X6 => 33.53/5.36 (dsetconstr(X4, 33.53/5.36 ^[V_1]: ((X6 & (V_1 = X8)) | ((~X6) & (V_1 = X10)))) = 33.53/5.36 setadjoin(X8,emptyset))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(iftrueProp1, axiom, iftrueProp1 <=> 33.53/5.36 (![A,Xphi:$o,Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (![Xy]: 33.53/5.36 (in(Xy,A) => 33.53/5.36 (Xphi => 33.53/5.36 in(Xx, 33.53/5.36 dsetconstr(A, 33.53/5.36 ^[Xz]: ((Xphi & (Xz = Xx)) | ((~Xphi) & (Xz = Xy))))))))))). 33.53/5.36 tff('110', plain, 33.53/5.36 iftrueProp1 = 33.53/5.36 (![X4,X6:$o,X8]: 33.53/5.36 (in(X8,X4) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 (X6 => 33.53/5.36 in(X8, 33.53/5.36 dsetconstr(X4, 33.53/5.36 ^[V_1]: 33.53/5.36 ((X6 & (V_1 = X8)) | ((~X6) & (V_1 = X10)))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(iffalseProp2, axiom, iffalseProp2 <=> 33.53/5.36 (![A,Xphi:$o,Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (![Xy]: 33.53/5.36 (in(Xy,A) => 33.53/5.36 ((~Xphi) => 33.53/5.36 (dsetconstr(A,^[Xz]: ((Xphi & (Xz = Xx)) | ((~Xphi) & (Xz = Xy)))) = 33.53/5.36 setadjoin(Xy,emptyset)))))))). 33.53/5.36 tff('111', plain, 33.53/5.36 iffalseProp2 = 33.53/5.36 (![X4,X6:$o,X8]: 33.53/5.36 (in(X8,X4) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 ((~X6) => 33.53/5.36 (dsetconstr(X4, 33.53/5.36 ^[V_1]: ((X6 & (V_1 = X8)) | ((~X6) & (V_1 = X10)))) = 33.53/5.36 setadjoin(X10,emptyset))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(iffalseProp1, axiom, iffalseProp1 <=> 33.53/5.36 (![A,Xphi:$o,Xx]: 33.53/5.36 (in(Xx,A) => 33.53/5.36 (![Xy]: 33.53/5.36 (in(Xy,A) => 33.53/5.36 ((~Xphi) => 33.53/5.36 in(Xy, 33.53/5.36 dsetconstr(A, 33.53/5.36 ^[Xz]: ((Xphi & (Xz = Xx)) | ((~Xphi) & (Xz = Xy))))))))))). 33.53/5.36 tff('112', plain, 33.53/5.36 iffalseProp1 = 33.53/5.36 (![X4,X6:$o,X8]: 33.53/5.36 (in(X8,X4) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,X4) => 33.53/5.36 ((~X6) => 33.53/5.36 in(X10, 33.53/5.36 dsetconstr(X4, 33.53/5.36 ^[V_1]: 33.53/5.36 ((X6 & (V_1 = X8)) | ((~X6) & (V_1 = X10)))))))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(eta2, axiom, eta2 <=> 33.53/5.36 (![A,B,Xf]: (in(Xf,funcSet(A,B)) => (lam(A,B,^[Xx]: ap(A,B,Xf,Xx)) = Xf)))). 33.53/5.36 tff('113', plain, 33.53/5.36 eta2 = 33.53/5.36 (![X4,X6,X8]: 33.53/5.36 (in(X8,funcSet(X4,X6)) => (lam(X4,X6,^[V_1]: ap(X4,X6,X8,V_1)) = X8))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(beta2, axiom, beta2 <=> 33.53/5.36 (![A,B,Xf:(($i > $i))]: 33.53/5.36 ((![Xx]: (in(Xx,A) => in(Xf(Xx),B))) => 33.53/5.36 (![Xx]: (in(Xx,A) => (ap(A,B,lam(A,B,^[Xy]: Xf(Xy)),Xx) = Xf(Xx))))))). 33.53/5.36 tff('114', plain, 33.53/5.36 beta2 = 33.53/5.36 (![X4,X6,X8:(($i > $i))]: 33.53/5.36 ((![X10]: (in(X10,X4) => in(X8(X10),X6))) => 33.53/5.36 (![X12]: 33.53/5.36 (in(X12,X4) => 33.53/5.36 (ap(X4,X6,lam(X4,X6,^[V_1]: X8(V_1)),X12) = X8(X12)))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(lam2lamEq, axiom, lam2lamEq <=> 33.53/5.36 (![A,B,Xf:(($i > $i))]: 33.53/5.36 ((![Xx]: (in(Xx,A) => in(Xf(Xx),B))) => 33.53/5.36 (lam(A,B,^[Xx]: Xf(Xx)) = lam(A,B,^[Xx]: Xf(Xx)))))). 33.53/5.36 tff('115', plain, 33.53/5.36 lam2lamEq = 33.53/5.36 (![X4,X6,X8:(($i > $i))]: 33.53/5.36 ((![X10]: (in(X10,X4) => in(X8(X10),X6))) => 33.53/5.36 (lam(X4,X6,^[V_1]: X8(V_1)) = lam(X4,X6,^[V_2]: X8(V_2))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(eta1, axiom, eta1 <=> 33.53/5.36 (![A,B,Xf]: (func(A,B,Xf) => (lam(A,B,^[Xx]: ap(A,B,Xf,Xx)) = Xf)))). 33.53/5.36 tff('116', plain, 33.53/5.36 eta1 = 33.53/5.36 (![X4,X6,X8]: 33.53/5.36 (func(X4,X6,X8) => (lam(X4,X6,^[V_1]: ap(X4,X6,X8,V_1)) = X8))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(beta1, axiom, beta1 <=> 33.53/5.36 (![A,B,Xf:(($i > $i))]: 33.53/5.36 ((![Xx]: (in(Xx,A) => in(Xf(Xx),B))) => 33.53/5.36 (![Xx]: (in(Xx,A) => (ap(A,B,lam(A,B,^[Xy]: Xf(Xy)),Xx) = Xf(Xx))))))). 33.53/5.36 tff('117', plain, 33.53/5.36 beta1 = 33.53/5.36 (![X4,X6,X8:(($i > $i))]: 33.53/5.36 ((![X10]: (in(X10,X4) => in(X8(X10),X6))) => 33.53/5.36 (![X12]: 33.53/5.36 (in(X12,X4) => 33.53/5.36 (ap(X4,X6,lam(X4,X6,^[V_1]: X8(V_1)),X12) = X8(X12)))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(ap2apEq2, axiom, ap2apEq2 <=> 33.53/5.36 (![A,B,Xf]: 33.53/5.36 (func(A,B,Xf) => (![Xx]: (in(Xx,A) => (ap(A,B,Xf,Xx) = ap(A,B,Xf,Xx))))))). 33.53/5.36 tff('118', plain, 33.53/5.36 ap2apEq2 = 33.53/5.36 (![X4,X6,X8]: 33.53/5.36 (func(X4,X6,X8) => 33.53/5.36 (![X10]: (in(X10,X4) => (ap(X4,X6,X8,X10) = ap(X4,X6,X8,X10)))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(ap2apEq1, axiom, ap2apEq1 <=> 33.53/5.36 (![A,B,Xf]: 33.53/5.36 (in(Xf,funcSet(A,B)) => 33.53/5.36 (![Xx]: (in(Xx,A) => (ap(A,B,Xf,Xx) = ap(A,B,Xf,Xx))))))). 33.53/5.36 tff('119', plain, 33.53/5.36 ap2apEq1 = 33.53/5.36 (![X4,X6,X8]: 33.53/5.36 (in(X8,funcSet(X4,X6)) => 33.53/5.36 (![X10]: (in(X10,X4) => (ap(X4,X6,X8,X10) = ap(X4,X6,X8,X10)))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(funcext2, axiom, funcext2 <=> 33.53/5.36 (![A,B,Xf]: 33.53/5.36 (in(Xf,funcSet(A,B)) => 33.53/5.36 (![Xg]: 33.53/5.36 (in(Xg,funcSet(A,B)) => 33.53/5.36 ((![Xx]: (in(Xx,A) => (ap(A,B,Xf,Xx) = ap(A,B,Xg,Xx)))) => 33.53/5.36 (Xf = Xg))))))). 33.53/5.36 tff('120', plain, 33.53/5.36 funcext2 = 33.53/5.36 (![X4,X6,X8]: 33.53/5.36 (in(X8,funcSet(X4,X6)) => 33.53/5.36 (![X10]: 33.53/5.36 (in(X10,funcSet(X4,X6)) => 33.53/5.36 ((![X12]: (in(X12,X4) => (ap(X4,X6,X8,X12) = ap(X4,X6,X10,X12)))) => 33.53/5.36 (X8 = X10)))))), 33.53/5.36 define([status(thm)])). 33.53/5.36 tff(funcext, axiom, funcext <=> 33.53/5.36 (![A,B,Xf]: 33.53/5.36 (func(A,B,Xf) => 33.53/5.36 (![Xg]: 33.53/5.36 (func(A,B,Xg) => 33.53/5.36 ((![Xx]: (in(Xx,A) => (ap(A,B,Xf,Xx) = ap(A,B,Xg,Xx)))) => 33.53/5.36 (Xf = Xg))))))). 33.53/5.36 tff('121', plain, 33.53/5.36 funcext = 33.53/5.36 (![X4,X6,X8]: 33.53/5.36 (func(X4,X6,X8) => 33.53/5.36 (![X10]: 33.53/5.37 (func(X4,X6,X10) => 33.53/5.37 ((![X12]: (in(X12,X4) => (ap(X4,X6,X8,X12) = ap(X4,X6,X10,X12)))) => 33.53/5.37 (X8 = X10)))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(eqbreln, axiom, eqbreln <=> 33.53/5.37 (![A,B,R]: 33.53/5.37 (breln(A,B,R) => 33.53/5.37 (![S]: 33.53/5.37 (breln(A,B,S) => 33.53/5.37 ((![Xx]: 33.53/5.37 (in(Xx,A) => 33.53/5.37 (![Xy]: 33.53/5.37 (in(Xy,B) => (in(kpair(Xx,Xy),R) => in(kpair(Xx,Xy),S)))))) => 33.53/5.37 ((![Xx]: 33.53/5.37 (in(Xx,A) => 33.53/5.37 (![Xy]: 33.53/5.37 (in(Xy,B) => (in(kpair(Xx,Xy),S) => in(kpair(Xx,Xy),R)))))) => 33.53/5.37 (R = S)))))))). 33.53/5.37 tff('122', plain, 33.53/5.37 eqbreln = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 (breln(X4,X6,X8) => 33.53/5.37 (![X10]: 33.53/5.37 (breln(X4,X6,X10) => 33.53/5.37 ((![X12]: 33.53/5.37 (in(X12,X4) => 33.53/5.37 (![X14]: 33.53/5.37 (in(X14,X6) => 33.53/5.37 (in(kpair(X12,X14),X8) => in(kpair(X12,X14),X10)))))) => 33.53/5.37 ((![X16]: 33.53/5.37 (in(X16,X4) => 33.53/5.37 (![X18]: 33.53/5.37 (in(X18,X6) => 33.53/5.37 (in(kpair(X16,X18),X10) => in(kpair(X16,X18),X8)))))) => 33.53/5.37 (X8 = X10))))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(subbreln, axiom, subbreln <=> 33.53/5.37 (![A,B,R]: 33.53/5.37 (breln(A,B,R) => 33.53/5.37 (![S]: 33.53/5.37 (breln(A,B,S) => 33.53/5.37 ((![Xx]: 33.53/5.37 (in(Xx,A) => 33.53/5.37 (![Xy]: 33.53/5.37 (in(Xy,B) => (in(kpair(Xx,Xy),R) => in(kpair(Xx,Xy),S)))))) => 33.53/5.37 subset(R,S))))))). 33.53/5.37 tff('123', plain, 33.53/5.37 subbreln = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 (breln(X4,X6,X8) => 33.53/5.37 (![X10]: 33.53/5.37 (breln(X4,X6,X10) => 33.53/5.37 ((![X12]: 33.53/5.37 (in(X12,X4) => 33.53/5.37 (![X14]: 33.53/5.37 (in(X14,X6) => 33.53/5.37 (in(kpair(X12,X14),X8) => in(kpair(X12,X14),X10)))))) => 33.53/5.37 subset(X8,X10)))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(funcGraphProp4, axiom, funcGraphProp4 <=> 33.53/5.37 (![A,B,Xf]: 33.53/5.37 (in(Xf,funcSet(A,B)) => 33.53/5.37 (![Xx]: 33.53/5.37 (in(Xx,A) => 33.53/5.37 (![Xy]: (in(Xy,B) => (in(kpair(Xx,Xy),Xf) => (ap(A,B,Xf,Xx) = Xy))))))))). 33.53/5.37 tff('124', plain, 33.53/5.37 funcGraphProp4 = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 (in(X8,funcSet(X4,X6)) => 33.53/5.37 (![X10]: 33.53/5.37 (in(X10,X4) => 33.53/5.37 (![X12]: 33.53/5.37 (in(X12,X6) => 33.53/5.37 (in(kpair(X10,X12),X8) => (ap(X4,X6,X8,X10) = X12)))))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(funcextLem, axiom, funcextLem <=> 33.53/5.37 (![A,B,Xf]: 33.53/5.37 (func(A,B,Xf) => 33.53/5.37 (![Xg]: 33.53/5.37 (func(A,B,Xg) => 33.53/5.37 ((![Xx]: (in(Xx,A) => (ap(A,B,Xf,Xx) = ap(A,B,Xg,Xx)))) => 33.53/5.37 (![Xx]: 33.53/5.37 (in(Xx,A) => 33.53/5.37 (![Xy]: 33.53/5.37 (in(Xy,B) => (in(kpair(Xx,Xy),Xg) => in(kpair(Xx,Xy),Xf)))))))))))). 33.53/5.37 tff('125', plain, 33.53/5.37 funcextLem = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 (func(X4,X6,X8) => 33.53/5.37 (![X10]: 33.53/5.37 (func(X4,X6,X10) => 33.53/5.37 ((![X12]: (in(X12,X4) => (ap(X4,X6,X8,X12) = ap(X4,X6,X10,X12)))) => 33.53/5.37 (![X14]: 33.53/5.37 (in(X14,X4) => 33.53/5.37 (![X16]: 33.53/5.37 (in(X16,X6) => 33.53/5.37 (in(kpair(X14,X16),X10) => in(kpair(X14,X16),X8))))))))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(funcGraphProp2, axiom, funcGraphProp2 <=> 33.53/5.37 (![A,B,Xf]: 33.53/5.37 (func(A,B,Xf) => 33.53/5.37 (![Xx]: 33.53/5.37 (in(Xx,A) => 33.53/5.37 (![Xy]: (in(Xy,B) => (in(kpair(Xx,Xy),Xf) => (ap(A,B,Xf,Xx) = Xy))))))))). 33.53/5.37 tff('126', plain, 33.53/5.37 funcGraphProp2 = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 (func(X4,X6,X8) => 33.53/5.37 (![X10]: 33.53/5.37 (in(X10,X4) => 33.53/5.37 (![X12]: 33.53/5.37 (in(X12,X6) => 33.53/5.37 (in(kpair(X10,X12),X8) => (ap(X4,X6,X8,X10) = X12)))))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(funcGraphProp3, axiom, funcGraphProp3 <=> 33.53/5.37 (![A,B,Xf]: 33.53/5.37 (in(Xf,funcSet(A,B)) => 33.53/5.37 (![Xx]: (in(Xx,A) => in(kpair(Xx,ap(A,B,Xf,Xx)),Xf)))))). 33.53/5.37 tff('127', plain, 33.53/5.37 funcGraphProp3 = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 (in(X8,funcSet(X4,X6)) => 33.53/5.37 (![X10]: (in(X10,X4) => in(kpair(X10,ap(X4,X6,X8,X10)),X8))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(funcGraphProp1, axiom, funcGraphProp1 <=> 33.53/5.37 (![A,B,Xf]: 33.53/5.37 (func(A,B,Xf) => (![Xx]: (in(Xx,A) => in(kpair(Xx,ap(A,B,Xf,Xx)),Xf)))))). 33.53/5.37 tff('128', plain, 33.53/5.37 funcGraphProp1 = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 (func(X4,X6,X8) => 33.53/5.37 (![X10]: (in(X10,X4) => in(kpair(X10,ap(X4,X6,X8,X10)),X8))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(ex1E2, axiom, ex1E2 <=> 33.53/5.37 (![A,Xphi:(($i > $o))]: 33.53/5.37 (ex1(A,^[Xx]: Xphi(Xx)) => 33.53/5.37 (![Xx]: 33.53/5.37 (in(Xx,A) => 33.53/5.37 (![Xy]: (in(Xy,A) => (Xphi(Xx) => (Xphi(Xy) => (Xx = Xy)))))))))). 33.53/5.37 tff('129', plain, 33.53/5.37 ex1E2 = 33.53/5.37 (![X4,X6:(($i > $o))]: 33.53/5.37 (ex1(X4,^[V_1]: X6(V_1)) => 33.53/5.37 (![X8]: 33.53/5.37 (in(X8,X4) => 33.53/5.37 (![X10]: (in(X10,X4) => (X6(X8) => (X6(X10) => (X8 = X10))))))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(brelnall2, axiom, brelnall2 <=> 33.53/5.37 (![A,B,R]: 33.53/5.37 (breln(A,B,R) => 33.53/5.37 (![Xphi:(($i > $o))]: 33.53/5.37 ((![Xx]: 33.53/5.37 (in(Xx,A) => 33.53/5.37 (![Xy]: 33.53/5.37 (in(Xy,B) => (in(kpair(Xx,Xy),R) => Xphi(kpair(Xx,Xy))))))) => 33.53/5.37 (![Xx]: (in(Xx,R) => Xphi(Xx)))))))). 33.53/5.37 tff('130', plain, 33.53/5.37 brelnall2 = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 (breln(X4,X6,X8) => 33.53/5.37 (![X10:(($i > $o))]: 33.53/5.37 ((![X12]: 33.53/5.37 (in(X12,X4) => 33.53/5.37 (![X14]: 33.53/5.37 (in(X14,X6) => 33.53/5.37 (in(kpair(X12,X14),X8) => X10(kpair(X12,X14))))))) => 33.53/5.37 (![X16]: (in(X16,X8) => X10(X16))))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(brelnall1, axiom, brelnall1 <=> 33.53/5.37 (![A,B,R]: 33.53/5.37 (breln(A,B,R) => 33.53/5.37 (![Xphi:(($i > $o))]: 33.53/5.37 ((![Xx]: 33.53/5.37 (in(Xx,A) => 33.53/5.37 (![Xy]: 33.53/5.37 (in(Xy,B) => (in(kpair(Xx,Xy),R) => Xphi(kpair(Xx,Xy))))))) => 33.53/5.37 (![Xx]: (in(Xx,R) => Xphi(Xx)))))))). 33.53/5.37 tff('131', plain, 33.53/5.37 brelnall1 = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 (breln(X4,X6,X8) => 33.53/5.37 (![X10:(($i > $o))]: 33.53/5.37 ((![X12]: 33.53/5.37 (in(X12,X4) => 33.53/5.37 (![X14]: 33.53/5.37 (in(X14,X6) => 33.53/5.37 (in(kpair(X12,X14),X8) => X10(kpair(X12,X14))))))) => 33.53/5.37 (![X16]: (in(X16,X8) => X10(X16))))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(lam2p, axiom, lam2p <=> 33.53/5.37 (![A,B,Xf:(($i > $i))]: 33.53/5.37 ((![Xx]: (in(Xx,A) => in(Xf(Xx),B))) => 33.53/5.37 in(lam(A,B,^[Xx]: Xf(Xx)),funcSet(A,B))))). 33.53/5.37 tff('132', plain, 33.53/5.37 lam2p = 33.53/5.37 (![X4,X6,X8:(($i > $i))]: 33.53/5.37 ((![X10]: (in(X10,X4) => in(X8(X10),X6))) => 33.53/5.37 in(lam(X4,X6,^[V_1]: X8(V_1)),funcSet(X4,X6)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(lamp, axiom, lamp <=> 33.53/5.37 (![A,B,Xf:(($i > $i))]: 33.53/5.37 ((![Xx]: (in(Xx,A) => in(Xf(Xx),B))) => func(A,B,lam(A,B,^[Xx]: Xf(Xx)))))). 33.53/5.37 tff('133', plain, 33.53/5.37 lamp = 33.53/5.37 (![X4,X6,X8:(($i > $i))]: 33.53/5.37 ((![X10]: (in(X10,X4) => in(X8(X10),X6))) => 33.53/5.37 func(X4,X6,lam(X4,X6,^[V_1]: X8(V_1))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(lamProp, axiom, lamProp <=> 33.53/5.37 (![A,B,Xf:(($i > $i))]: 33.53/5.37 ((![Xx]: (in(Xx,A) => in(Xf(Xx),B))) => 33.53/5.37 func(A,B,dpsetconstr(A,B,^[Xx,Xy]: (Xf(Xx) = Xy)))))). 33.53/5.37 tff('134', plain, 33.53/5.37 lamProp = 33.53/5.37 (![X4,X6,X8:(($i > $i))]: 33.53/5.37 ((![X10]: (in(X10,X4) => in(X8(X10),X6))) => 33.53/5.37 func(X4,X6,dpsetconstr(X4,X6,^[V_1,V_2]: (X8(V_1) = V_2))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(funcinfuncset, axiom, funcinfuncset <=> 33.53/5.37 (![A,B,Xf]: (func(A,B,Xf) => in(Xf,funcSet(A,B))))). 33.53/5.37 tff('135', plain, 33.53/5.37 funcinfuncset = (![X4,X6,X8]: (func(X4,X6,X8) => in(X8,funcSet(X4,X6)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(ap2p, axiom, ap2p <=> 33.53/5.37 (![A,B,Xf]: 33.53/5.37 (in(Xf,funcSet(A,B)) => (![Xx]: (in(Xx,A) => in(ap(A,B,Xf,Xx),B)))))). 33.53/5.37 tff('136', plain, 33.53/5.37 ap2p = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 (in(X8,funcSet(X4,X6)) => 33.53/5.37 (![X10]: (in(X10,X4) => in(ap(X4,X6,X8,X10),X6))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(infuncsetfunc, axiom, infuncsetfunc <=> 33.53/5.37 (![A,B,Xf]: (in(Xf,funcSet(A,B)) => func(A,B,Xf)))). 33.53/5.37 tff('137', plain, 33.53/5.37 infuncsetfunc = (![X4,X6,X8]: (in(X8,funcSet(X4,X6)) => func(X4,X6,X8))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(app, axiom, app <=> 33.53/5.37 (![A,B,Xf]: (func(A,B,Xf) => (![Xx]: (in(Xx,A) => in(ap(A,B,Xf,Xx),B)))))). 33.53/5.37 tff('138', plain, 33.53/5.37 app = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 (func(X4,X6,X8) => (![X10]: (in(X10,X4) => in(ap(X4,X6,X8,X10),X6))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(apProp, axiom, apProp <=> 33.53/5.37 (![A,B,Xf]: 33.53/5.37 (func(A,B,Xf) => 33.53/5.37 (![Xx]: 33.53/5.37 (in(Xx,A) => 33.53/5.37 in(setunion(dsetconstr(B,^[Xy]: in(kpair(Xx,Xy),Xf))),B)))))). 33.53/5.37 tff('139', plain, 33.53/5.37 apProp = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 (func(X4,X6,X8) => 33.53/5.37 (![X10]: 33.53/5.37 (in(X10,X4) => 33.53/5.37 in(setunion(dsetconstr(X6,^[V_1]: in(kpair(X10,V_1),X8))),X6))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(funcImageSingleton, axiom, funcImageSingleton <=> 33.53/5.37 (![A,B,Xf]: 33.53/5.37 (func(A,B,Xf) => 33.53/5.37 (![Xx]: 33.53/5.37 (in(Xx,A) => singleton(dsetconstr(B,^[Xy]: in(kpair(Xx,Xy),Xf)))))))). 33.53/5.37 tff('140', plain, 33.53/5.37 funcImageSingleton = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 (func(X4,X6,X8) => 33.53/5.37 (![X10]: 33.53/5.37 (in(X10,X4) => 33.53/5.37 singleton(dsetconstr(X6,^[V_1]: in(kpair(X10,V_1),X8))))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(dpsetconstrER, axiom, dpsetconstrER <=> 33.53/5.37 (![A,B,Xphi:(($i * $i) > $o),Xx,Xy]: 33.53/5.37 (in(kpair(Xx,Xy),dpsetconstr(A,B,^[Xz,Xu]: Xphi(Xz,Xu))) => Xphi(Xx,Xy)))). 33.53/5.37 tff('141', plain, 33.53/5.37 dpsetconstrER = 33.53/5.37 (![X4,X6,X8:(($i * $i) > $o),X10,X12]: 33.53/5.37 (in(kpair(X10,X12),dpsetconstr(X4,X6,^[V_1,V_2]: X8(V_1,V_2))) => 33.53/5.37 X8(X10,X12))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(dpsetconstrEL2, axiom, dpsetconstrEL2 <=> 33.53/5.37 (![A,B,Xphi:(($i * $i) > $o),Xx,Xy]: 33.53/5.37 (in(kpair(Xx,Xy),dpsetconstr(A,B,^[Xz,Xu]: Xphi(Xz,Xu))) => in(Xy,B)))). 33.53/5.37 tff('142', plain, 33.53/5.37 dpsetconstrEL2 = 33.53/5.37 (![X4,X6,X8:(($i * $i) > $o),X10,X12]: 33.53/5.37 (in(kpair(X10,X12),dpsetconstr(X4,X6,^[V_1,V_2]: X8(V_1,V_2))) => 33.53/5.37 in(X12,X6))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(dpsetconstrEL1, axiom, dpsetconstrEL1 <=> 33.53/5.37 (![A,B,Xphi:(($i * $i) > $o),Xx,Xy]: 33.53/5.37 (in(kpair(Xx,Xy),dpsetconstr(A,B,^[Xz,Xu]: Xphi(Xz,Xu))) => in(Xx,A)))). 33.53/5.37 tff('143', plain, 33.53/5.37 dpsetconstrEL1 = 33.53/5.37 (![X4,X6,X8:(($i * $i) > $o),X10,X12]: 33.53/5.37 (in(kpair(X10,X12),dpsetconstr(X4,X6,^[V_1,V_2]: X8(V_1,V_2))) => 33.53/5.37 in(X10,X4))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(dpsetconstrERa, axiom, dpsetconstrERa <=> 33.53/5.37 (![A,B,Xphi:(($i * $i) > $o),Xx]: 33.53/5.37 (in(Xx,A) => 33.53/5.37 (![Xy]: 33.53/5.37 (in(Xy,B) => 33.53/5.37 (in(kpair(Xx,Xy),dpsetconstr(A,B,^[Xz,Xu]: Xphi(Xz,Xu))) => 33.53/5.37 Xphi(Xx,Xy))))))). 33.53/5.37 tff('144', plain, 33.53/5.37 dpsetconstrERa = 33.53/5.37 (![X4,X6,X8:(($i * $i) > $o),X10]: 33.53/5.37 (in(X10,X4) => 33.53/5.37 (![X12]: 33.53/5.37 (in(X12,X6) => 33.53/5.37 (in(kpair(X10,X12),dpsetconstr(X4,X6,^[V_1,V_2]: X8(V_1,V_2))) => 33.53/5.37 X8(X10,X12)))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setOfPairsIsBReln, axiom, setOfPairsIsBReln <=> 33.53/5.37 (![A,B,Xphi:(($i * $i) > $o)]: 33.53/5.37 breln(A,B,dpsetconstr(A,B,^[Xx,Xy]: Xphi(Xx,Xy))))). 33.53/5.37 tff('145', plain, 33.53/5.37 setOfPairsIsBReln = 33.53/5.37 (![X4,X6,X8:(($i * $i) > $o)]: 33.53/5.37 breln(X4,X6,dpsetconstr(X4,X6,^[V_1,V_2]: X8(V_1,V_2)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(dpsetconstrSub, axiom, dpsetconstrSub <=> 33.53/5.37 (![A,B,Xphi:(($i * $i) > $o)]: 33.53/5.37 subset(dpsetconstr(A,B,^[Xx,Xy]: Xphi(Xx,Xy)),cartprod(A,B)))). 33.53/5.37 tff('146', plain, 33.53/5.37 dpsetconstrSub = 33.53/5.37 (![X4,X6,X8:(($i * $i) > $o)]: 33.53/5.37 subset(dpsetconstr(X4,X6,^[V_1,V_2]: X8(V_1,V_2)),cartprod(X4,X6))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(dpsetconstrI, axiom, dpsetconstrI <=> 33.53/5.37 (![A,B,Xphi:(($i * $i) > $o),Xx]: 33.53/5.37 (in(Xx,A) => 33.53/5.37 (![Xy]: 33.53/5.37 (in(Xy,B) => 33.53/5.37 (Xphi(Xx,Xy) => 33.53/5.37 in(kpair(Xx,Xy),dpsetconstr(A,B,^[Xz,Xu]: Xphi(Xz,Xu))))))))). 33.53/5.37 tff('147', plain, 33.53/5.37 dpsetconstrI = 33.53/5.37 (![X4,X6,X8:(($i * $i) > $o),X10]: 33.53/5.37 (in(X10,X4) => 33.53/5.37 (![X12]: 33.53/5.37 (in(X12,X6) => 33.53/5.37 (X8(X10,X12) => 33.53/5.37 in(kpair(X10,X12),dpsetconstr(X4,X6,^[V_1,V_2]: X8(V_1,V_2)))))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(cartprodpairsurjEq, axiom, cartprodpairsurjEq <=> 33.53/5.37 (![A,B,Xu]: (in(Xu,cartprod(A,B)) => (kpair(kfst(Xu),ksnd(Xu)) = Xu)))). 33.53/5.37 tff('148', plain, 33.53/5.37 cartprodpairsurjEq = 33.53/5.37 (![X4,X6,X8]: (in(X8,cartprod(X4,X6)) => (kpair(kfst(X8),ksnd(X8)) = X8))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(cartprodsndpairEq, axiom, cartprodsndpairEq <=> 33.53/5.37 (![A,B,Xx]: (in(Xx,A) => (![Xy]: (in(Xy,B) => (ksnd(kpair(Xx,Xy)) = Xy)))))). 33.53/5.37 tff('149', plain, 33.53/5.37 cartprodsndpairEq = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 (in(X8,X4) => (![X10]: (in(X10,X6) => (ksnd(kpair(X8,X10)) = X10))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(cartprodfstpairEq, axiom, cartprodfstpairEq <=> 33.53/5.37 (![A,B,Xx]: (in(Xx,A) => (![Xy]: (in(Xy,B) => (kfst(kpair(Xx,Xy)) = Xx)))))). 33.53/5.37 tff('150', plain, 33.53/5.37 cartprodfstpairEq = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 (in(X8,X4) => (![X10]: (in(X10,X6) => (kfst(kpair(X8,X10)) = X8))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(cartprodmempaircEq, axiom, cartprodmempaircEq <=> 33.53/5.37 (![A,B,Xx]: 33.53/5.37 (in(Xx,A) => (![Xy]: (in(Xy,B) => (kpair(Xx,Xy) = kpair(Xx,Xy))))))). 33.53/5.37 tff('151', plain, 33.53/5.37 cartprodmempaircEq = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 (in(X8,X4) => 33.53/5.37 (![X10]: (in(X10,X6) => (kpair(X8,X10) = kpair(X8,X10)))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(cartprodpairmemER, axiom, cartprodpairmemER <=> 33.53/5.37 (![A,B,Xx,Xy]: (in(kpair(Xx,Xy),cartprod(A,B)) => in(Xy,B)))). 33.53/5.37 tff('152', plain, 33.53/5.37 cartprodpairmemER = 33.53/5.37 (![X4,X6,X8,X10]: (in(kpair(X8,X10),cartprod(X4,X6)) => in(X10,X6))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(cartprodpairmemEL, axiom, cartprodpairmemEL <=> 33.53/5.37 (![A,B,Xx,Xy]: (in(kpair(Xx,Xy),cartprod(A,B)) => in(Xx,A)))). 33.53/5.37 tff('153', plain, 33.53/5.37 cartprodpairmemEL = 33.53/5.37 (![X4,X6,X8,X10]: (in(kpair(X8,X10),cartprod(X4,X6)) => in(X8,X4))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(cartprodsndin, axiom, cartprodsndin <=> 33.53/5.37 (![A,B,Xu]: (in(Xu,cartprod(A,B)) => in(ksnd(Xu),B)))). 33.53/5.37 tff('154', plain, 33.53/5.37 cartprodsndin = 33.53/5.37 (![X4,X6,X8]: (in(X8,cartprod(X4,X6)) => in(ksnd(X8),X6))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(kpairsurjEq, axiom, kpairsurjEq <=> 33.53/5.37 (![Xu]: (iskpair(Xu) => (kpair(kfst(Xu),ksnd(Xu)) = Xu)))). 33.53/5.37 tff('155', plain, 33.53/5.37 kpairsurjEq = (![X4]: (iskpair(X4) => (kpair(kfst(X4),ksnd(X4)) = X4))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(ksndpairEq, axiom, ksndpairEq <=> (![Xx,Xy]: (ksnd(kpair(Xx,Xy)) = Xy))). 33.53/5.37 tff('156', plain, ksndpairEq = (![X4,X6]: (ksnd(kpair(X4,X6)) = X6)), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(ksndsingleton, axiom, ksndsingleton <=> 33.53/5.37 (![Xu]: 33.53/5.37 (iskpair(Xu) => 33.53/5.37 singleton(dsetconstr(setunion(Xu),^[Xx]: (Xu = kpair(kfst(Xu),Xx))))))). 33.53/5.37 tff('157', plain, 33.53/5.37 ksndsingleton = 33.53/5.37 (![X4]: 33.53/5.37 (iskpair(X4) => 33.53/5.37 singleton(dsetconstr(setunion(X4),^[V_1]: (X4 = kpair(kfst(X4),V_1)))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setukpairinjR, axiom, setukpairinjR <=> 33.53/5.37 (![Xx,Xy,Xz,Xu]: ((kpair(Xx,Xy) = kpair(Xz,Xu)) => (Xy = Xu)))). 33.53/5.37 tff('158', plain, 33.53/5.37 setukpairinjR = 33.53/5.37 (![X4,X6,X8,X10]: ((kpair(X4,X6) = kpair(X8,X10)) => (X6 = X10))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setukpairinjR2, axiom, setukpairinjR2 <=> 33.53/5.37 (![Xx,Xy,Xz,Xu]: 33.53/5.37 ((setadjoin(setadjoin(Xx,emptyset), 33.53/5.37 setadjoin(setadjoin(Xx,setadjoin(Xy,emptyset)),emptyset)) = 33.53/5.37 setadjoin(setadjoin(Xz,emptyset), 33.53/5.37 setadjoin(setadjoin(Xz,setadjoin(Xu,emptyset)),emptyset))) => 33.53/5.37 (Xy = Xu)))). 33.53/5.37 tff('159', plain, 33.53/5.37 setukpairinjR2 = 33.53/5.37 (![X4,X6,X8,X10]: 33.53/5.37 ((setadjoin(setadjoin(X4,emptyset), 33.53/5.37 setadjoin(setadjoin(X4,setadjoin(X6,emptyset)),emptyset)) = 33.53/5.37 setadjoin(setadjoin(X8,emptyset), 33.53/5.37 setadjoin(setadjoin(X8,setadjoin(X10,emptyset)),emptyset))) => 33.53/5.37 (X6 = X10))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(upairequniteq, axiom, upairequniteq <=> 33.53/5.37 (![Xx,Xy,Xz]: 33.53/5.37 ((setadjoin(Xx,setadjoin(Xy,emptyset)) = setadjoin(Xz,emptyset)) => 33.53/5.37 (Xx = Xy)))). 33.53/5.37 tff('160', plain, 33.53/5.37 upairequniteq = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 ((setadjoin(X4,setadjoin(X6,emptyset)) = setadjoin(X8,emptyset)) => 33.53/5.37 (X4 = X6))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setukpairinjR1, axiom, setukpairinjR1 <=> 33.53/5.37 (![Xx,Xy,Xz,Xu]: 33.53/5.37 ((setadjoin(setadjoin(Xx,emptyset), 33.53/5.37 setadjoin(setadjoin(Xx,setadjoin(Xy,emptyset)),emptyset)) = 33.53/5.37 setadjoin(setadjoin(Xz,emptyset), 33.53/5.37 setadjoin(setadjoin(Xz,setadjoin(Xu,emptyset)),emptyset))) => 33.53/5.37 ((Xz = Xu) => (Xy = Xu))))). 33.53/5.37 tff('161', plain, 33.53/5.37 setukpairinjR1 = 33.53/5.37 (![X4,X6,X8,X10]: 33.53/5.37 ((setadjoin(setadjoin(X4,emptyset), 33.53/5.37 setadjoin(setadjoin(X4,setadjoin(X6,emptyset)),emptyset)) = 33.53/5.37 setadjoin(setadjoin(X8,emptyset), 33.53/5.37 setadjoin(setadjoin(X8,setadjoin(X10,emptyset)),emptyset))) => 33.53/5.37 ((X8 = X10) => (X6 = X10)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setukpairinjR12, axiom, setukpairinjR12 <=> 33.53/5.37 (![Xx,Xy]: 33.53/5.37 ((Xx = Xy) => 33.53/5.37 (setadjoin(setadjoin(Xx,emptyset), 33.53/5.37 setadjoin(setadjoin(Xx,setadjoin(Xy,emptyset)),emptyset)) = 33.53/5.37 setadjoin(setadjoin(Xx,emptyset),emptyset))))). 33.53/5.37 tff('162', plain, 33.53/5.37 setukpairinjR12 = 33.53/5.37 (![X4,X6]: 33.53/5.37 ((X4 = X6) => 33.53/5.37 (setadjoin(setadjoin(X4,emptyset), 33.53/5.37 setadjoin(setadjoin(X4,setadjoin(X6,emptyset)),emptyset)) = 33.53/5.37 setadjoin(setadjoin(X4,emptyset),emptyset)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setukpairinjR11, axiom, setukpairinjR11 <=> 33.53/5.37 (![Xx,Xy]: 33.53/5.37 ((Xx = Xy) => 33.53/5.37 (setadjoin(Xx,setadjoin(Xy,emptyset)) = setadjoin(Xx,emptyset))))). 33.53/5.37 tff('163', plain, 33.53/5.37 setukpairinjR11 = 33.53/5.37 (![X4,X6]: 33.53/5.37 ((X4 = X6) => 33.53/5.37 (setadjoin(X4,setadjoin(X6,emptyset)) = setadjoin(X4,emptyset)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setukpairinjL, axiom, setukpairinjL <=> 33.53/5.37 (![Xx,Xy,Xz,Xu]: ((kpair(Xx,Xy) = kpair(Xz,Xu)) => (Xx = Xz)))). 33.53/5.37 tff('164', plain, 33.53/5.37 setukpairinjL = 33.53/5.37 (![X4,X6,X8,X10]: ((kpair(X4,X6) = kpair(X8,X10)) => (X4 = X8))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setukpairinjL2, axiom, setukpairinjL2 <=> 33.53/5.37 (![Xx,Xy,Xz,Xu]: 33.53/5.37 ((setadjoin(setadjoin(Xx,emptyset), 33.53/5.37 setadjoin(setadjoin(Xx,setadjoin(Xy,emptyset)),emptyset)) = 33.53/5.37 setadjoin(setadjoin(Xz,emptyset), 33.53/5.37 setadjoin(setadjoin(Xz,setadjoin(Xu,emptyset)),emptyset))) => 33.53/5.37 (Xx = Xz)))). 33.53/5.37 tff('165', plain, 33.53/5.37 setukpairinjL2 = 33.53/5.37 (![X4,X6,X8,X10]: 33.53/5.37 ((setadjoin(setadjoin(X4,emptyset), 33.53/5.37 setadjoin(setadjoin(X4,setadjoin(X6,emptyset)),emptyset)) = 33.53/5.37 setadjoin(setadjoin(X8,emptyset), 33.53/5.37 setadjoin(setadjoin(X8,setadjoin(X10,emptyset)),emptyset))) => 33.53/5.37 (X4 = X8))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(cartprodfstin, axiom, cartprodfstin <=> 33.53/5.37 (![A,B,Xu]: (in(Xu,cartprod(A,B)) => in(kfst(Xu),A)))). 33.53/5.37 tff('166', plain, 33.53/5.37 cartprodfstin = 33.53/5.37 (![X4,X6,X8]: (in(X8,cartprod(X4,X6)) => in(kfst(X8),X4))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(kfstpairEq, axiom, kfstpairEq <=> (![Xx,Xy]: (kfst(kpair(Xx,Xy)) = Xx))). 33.53/5.37 tff('167', plain, kfstpairEq = (![X4,X6]: (kfst(kpair(X4,X6)) = X4)), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(theprop, axiom, theprop <=> (![X]: (singleton(X) => in(setunion(X),X)))). 33.53/5.37 tff('168', plain, theprop = (![X4]: (singleton(X4) => in(setunion(X4),X4))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(kfstsingleton, axiom, kfstsingleton <=> 33.53/5.37 (![Xu]: 33.53/5.37 (iskpair(Xu) => 33.53/5.37 singleton(dsetconstr(setunion(Xu),^[Xx]: in(setadjoin(Xx,emptyset),Xu)))))). 33.53/5.37 tff('169', plain, 33.53/5.37 kfstsingleton = 33.53/5.37 (![X4]: 33.53/5.37 (iskpair(X4) => 33.53/5.37 singleton(dsetconstr(setunion(X4), 33.53/5.37 ^[V_1]: in(setadjoin(V_1,emptyset),X4))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setukpairinjL1, axiom, setukpairinjL1 <=> 33.53/5.37 (![Xx,Xy,Xz]: 33.53/5.37 (in(setadjoin(Xz,emptyset), 33.53/5.37 setadjoin(setadjoin(Xx,emptyset), 33.53/5.37 setadjoin(setadjoin(Xx,setadjoin(Xy,emptyset)),emptyset))) => 33.53/5.37 (Xx = Xz)))). 33.53/5.37 tff('170', plain, 33.53/5.37 setukpairinjL1 = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 (in(setadjoin(X8,emptyset), 33.53/5.37 setadjoin(setadjoin(X4,emptyset), 33.53/5.37 setadjoin(setadjoin(X4,setadjoin(X6,emptyset)),emptyset))) => 33.53/5.37 (X4 = X8))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(singletonsuniq, axiom, singletonsuniq <=> 33.53/5.37 (![Xx,Xy]: ((setadjoin(Xx,emptyset) = setadjoin(Xy,emptyset)) => (Xx = Xy)))). 33.53/5.37 tff('171', plain, 33.53/5.37 singletonsuniq = 33.53/5.37 (![X4,X6]: 33.53/5.37 ((setadjoin(X4,emptyset) = setadjoin(X6,emptyset)) => (X4 = X6))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(ex1I2, axiom, ex1I2 <=> 33.53/5.37 (![A,Xphi:(($i > $o))]: 33.53/5.37 ((![Xx]: 33.53/5.37 (in(Xx,A) => 33.53/5.37 (![Xy]: (in(Xy,A) => (Xphi(Xx) => (Xphi(Xy) => (Xx = Xy))))))) => 33.53/5.37 ((?[Xx]: (Xphi(Xx) & in(Xx,A))) => ex1(A,^[Xx]: Xphi(Xx)))))). 33.53/5.37 tff('172', plain, 33.53/5.37 ex1I2 = 33.53/5.37 (![X4,X6:(($i > $o))]: 33.53/5.37 ((![X8]: 33.53/5.37 (in(X8,X4) => 33.53/5.37 (![X10]: (in(X10,X4) => (X6(X8) => (X6(X10) => (X8 = X10))))))) => 33.53/5.37 ((?[X12]: (X6(X12) & in(X12,X4))) => ex1(X4,^[V_1]: X6(V_1))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(ex1I, axiom, ex1I <=> 33.53/5.37 (![A,Xphi:(($i > $o)),Xx]: 33.53/5.37 (in(Xx,A) => 33.53/5.37 (Xphi(Xx) => 33.53/5.37 ((![Xy]: (in(Xy,A) => (Xphi(Xy) => (Xy = Xx)))) => 33.53/5.37 ex1(A,^[Xy]: Xphi(Xy))))))). 33.53/5.37 tff('173', plain, 33.53/5.37 ex1I = 33.53/5.37 (![X4,X6:(($i > $o)),X8]: 33.53/5.37 (in(X8,X4) => 33.53/5.37 (X6(X8) => 33.53/5.37 ((![X10]: (in(X10,X4) => (X6(X10) => (X10 = X8)))) => 33.53/5.37 ex1(X4,^[V_1]: X6(V_1)))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(ex1E1, axiom, ex1E1 <=> 33.53/5.37 (![A,Xphi:(($i > $o))]: 33.53/5.37 (ex1(A,^[Xx]: Xphi(Xx)) => (?[Xx]: (Xphi(Xx) & in(Xx,A)))))). 33.53/5.37 tff('174', plain, 33.53/5.37 ex1E1 = 33.53/5.37 (![X4,X6:(($i > $o))]: 33.53/5.37 (ex1(X4,^[V_1]: X6(V_1)) => (?[X8]: (X6(X8) & in(X8,X4))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(singletonprop, axiom, singletonprop <=> 33.53/5.37 (![A,Xphi:(($i > $o))]: 33.53/5.37 ((![Xx]: 33.53/5.37 (in(Xx,A) => 33.53/5.37 (![Xy]: (in(Xy,A) => (Xphi(Xx) => (Xphi(Xy) => (Xx = Xy))))))) => 33.53/5.37 ((?[Xx]: (Xphi(Xx) & in(Xx,A))) => 33.53/5.37 singleton(dsetconstr(A,^[Xx]: Xphi(Xx))))))). 33.53/5.37 tff('175', plain, 33.53/5.37 singletonprop = 33.53/5.37 (![X4,X6:(($i > $o))]: 33.53/5.37 ((![X8]: 33.53/5.37 (in(X8,X4) => 33.53/5.37 (![X10]: (in(X10,X4) => (X6(X8) => (X6(X10) => (X8 = X10))))))) => 33.53/5.37 ((?[X12]: (X6(X12) & in(X12,X4))) => 33.53/5.37 singleton(dsetconstr(X4,^[V_1]: X6(V_1)))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setunionsingleton, axiom, setunionsingleton <=> 33.53/5.37 (![Xx]: (setunion(setadjoin(Xx,emptyset)) = Xx))). 33.53/5.37 tff('176', plain, 33.53/5.37 setunionsingleton = (![X4]: (setunion(setadjoin(X4,emptyset)) = X4)), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setunionsingleton2, axiom, setunionsingleton2 <=> 33.53/5.37 (![A]: subset(A,setunion(setadjoin(A,emptyset))))). 33.53/5.37 tff('177', plain, 33.53/5.37 setunionsingleton2 = (![X4]: subset(X4,setunion(setadjoin(X4,emptyset)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setunionsingleton1, axiom, setunionsingleton1 <=> 33.53/5.37 (![A]: subset(setunion(setadjoin(A,emptyset)),A))). 33.53/5.37 tff('178', plain, 33.53/5.37 setunionsingleton1 = (![X4]: subset(setunion(setadjoin(X4,emptyset)),X4)), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setunionE2, axiom, setunionE2 <=> 33.53/5.37 (![A,Xx]: (in(Xx,setunion(A)) => (?[X]: (in(Xx,X) & in(X,A)))))). 33.53/5.37 tff('179', plain, 33.53/5.37 setunionE2 = 33.53/5.37 (![X4,X6]: (in(X6,setunion(X4)) => (?[X8]: (in(X6,X8) & in(X8,X4))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(cartprodmempair, axiom, cartprodmempair <=> 33.53/5.37 (![A,B,Xu]: (in(Xu,cartprod(A,B)) => iskpair(Xu)))). 33.53/5.37 tff('180', plain, 33.53/5.37 cartprodmempair = (![X4,X6,X8]: (in(X8,cartprod(X4,X6)) => iskpair(X8))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(cartprodmempair1, axiom, cartprodmempair1 <=> 33.53/5.37 (![A,B,Xu]: 33.53/5.37 (in(Xu,cartprod(A,B)) => 33.53/5.37 (?[Xx]: ((?[Xy]: ((Xu = kpair(Xx,Xy)) & in(Xy,B))) & in(Xx,A)))))). 33.53/5.37 tff('181', plain, 33.53/5.37 cartprodmempair1 = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 (in(X8,cartprod(X4,X6)) => 33.53/5.37 (?[X10]: 33.53/5.37 ((?[X12]: ((X8 = kpair(X10,X12)) & in(X12,X6))) & in(X10,X4))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(cartprodpairin, axiom, cartprodpairin <=> 33.53/5.37 (![A,B,Xx]: 33.53/5.37 (in(Xx,A) => (![Xy]: (in(Xy,B) => in(kpair(Xx,Xy),cartprod(A,B))))))). 33.53/5.37 tff('182', plain, 33.53/5.37 cartprodpairin = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 (in(X8,X4) => 33.53/5.37 (![X10]: (in(X10,X6) => in(kpair(X8,X10),cartprod(X4,X6)))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(ubforcartprodlem3, axiom, ubforcartprodlem3 <=> 33.53/5.37 (![A,B,Xx]: 33.53/5.37 (in(Xx,A) => 33.53/5.37 (![Xy]: 33.53/5.37 (in(Xy,B) => in(kpair(Xx,Xy),powerset(powerset(binunion(A,B))))))))). 33.53/5.37 tff('183', plain, 33.53/5.37 ubforcartprodlem3 = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 (in(X8,X4) => 33.53/5.37 (![X10]: 33.53/5.37 (in(X10,X6) => 33.53/5.37 in(kpair(X8,X10),powerset(powerset(binunion(X4,X6)))))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(ubforcartprodlem2, axiom, ubforcartprodlem2 <=> 33.53/5.37 (![A,B,Xx]: 33.53/5.37 (in(Xx,A) => 33.53/5.37 (![Xy]: 33.53/5.37 (in(Xy,B) => 33.53/5.37 in(setadjoin(setadjoin(Xx,emptyset), 33.53/5.37 setadjoin(setadjoin(Xx,setadjoin(Xy,emptyset)), 33.53/5.37 emptyset)), 33.53/5.37 powerset(powerset(binunion(A,B))))))))). 33.53/5.37 tff('184', plain, 33.53/5.37 ubforcartprodlem2 = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 (in(X8,X4) => 33.53/5.37 (![X10]: 33.53/5.37 (in(X10,X6) => 33.53/5.37 in(setadjoin(setadjoin(X8,emptyset), 33.53/5.37 setadjoin(setadjoin(X8,setadjoin(X10,emptyset)), 33.53/5.37 emptyset)), 33.53/5.37 powerset(powerset(binunion(X4,X6)))))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(ubforcartprodlem1, axiom, ubforcartprodlem1 <=> 33.53/5.37 (![A,B,Xx]: 33.53/5.37 (in(Xx,A) => 33.53/5.37 (![Xy]: 33.53/5.37 (in(Xy,B) => 33.53/5.37 subset(setadjoin(setadjoin(Xx,emptyset), 33.53/5.37 setadjoin(setadjoin(Xx,setadjoin(Xy,emptyset)), 33.53/5.37 emptyset)), 33.53/5.37 powerset(binunion(A,B)))))))). 33.53/5.37 tff('185', plain, 33.53/5.37 ubforcartprodlem1 = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 (in(X8,X4) => 33.53/5.37 (![X10]: 33.53/5.37 (in(X10,X6) => 33.53/5.37 subset(setadjoin(setadjoin(X8,emptyset), 33.53/5.37 setadjoin(setadjoin(X8,setadjoin(X10,emptyset)), 33.53/5.37 emptyset)), 33.53/5.37 powerset(binunion(X4,X6))))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(upairinpowunion, axiom, upairinpowunion <=> 33.53/5.37 (![A,B,Xx]: 33.53/5.37 (in(Xx,A) => 33.53/5.37 (![Xy]: 33.53/5.37 (in(Xy,B) => 33.53/5.37 in(setadjoin(Xx,setadjoin(Xy,emptyset)),powerset(binunion(A,B)))))))). 33.53/5.37 tff('186', plain, 33.53/5.37 upairinpowunion = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 (in(X8,X4) => 33.53/5.37 (![X10]: 33.53/5.37 (in(X10,X6) => 33.53/5.37 in(setadjoin(X8,setadjoin(X10,emptyset)), 33.53/5.37 powerset(binunion(X4,X6))))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(upairsubunion, axiom, upairsubunion <=> 33.53/5.37 (![A,B,Xx]: 33.53/5.37 (in(Xx,A) => 33.53/5.37 (![Xy]: 33.53/5.37 (in(Xy,B) => 33.53/5.37 subset(setadjoin(Xx,setadjoin(Xy,emptyset)),binunion(A,B))))))). 33.53/5.37 tff('187', plain, 33.53/5.37 upairsubunion = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 (in(X8,X4) => 33.53/5.37 (![X10]: 33.53/5.37 (in(X10,X6) => 33.53/5.37 subset(setadjoin(X8,setadjoin(X10,emptyset)),binunion(X4,X6)))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(upairset2E, axiom, upairset2E <=> 33.53/5.37 (![Xx,Xy,Xz]: 33.53/5.37 (in(Xz,setadjoin(Xx,setadjoin(Xy,emptyset))) => ((Xz = Xx) | (Xz = Xy))))). 33.53/5.37 tff('188', plain, 33.53/5.37 upairset2E = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 (in(X8,setadjoin(X4,setadjoin(X6,emptyset))) => 33.53/5.37 ((X8 = X4) | (X8 = X6)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(singletoninpowunion, axiom, singletoninpowunion <=> 33.53/5.37 (![A,B,Xx]: 33.53/5.37 (in(Xx,A) => in(setadjoin(Xx,emptyset),powerset(binunion(A,B)))))). 33.53/5.37 tff('189', plain, 33.53/5.37 singletoninpowunion = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 (in(X8,X4) => in(setadjoin(X8,emptyset),powerset(binunion(X4,X6))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(singletoninpowerset, axiom, singletoninpowerset <=> 33.53/5.37 (![A,Xx]: (in(Xx,A) => in(setadjoin(Xx,emptyset),powerset(A))))). 33.53/5.37 tff('190', plain, 33.53/5.37 singletoninpowerset = 33.53/5.37 (![X4,X6]: (in(X6,X4) => in(setadjoin(X6,emptyset),powerset(X4)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(singletonsubset, axiom, singletonsubset <=> 33.53/5.37 (![A,Xx]: (in(Xx,A) => subset(setadjoin(Xx,emptyset),A)))). 33.53/5.37 tff('191', plain, 33.53/5.37 singletonsubset = 33.53/5.37 (![X4,X6]: (in(X6,X4) => subset(setadjoin(X6,emptyset),X4))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(kpairp, axiom, kpairp <=> (![Xx,Xy]: iskpair(kpair(Xx,Xy)))). 33.53/5.37 tff('192', plain, kpairp = (![X4,X6]: iskpair(kpair(X4,X6))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(kpairiskpair, axiom, kpairiskpair <=> 33.53/5.37 (![Xx,Xy]: 33.53/5.37 iskpair(setadjoin(setadjoin(Xx,emptyset), 33.53/5.37 setadjoin(setadjoin(Xx,setadjoin(Xy,emptyset)), 33.53/5.37 emptyset))))). 33.53/5.37 tff('193', plain, 33.53/5.37 kpairiskpair = 33.53/5.37 (![X4,X6]: 33.53/5.37 iskpair(setadjoin(setadjoin(X4,emptyset), 33.53/5.37 setadjoin(setadjoin(X4,setadjoin(X6,emptyset)), 33.53/5.37 emptyset)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setukpairIR, axiom, setukpairIR <=> 33.53/5.37 (![Xx,Xy]: 33.53/5.37 in(Xy, 33.53/5.37 setunion(setadjoin(setadjoin(Xx,emptyset), 33.53/5.37 setadjoin(setadjoin(Xx,setadjoin(Xy,emptyset)), 33.53/5.37 emptyset)))))). 33.53/5.37 tff('194', plain, 33.53/5.37 setukpairIR = 33.53/5.37 (![X4,X6]: 33.53/5.37 in(X6, 33.53/5.37 setunion(setadjoin(setadjoin(X4,emptyset), 33.53/5.37 setadjoin(setadjoin(X4,setadjoin(X6,emptyset)), 33.53/5.37 emptyset))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setukpairIL, axiom, setukpairIL <=> 33.53/5.37 (![Xx,Xy]: 33.53/5.37 in(Xx, 33.53/5.37 setunion(setadjoin(setadjoin(Xx,emptyset), 33.53/5.37 setadjoin(setadjoin(Xx,setadjoin(Xy,emptyset)), 33.53/5.37 emptyset)))))). 33.53/5.37 tff('195', plain, 33.53/5.37 setukpairIL = 33.53/5.37 (![X4,X6]: 33.53/5.37 in(X4, 33.53/5.37 setunion(setadjoin(setadjoin(X4,emptyset), 33.53/5.37 setadjoin(setadjoin(X4,setadjoin(X6,emptyset)), 33.53/5.37 emptyset))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(secondinupair, axiom, secondinupair <=> 33.53/5.37 (![Xx,Xy]: in(Xy,setadjoin(Xx,setadjoin(Xy,emptyset))))). 33.53/5.37 tff('196', plain, 33.53/5.37 secondinupair = (![X4,X6]: in(X6,setadjoin(X4,setadjoin(X6,emptyset)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(symdiffIneg2, axiom, symdiffIneg2 <=> 33.53/5.37 (![A,B,Xx]: ((~in(Xx,A)) => ((~in(Xx,B)) => (~in(Xx,symdiff(A,B))))))). 33.53/5.37 tff('197', plain, 33.53/5.37 symdiffIneg2 = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 ((~in(X8,X4)) => ((~in(X8,X6)) => (~in(X8,symdiff(X4,X6)))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(symdiffIneg1, axiom, symdiffIneg1 <=> 33.53/5.37 (![A,B,Xx]: (in(Xx,A) => (in(Xx,B) => (~in(Xx,symdiff(A,B))))))). 33.53/5.37 tff('198', plain, 33.53/5.37 symdiffIneg1 = 33.53/5.37 (![X4,X6,X8]: (in(X8,X4) => (in(X8,X6) => (~in(X8,symdiff(X4,X6)))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(symdiffI2, axiom, symdiffI2 <=> 33.53/5.37 (![A,B,Xx]: ((~in(Xx,A)) => (in(Xx,B) => in(Xx,symdiff(A,B)))))). 33.53/5.37 tff('199', plain, 33.53/5.37 symdiffI2 = 33.53/5.37 (![X4,X6,X8]: ((~in(X8,X4)) => (in(X8,X6) => in(X8,symdiff(X4,X6))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(symdiffI1, axiom, symdiffI1 <=> 33.53/5.37 (![A,B,Xx]: (in(Xx,A) => ((~in(Xx,B)) => in(Xx,symdiff(A,B)))))). 33.53/5.37 tff('200', plain, 33.53/5.37 symdiffI1 = 33.53/5.37 (![X4,X6,X8]: (in(X8,X4) => ((~in(X8,X6)) => in(X8,symdiff(X4,X6))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(symdiffE, axiom, symdiffE <=> 33.53/5.37 (![A,B,Xx]: 33.53/5.37 (in(Xx,symdiff(A,B)) => 33.53/5.37 (![Xphi:$o]: 33.53/5.37 ((in(Xx,A) => ((~in(Xx,B)) => Xphi)) => 33.53/5.37 (((~in(Xx,A)) => (in(Xx,B) => Xphi)) => Xphi)))))). 33.53/5.37 tff('201', plain, 33.53/5.37 symdiffE = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 (in(X8,symdiff(X4,X6)) => 33.53/5.37 (![X10:$o]: 33.53/5.37 ((in(X8,X4) => ((~in(X8,X6)) => X10)) => 33.53/5.37 (((~in(X8,X4)) => (in(X8,X6) => X10)) => X10))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setminusSubset1, axiom, setminusSubset1 <=> 33.53/5.37 (![A,B]: ((setminus(A,B) = emptyset) => subset(A,B)))). 33.53/5.37 tff('202', plain, 33.53/5.37 setminusSubset1 = 33.53/5.37 (![X4,X6]: ((setminus(X4,X6) = emptyset) => subset(X4,X6))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setminusLsub, axiom, setminusLsub <=> (![A,B]: subset(setminus(A,B),A))). 33.53/5.37 tff('203', plain, setminusLsub = (![X4,X6]: subset(setminus(X4,X6),X4)), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setminusIRneg, axiom, setminusIRneg <=> 33.53/5.37 (![A,B,Xx]: (in(Xx,B) => (~in(Xx,setminus(A,B)))))). 33.53/5.37 tff('204', plain, 33.53/5.37 setminusIRneg = (![X4,X6,X8]: (in(X8,X6) => (~in(X8,setminus(X4,X6))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setminusILneg, axiom, setminusILneg <=> 33.53/5.37 (![A,B,Xx]: ((~in(Xx,A)) => (~in(Xx,setminus(A,B)))))). 33.53/5.37 tff('205', plain, 33.53/5.37 setminusILneg = 33.53/5.37 (![X4,X6,X8]: ((~in(X8,X4)) => (~in(X8,setminus(X4,X6))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setminusELneg, axiom, setminusELneg <=> 33.53/5.37 (![A,B,Xx]: ((~in(Xx,setminus(A,B))) => ((~in(Xx,B)) => (~in(Xx,A)))))). 33.53/5.37 tff('206', plain, 33.53/5.37 setminusELneg = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 ((~in(X8,setminus(X4,X6))) => ((~in(X8,X6)) => (~in(X8,X4))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setminusERneg, axiom, setminusERneg <=> 33.53/5.37 (![A,B,Xx]: ((~in(Xx,setminus(A,B))) => (in(Xx,A) => in(Xx,B))))). 33.53/5.37 tff('207', plain, 33.53/5.37 setminusERneg = 33.53/5.37 (![X4,X6,X8]: ((~in(X8,setminus(X4,X6))) => (in(X8,X4) => in(X8,X6)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setminusSubset2, axiom, setminusSubset2 <=> 33.53/5.37 (![A,B]: (subset(A,B) => (setminus(A,B) = emptyset)))). 33.53/5.37 tff('208', plain, 33.53/5.37 setminusSubset2 = 33.53/5.37 (![X4,X6]: (subset(X4,X6) => (setminus(X4,X6) = emptyset))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setminusER, axiom, setminusER <=> 33.53/5.37 (![A,B,Xx]: (in(Xx,setminus(A,B)) => (~in(Xx,B))))). 33.53/5.37 tff('209', plain, 33.53/5.37 setminusER = (![X4,X6,X8]: (in(X8,setminus(X4,X6)) => (~in(X8,X6)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setminusEL, axiom, setminusEL <=> 33.53/5.37 (![A,B,Xx]: (in(Xx,setminus(A,B)) => in(Xx,A)))). 33.53/5.37 tff('210', plain, 33.53/5.37 setminusEL = (![X4,X6,X8]: (in(X8,setminus(X4,X6)) => in(X8,X4))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setminusI, axiom, setminusI <=> 33.53/5.37 (![A,B,Xx]: (in(Xx,A) => ((~in(Xx,B)) => in(Xx,setminus(A,B)))))). 33.53/5.37 tff('211', plain, 33.53/5.37 setminusI = 33.53/5.37 (![X4,X6,X8]: (in(X8,X4) => ((~in(X8,X6)) => in(X8,setminus(X4,X6))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(bs114d, axiom, bs114d <=> 33.53/5.37 (![A,B,C]: 33.53/5.37 (binintersect(A,binunion(B,C)) = 33.53/5.37 binunion(binintersect(A,B),binintersect(A,C))))). 33.53/5.37 tff('212', plain, 33.53/5.37 bs114d = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 (binintersect(X4,binunion(X6,X8)) = 33.53/5.37 binunion(binintersect(X4,X6),binintersect(X4,X8)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(binintersectSubset1, axiom, binintersectSubset1 <=> 33.53/5.37 (![A,B]: ((binintersect(A,B) = A) => subset(A,B)))). 33.53/5.37 tff('213', plain, 33.53/5.37 binintersectSubset1 = 33.53/5.37 (![X4,X6]: ((binintersect(X4,X6) = X4) => subset(X4,X6))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(binintersectSubset4, axiom, binintersectSubset4 <=> 33.53/5.37 (![A,B]: (subset(B,A) => (binintersect(A,B) = B)))). 33.53/5.37 tff('214', plain, 33.53/5.37 binintersectSubset4 = 33.53/5.37 (![X4,X6]: (subset(X6,X4) => (binintersect(X4,X6) = X6))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(binintersectRsub, axiom, binintersectRsub <=> 33.53/5.37 (![A,B]: subset(binintersect(A,B),B))). 33.53/5.37 tff('215', plain, 33.53/5.37 binintersectRsub = (![X4,X6]: subset(binintersect(X4,X6),X6)), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(disjointsetsI1, axiom, disjointsetsI1 <=> 33.53/5.37 (![A,B]: 33.53/5.37 ((~(?[Xx]: (in(Xx,B) & in(Xx,A)))) => (binintersect(A,B) = emptyset)))). 33.53/5.37 tff('216', plain, 33.53/5.37 disjointsetsI1 = 33.53/5.37 (![X4,X6]: 33.53/5.37 ((~(?[X8]: (in(X8,X6) & in(X8,X4)))) => 33.53/5.37 (binintersect(X4,X6) = emptyset))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(binintersectER, axiom, binintersectER <=> 33.53/5.37 (![A,B,Xx]: (in(Xx,binintersect(A,B)) => in(Xx,B)))). 33.53/5.37 tff('217', plain, 33.53/5.37 binintersectER = (![X4,X6,X8]: (in(X8,binintersect(X4,X6)) => in(X8,X6))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(binintersectSubset3, axiom, binintersectSubset3 <=> 33.53/5.37 (![A,B]: ((binintersect(A,B) = B) => subset(B,A)))). 33.53/5.37 tff('218', plain, 33.53/5.37 binintersectSubset3 = 33.53/5.37 (![X4,X6]: ((binintersect(X4,X6) = X6) => subset(X6,X4))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(binintersectSubset2, axiom, binintersectSubset2 <=> 33.53/5.37 (![A,B]: (subset(A,B) => (binintersect(A,B) = A)))). 33.53/5.37 tff('219', plain, 33.53/5.37 binintersectSubset2 = 33.53/5.37 (![X4,X6]: (subset(X4,X6) => (binintersect(X4,X6) = X4))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(binintersectLsub, axiom, binintersectLsub <=> 33.53/5.37 (![A,B]: subset(binintersect(A,B),A))). 33.53/5.37 tff('220', plain, 33.53/5.37 binintersectLsub = (![X4,X6]: subset(binintersect(X4,X6),X4)), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(binintersectEL, axiom, binintersectEL <=> 33.53/5.37 (![A,B,Xx]: (in(Xx,binintersect(A,B)) => in(Xx,A)))). 33.53/5.37 tff('221', plain, 33.53/5.37 binintersectEL = (![X4,X6,X8]: (in(X8,binintersect(X4,X6)) => in(X8,X4))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(binintersectSubset5, axiom, binintersectSubset5 <=> 33.53/5.37 (![A,B,C]: (subset(C,A) => (subset(C,B) => subset(C,binintersect(A,B)))))). 33.53/5.37 tff('222', plain, 33.53/5.37 binintersectSubset5 = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 (subset(X8,X4) => (subset(X8,X6) => subset(X8,binintersect(X4,X6))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(binintersectI, axiom, binintersectI <=> 33.53/5.37 (![A,B,Xx]: (in(Xx,A) => (in(Xx,B) => in(Xx,binintersect(A,B)))))). 33.53/5.37 tff('223', plain, 33.53/5.37 binintersectI = 33.53/5.37 (![X4,X6,X8]: (in(X8,X4) => (in(X8,X6) => in(X8,binintersect(X4,X6))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(binunionRsub, axiom, binunionRsub <=> (![A,B]: subset(B,binunion(A,B)))). 33.53/5.37 tff('224', plain, binunionRsub = (![X4,X6]: subset(X6,binunion(X4,X6))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(binunionLsub, axiom, binunionLsub <=> (![A,B]: subset(A,binunion(A,B)))). 33.53/5.37 tff('225', plain, binunionLsub = (![X4,X6]: subset(X4,binunion(X4,X6))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(binunionE, axiom, binunionE <=> 33.53/5.37 (![A,B,Xx]: (in(Xx,binunion(A,B)) => (in(Xx,A) | in(Xx,B))))). 33.53/5.37 tff('226', plain, 33.53/5.37 binunionE = 33.53/5.37 (![X4,X6,X8]: (in(X8,binunion(X4,X6)) => (in(X8,X4) | in(X8,X6)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(binunionEcases, axiom, binunionEcases <=> 33.53/5.37 (![A,B,Xx,Xphi:$o]: 33.53/5.37 (in(Xx,binunion(A,B)) => 33.53/5.37 ((in(Xx,A) => Xphi) => ((in(Xx,B) => Xphi) => Xphi))))). 33.53/5.37 tff('227', plain, 33.53/5.37 binunionEcases = 33.53/5.37 (![X4,X6,X8,X10:$o]: 33.53/5.37 (in(X8,binunion(X4,X6)) => 33.53/5.37 ((in(X8,X4) => X10) => ((in(X8,X6) => X10) => X10)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(binunionIR, axiom, binunionIR <=> 33.53/5.37 (![A,B,Xx]: (in(Xx,B) => in(Xx,binunion(A,B))))). 33.53/5.37 tff('228', plain, 33.53/5.37 binunionIR = (![X4,X6,X8]: (in(X8,X6) => in(X8,binunion(X4,X6)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(upairset2IR, axiom, upairset2IR <=> 33.53/5.37 (![Xx,Xy]: in(Xy,setadjoin(Xx,setadjoin(Xy,emptyset))))). 33.53/5.37 tff('229', plain, 33.53/5.37 upairset2IR = (![X4,X6]: in(X6,setadjoin(X4,setadjoin(X6,emptyset)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(binunionIL, axiom, binunionIL <=> 33.53/5.37 (![A,B,Xx]: (in(Xx,A) => in(Xx,binunion(A,B))))). 33.53/5.37 tff('230', plain, 33.53/5.37 binunionIL = (![X4,X6,X8]: (in(X8,X4) => in(X8,binunion(X4,X6)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(sepSubset, axiom, sepSubset <=> 33.53/5.37 (![A,Xphi:(($i > $o))]: subset(dsetconstr(A,^[Xx]: Xphi(Xx)),A))). 33.53/5.37 tff('231', plain, 33.53/5.37 sepSubset = 33.53/5.37 (![X4,X6:(($i > $o))]: subset(dsetconstr(X4,^[V_1]: X6(V_1)),X4)), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(sepInPowerset, axiom, sepInPowerset <=> 33.53/5.37 (![A,Xphi:(($i > $o))]: in(dsetconstr(A,^[Xx]: Xphi(Xx)),powerset(A)))). 33.53/5.37 tff('232', plain, 33.53/5.37 sepInPowerset = 33.53/5.37 (![X4,X6:(($i > $o))]: in(dsetconstr(X4,^[V_1]: X6(V_1)),powerset(X4))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(powersetsubset, axiom, powersetsubset <=> 33.53/5.37 (![A,B]: (subset(A,B) => subset(powerset(A),powerset(B))))). 33.53/5.37 tff('233', plain, 33.53/5.37 powersetsubset = 33.53/5.37 (![X4,X6]: (subset(X4,X6) => subset(powerset(X4),powerset(X6)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(inPowerset, axiom, inPowerset <=> (![A]: in(A,powerset(A)))). 33.53/5.37 tff('234', plain, inPowerset = (![X4]: in(X4,powerset(X4))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(powersetE1, axiom, powersetE1 <=> 33.53/5.37 (![A,B]: (in(B,powerset(A)) => subset(B,A)))). 33.53/5.37 tff('235', plain, 33.53/5.37 powersetE1 = (![X4,X6]: (in(X6,powerset(X4)) => subset(X6,X4))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(powersetI1, axiom, powersetI1 <=> 33.53/5.37 (![A,B]: (subset(B,A) => in(B,powerset(A))))). 33.53/5.37 tff('236', plain, 33.53/5.37 powersetI1 = (![X4,X6]: (subset(X6,X4) => in(X6,powerset(X4)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(subsetemptysetimpeq, axiom, subsetemptysetimpeq <=> 33.53/5.37 (![A]: (subset(A,emptyset) => (A = emptyset)))). 33.53/5.37 tff('237', plain, 33.53/5.37 subsetemptysetimpeq = (![X4]: (subset(X4,emptyset) => (X4 = emptyset))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setextsub, axiom, setextsub <=> 33.53/5.37 (![A,B]: (subset(A,B) => (subset(B,A) => (A = B))))). 33.53/5.37 tff('238', plain, 33.53/5.37 setextsub = (![X4,X6]: (subset(X4,X6) => (subset(X6,X4) => (X4 = X6)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(subset2powerset, axiom, subset2powerset <=> 33.53/5.37 (![A,B]: (subset(A,B) => in(A,powerset(B))))). 33.53/5.37 tff('239', plain, 33.53/5.37 subset2powerset = (![X4,X6]: (subset(X4,X6) => in(X4,powerset(X6)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setadjoinSub2, axiom, setadjoinSub2 <=> 33.53/5.37 (![A,Xx,B]: (subset(A,B) => subset(A,setadjoin(Xx,B))))). 33.53/5.37 tff('240', plain, 33.53/5.37 setadjoinSub2 = 33.53/5.37 (![X4,X6,X8]: (subset(X4,X8) => subset(X4,setadjoin(X6,X8)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setadjoinSub, axiom, setadjoinSub <=> 33.53/5.37 (![Xx,A]: subset(A,setadjoin(Xx,A)))). 33.53/5.37 tff('241', plain, setadjoinSub = (![X4,X6]: subset(X6,setadjoin(X4,X6))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(subsetTrans, axiom, subsetTrans <=> 33.53/5.37 (![A,B,C]: (subset(A,B) => (subset(B,C) => subset(A,C))))). 33.53/5.37 tff('242', plain, 33.53/5.37 subsetTrans = 33.53/5.37 (![X4,X6,X8]: (subset(X4,X6) => (subset(X6,X8) => subset(X4,X8)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(subsetRefl, axiom, subsetRefl <=> (![A]: subset(A,A))). 33.53/5.37 tff('243', plain, subsetRefl = (![X4]: subset(X4,X4)), define([status(thm)])). 33.53/5.37 tff(notequalI2, axiom, notequalI2 <=> 33.53/5.37 (![A,B,Xx]: (in(Xx,A) => ((~in(Xx,B)) => (A != B))))). 33.53/5.37 tff('244', plain, 33.53/5.37 notequalI2 = (![X4,X6,X8]: (in(X8,X4) => ((~in(X8,X6)) => (X4 != X6)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(notequalI1, axiom, notequalI1 <=> (![A,B]: ((~subset(A,B)) => (A != B)))). 33.53/5.37 tff('245', plain, notequalI1 = (![X4,X6]: ((~subset(X4,X6)) => (X4 != X6))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(notsubsetI, axiom, notsubsetI <=> 33.53/5.37 (![A,B,Xx]: (in(Xx,A) => ((~in(Xx,B)) => (~subset(A,B)))))). 33.53/5.37 tff('246', plain, 33.53/5.37 notsubsetI = 33.53/5.37 (![X4,X6,X8]: (in(X8,X4) => ((~in(X8,X6)) => (~subset(X4,X6))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(subsetE2, axiom, subsetE2 <=> 33.53/5.37 (![A,B,Xx]: (subset(A,B) => ((~in(Xx,B)) => (~in(Xx,A)))))). 33.53/5.37 tff('247', plain, 33.53/5.37 subsetE2 = 33.53/5.37 (![X4,X6,X8]: (subset(X4,X6) => ((~in(X8,X6)) => (~in(X8,X4))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(subsetE, axiom, subsetE <=> 33.53/5.37 (![A,B,Xx]: (subset(A,B) => (in(Xx,A) => in(Xx,B))))). 33.53/5.37 tff('248', plain, 33.53/5.37 subsetE = (![X4,X6,X8]: (subset(X4,X6) => (in(X8,X4) => in(X8,X6)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(emptysetsubset, axiom, emptysetsubset <=> (![A]: subset(emptyset,A))). 33.53/5.37 tff('249', plain, emptysetsubset = (![X4]: subset(emptyset,X4)), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(subsetI2, axiom, subsetI2 <=> 33.53/5.37 (![A,B]: ((![Xx]: (in(Xx,A) => in(Xx,B))) => subset(A,B)))). 33.53/5.37 tff('250', plain, 33.53/5.37 subsetI2 = 33.53/5.37 (![X4,X6]: ((![X8]: (in(X8,X4) => in(X8,X6))) => subset(X4,X6))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(eqimpsubset1, axiom, eqimpsubset1 <=> (![A,B]: ((A = B) => subset(A,B)))). 33.53/5.37 tff('251', plain, eqimpsubset1 = (![X4,X6]: ((X4 = X6) => subset(X4,X6))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(eqimpsubset2, axiom, eqimpsubset2 <=> (![A,B]: ((A = B) => subset(B,A)))). 33.53/5.37 tff('252', plain, eqimpsubset2 = (![X4,X6]: ((X4 = X6) => subset(X6,X4))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(subsetI1, axiom, subsetI1 <=> 33.53/5.37 (![A,B]: ((![Xx]: (in(Xx,A) => in(Xx,B))) => subset(A,B)))). 33.53/5.37 tff('253', plain, 33.53/5.37 subsetI1 = 33.53/5.37 (![X4,X6]: ((![X8]: (in(X8,X4) => in(X8,X6))) => subset(X4,X6))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(dsetconstr__Cong, axiom, dsetconstr__Cong <=> 33.53/5.37 (![A,B]: 33.53/5.37 ((A = B) => 33.53/5.37 (![Xphi:(($i > $o)),Xpsi:(($i > $o))]: 33.53/5.37 ((![Xx]: 33.53/5.37 (in(Xx,A) => 33.53/5.37 (![Xy]: (in(Xy,B) => ((Xx = Xy) => (Xphi(Xx) <=> Xpsi(Xy))))))) => 33.53/5.37 (dsetconstr(A,^[Xx]: Xphi(Xx)) = dsetconstr(B,^[Xx]: Xpsi(Xx)))))))). 33.53/5.37 tff('254', plain, 33.53/5.37 dsetconstr__Cong = 33.53/5.37 (![X4,X6]: 33.53/5.37 ((X4 = X6) => 33.53/5.37 (![X8:(($i > $o)),X10:(($i > $o))]: 33.53/5.37 ((![X12]: 33.53/5.37 (in(X12,X4) => 33.53/5.37 (![X14]: 33.53/5.37 (in(X14,X6) => ((X12 = X14) => (X8(X12) <=> X10(X14))))))) => 33.53/5.37 (dsetconstr(X4,^[V_1]: X8(V_1)) = dsetconstr(X6,^[V_2]: X10(V_2))))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(descr__Cong, axiom, descr__Cong <=> 33.53/5.37 (![Xphi:(($i > $o)),Xpsi:(($i > $o))]: 33.53/5.37 ((![Xx,Xy]: ((Xx = Xy) => (Xphi(Xx) <=> Xpsi(Xy)))) => 33.53/5.37 (exu(^[Xx]: Xphi(Xx)) => 33.53/5.37 (exu(^[Xx]: Xpsi(Xx)) => 33.53/5.37 (descr(^[Xx]: Xphi(Xx)) = descr(^[Xx]: Xpsi(Xx)))))))). 33.53/5.37 tff('255', plain, 33.53/5.37 descr__Cong = 33.53/5.37 (![X4:(($i > $o)),X6:(($i > $o))]: 33.53/5.37 ((![X8,X10]: ((X8 = X10) => (X4(X8) <=> X6(X10)))) => 33.53/5.37 (exu(^[V_1]: X4(V_1)) => 33.53/5.37 (exu(^[V_2]: X6(V_2)) => 33.53/5.37 (descr(^[V_3]: X4(V_3)) = descr(^[V_4]: X6(V_4))))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(exuEu, axiom, exuEu <=> 33.53/5.37 (![Xphi:(($i > $o))]: 33.53/5.37 (exu(^[Xx]: Xphi(Xx)) => 33.53/5.37 (![Xx,Xy]: (Xphi(Xx) => (Xphi(Xy) => (Xx = Xy))))))). 33.53/5.37 tff('256', plain, 33.53/5.37 exuEu = 33.53/5.37 (![X4:(($i > $o))]: 33.53/5.37 (exu(^[V_1]: X4(V_1)) => (![X6,X8]: (X4(X6) => (X4(X8) => (X6 = X8)))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(omega__Cong, axiom, omega__Cong <=> (omega = omega)). 33.53/5.37 tff('257', plain, omega__Cong = (omega = omega), define([status(thm)])). 33.53/5.37 tff(setunion__Cong, axiom, setunion__Cong <=> 33.53/5.37 (![A,B]: ((A = B) => (setunion(A) = setunion(B))))). 33.53/5.37 tff('258', plain, 33.53/5.37 setunion__Cong = (![X4,X6]: ((X4 = X6) => (setunion(X4) = setunion(X6)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(powerset__Cong, axiom, powerset__Cong <=> 33.53/5.37 (![A,B]: ((A = B) => (powerset(A) = powerset(B))))). 33.53/5.37 tff('259', plain, 33.53/5.37 powerset__Cong = (![X4,X6]: ((X4 = X6) => (powerset(X4) = powerset(X6)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setadjoin__Cong, axiom, setadjoin__Cong <=> 33.53/5.37 (![Xx,Xy]: 33.53/5.37 ((Xx = Xy) => 33.53/5.37 (![Xz,Xu]: ((Xz = Xu) => (setadjoin(Xx,Xz) = setadjoin(Xy,Xu))))))). 33.53/5.37 tff('260', plain, 33.53/5.37 setadjoin__Cong = 33.53/5.37 (![X4,X6]: 33.53/5.37 ((X4 = X6) => 33.53/5.37 (![X8,X10]: ((X8 = X10) => (setadjoin(X4,X8) = setadjoin(X6,X10)))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(emptyset__Cong, axiom, emptyset__Cong <=> (emptyset = emptyset)). 33.53/5.37 tff('261', plain, emptyset__Cong = (emptyset = emptyset), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(exu__Cong, axiom, exu__Cong <=> 33.53/5.37 (![Xphi:(($i > $o)),Xpsi:(($i > $o))]: 33.53/5.37 ((![Xx,Xy]: ((Xx = Xy) => (Xphi(Xx) <=> Xpsi(Xy)))) => 33.53/5.37 (exu(^[Xx]: Xphi(Xx)) <=> exu(^[Xx]: Xpsi(Xx)))))). 33.53/5.37 tff('262', plain, 33.53/5.37 exu__Cong = 33.53/5.37 (![X4:(($i > $o)),X6:(($i > $o))]: 33.53/5.37 ((![X8,X10]: ((X8 = X10) => (X4(X8) <=> X6(X10)))) => 33.53/5.37 (exu(^[V_1]: X4(V_1)) <=> exu(^[V_2]: X6(V_2))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(exuE3u, axiom, exuE3u <=> 33.53/5.37 (![Xphi:(($i > $o))]: 33.53/5.37 (exu(^[Xx]: Xphi(Xx)) => 33.53/5.37 (![Xx,Xy]: (Xphi(Xx) => (Xphi(Xy) => (Xx = Xy))))))). 33.53/5.37 tff('263', plain, 33.53/5.37 exuE3u = 33.53/5.37 (![X4:(($i > $o))]: 33.53/5.37 (exu(^[V_1]: X4(V_1)) => (![X6,X8]: (X4(X6) => (X4(X8) => (X6 = X8)))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(in__Cong, axiom, in__Cong <=> 33.53/5.37 (![A,B]: ((A = B) => (![Xx,Xy]: ((Xx = Xy) => (in(Xx,A) <=> in(Xy,B))))))). 33.53/5.37 tff('264', plain, 33.53/5.37 in__Cong = 33.53/5.37 (![X4,X6]: 33.53/5.37 ((X4 = X6) => (![X8,X10]: ((X8 = X10) => (in(X8,X4) <=> in(X10,X6)))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(inCongP, axiom, inCongP <=> 33.53/5.37 (![A,B]: ((A = B) => (![Xx,Xy]: ((Xx = Xy) => (in(Xx,A) => in(Xy,B))))))). 33.53/5.37 tff('265', plain, 33.53/5.37 inCongP = 33.53/5.37 (![X4,X6]: 33.53/5.37 ((X4 = X6) => (![X8,X10]: ((X8 = X10) => (in(X8,X4) => in(X10,X6)))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(exuI2, axiom, exuI2 <=> 33.53/5.37 (![Xphi:(($i > $o))]: 33.53/5.37 ((?[Xx]: (![Xy]: (Xphi(Xy) <=> (Xy = Xx)))) => exu(^[Xx]: Xphi(Xx))))). 33.53/5.37 tff('266', plain, 33.53/5.37 exuI2 = 33.53/5.37 (![X4:(($i > $o))]: 33.53/5.37 ((?[X6]: (![X8]: (X4(X8) <=> (X8 = X6)))) => exu(^[V_1]: X4(V_1)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(exuI3, axiom, exuI3 <=> 33.53/5.37 (![Xphi:(($i > $o))]: 33.53/5.37 ((?[Xx]: Xphi(Xx)) => 33.53/5.37 ((![Xx,Xy]: (Xphi(Xx) => (Xphi(Xy) => (Xx = Xy)))) => 33.53/5.37 exu(^[Xx]: Xphi(Xx)))))). 33.53/5.37 tff('267', plain, 33.53/5.37 exuI3 = 33.53/5.37 (![X4:(($i > $o))]: 33.53/5.37 ((?[X6]: X4(X6)) => 33.53/5.37 ((![X8,X10]: (X4(X8) => (X4(X10) => (X8 = X10)))) => 33.53/5.37 exu(^[V_1]: X4(V_1))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(exuI1, axiom, exuI1 <=> 33.53/5.37 (![Xphi:(($i > $o))]: 33.53/5.37 ((?[Xx]: ((![Xy]: (Xphi(Xy) => (Xx = Xy))) & Xphi(Xx))) => 33.53/5.37 exu(^[Xx]: Xphi(Xx))))). 33.53/5.37 tff('268', plain, 33.53/5.37 exuI1 = 33.53/5.37 (![X4:(($i > $o))]: 33.53/5.37 ((?[X6]: ((![X8]: (X4(X8) => (X6 = X8))) & X4(X6))) => 33.53/5.37 exu(^[V_1]: X4(V_1)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(notdallE, axiom, notdallE <=> 33.53/5.37 (![A,Xphi:(($i > $o))]: 33.53/5.37 ((~(![Xx]: (in(Xx,A) => Xphi(Xx)))) => (?[Xx]: ((~Xphi(Xx)) & in(Xx,A)))))). 33.53/5.37 tff('269', plain, 33.53/5.37 notdallE = 33.53/5.37 (![X4,X6:(($i > $o))]: 33.53/5.37 ((~(![X8]: (in(X8,X4) => X6(X8)))) => 33.53/5.37 (?[X10]: ((~X6(X10)) & in(X10,X4))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(notdexE, axiom, notdexE <=> 33.53/5.37 (![A,Xphi:(($i > $o))]: 33.53/5.37 ((~(?[Xx]: (Xphi(Xx) & in(Xx,A)))) => (![Xx]: (in(Xx,A) => (~Xphi(Xx))))))). 33.53/5.37 tff('270', plain, 33.53/5.37 notdexE = 33.53/5.37 (![X4,X6:(($i > $o))]: 33.53/5.37 ((~(?[X8]: (X6(X8) & in(X8,X4)))) => 33.53/5.37 (![X10]: (in(X10,X4) => (~X6(X10)))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(prop2set2propI, axiom, prop2set2propI <=> 33.53/5.37 (![Xphi:$o]: (Xphi => set2prop(prop2set(Xphi))))). 33.53/5.37 tff('271', plain, 33.53/5.37 prop2set2propI = (![X4:$o]: (X4 => set2prop(prop2set(X4)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(prop2setI, axiom, prop2setI <=> 33.53/5.37 (![Xphi:$o]: (Xphi => in(emptyset,prop2set(Xphi))))). 33.53/5.37 tff('272', plain, prop2setI = (![X4:$o]: (X4 => in(emptyset,prop2set(X4)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(quantDeMorgan4, axiom, quantDeMorgan4 <=> 33.53/5.37 (![A,Xphi:(($i > $o))]: 33.53/5.37 ((?[Xx]: ((~Xphi(Xx)) & in(Xx,A))) => (~(![Xx]: (in(Xx,A) => Xphi(Xx))))))). 33.53/5.37 tff('273', plain, 33.53/5.37 quantDeMorgan4 = 33.53/5.37 (![X4,X6:(($i > $o))]: 33.53/5.37 ((?[X8]: ((~X6(X8)) & in(X8,X4))) => 33.53/5.37 (~(![X10]: (in(X10,X4) => X6(X10)))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(quantDeMorgan3, axiom, quantDeMorgan3 <=> 33.53/5.37 (![A,Xphi:(($i > $o))]: 33.53/5.37 ((~(?[Xx]: (Xphi(Xx) & in(Xx,A)))) => (![Xx]: (in(Xx,A) => (~Xphi(Xx))))))). 33.53/5.37 tff('274', plain, 33.53/5.37 quantDeMorgan3 = 33.53/5.37 (![X4,X6:(($i > $o))]: 33.53/5.37 ((~(?[X8]: (X6(X8) & in(X8,X4)))) => 33.53/5.37 (![X10]: (in(X10,X4) => (~X6(X10)))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(quantDeMorgan2, axiom, quantDeMorgan2 <=> 33.53/5.37 (![A,Xphi:(($i > $o))]: 33.53/5.37 ((![Xx]: (in(Xx,A) => (~Xphi(Xx)))) => (~(?[Xx]: (Xphi(Xx) & in(Xx,A))))))). 33.53/5.37 tff('275', plain, 33.53/5.37 quantDeMorgan2 = 33.53/5.37 (![X4,X6:(($i > $o))]: 33.53/5.37 ((![X8]: (in(X8,X4) => (~X6(X8)))) => 33.53/5.37 (~(?[X10]: (X6(X10) & in(X10,X4)))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(quantDeMorgan1, axiom, quantDeMorgan1 <=> 33.53/5.37 (![A,Xphi:(($i > $o))]: 33.53/5.37 ((~(![Xx]: (in(Xx,A) => Xphi(Xx)))) => (?[Xx]: ((~Xphi(Xx)) & in(Xx,A)))))). 33.53/5.37 tff('276', plain, 33.53/5.37 quantDeMorgan1 = 33.53/5.37 (![X4,X6:(($i > $o))]: 33.53/5.37 ((~(![X8]: (in(X8,X4) => X6(X8)))) => 33.53/5.37 (?[X10]: ((~X6(X10)) & in(X10,X4))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(vacuousDall, axiom, vacuousDall <=> 33.53/5.37 (![Xphi:(($i > $o)),Xx]: (in(Xx,emptyset) => Xphi(Xx)))). 33.53/5.37 tff('277', plain, 33.53/5.37 vacuousDall = (![X4:(($i > $o)),X6]: (in(X6,emptyset) => X4(X6))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(emptyE1, axiom, emptyE1 <=> 33.53/5.37 (![A,Xphi:(($i > $o))]: 33.53/5.37 ((?[Xx]: (Xphi(Xx) & in(Xx,A))) => 33.53/5.37 ((dsetconstr(A,^[Xx]: Xphi(Xx)) = emptyset) => $false)))). 33.53/5.37 tff('278', plain, 33.53/5.37 emptyE1 = 33.53/5.37 (![X4,X6:(($i > $o))]: 33.53/5.37 ((?[X8]: (X6(X8) & in(X8,X4))) => 33.53/5.37 ((dsetconstr(X4,^[V_1]: X6(V_1)) = emptyset) => $false))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(upairsetIR, axiom, upairsetIR <=> 33.53/5.37 (![Xx,Xy]: in(Xy,setadjoin(Xx,setadjoin(Xy,emptyset))))). 33.53/5.37 tff('279', plain, 33.53/5.37 upairsetIR = (![X4,X6]: in(X6,setadjoin(X4,setadjoin(X6,emptyset)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(upairsetIL, axiom, upairsetIL <=> 33.53/5.37 (![Xx,Xy]: in(Xx,setadjoin(Xx,setadjoin(Xy,emptyset))))). 33.53/5.37 tff('280', plain, 33.53/5.37 upairsetIL = (![X4,X6]: in(X4,setadjoin(X4,setadjoin(X6,emptyset)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(upairsetE, axiom, upairsetE <=> 33.53/5.37 (![Xx,Xy,Xz]: 33.53/5.37 (in(Xz,setadjoin(Xx,setadjoin(Xy,emptyset))) => ((Xz = Xx) | (Xz = Xy))))). 33.53/5.37 tff('281', plain, 33.53/5.37 upairsetE = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 (in(X8,setadjoin(X4,setadjoin(X6,emptyset))) => 33.53/5.37 ((X8 = X4) | (X8 = X6)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(singletonsswitch, axiom, singletonsswitch <=> 33.53/5.37 (![Xx,Xy]: (in(Xx,setadjoin(Xy,emptyset)) => in(Xy,setadjoin(Xx,emptyset))))). 33.53/5.37 tff('282', plain, 33.53/5.37 singletonsswitch = 33.53/5.37 (![X4,X6]: 33.53/5.37 (in(X4,setadjoin(X6,emptyset)) => in(X6,setadjoin(X4,emptyset)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(eqinunit, axiom, eqinunit <=> 33.53/5.37 (![Xx,Xy]: ((Xx = Xy) => in(Xx,setadjoin(Xy,emptyset))))). 33.53/5.37 tff('283', plain, 33.53/5.37 eqinunit = (![X4,X6]: ((X4 = X6) => in(X4,setadjoin(X6,emptyset)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(notinsingleton, axiom, notinsingleton <=> 33.53/5.37 (![Xx,Xy]: ((Xx != Xy) => (~in(Xy,setadjoin(Xx,emptyset)))))). 33.53/5.37 tff('284', plain, 33.53/5.37 notinsingleton = 33.53/5.37 (![X4,X6]: ((X4 != X6) => (~in(X6,setadjoin(X4,emptyset))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(uniqinunit, axiom, uniqinunit <=> 33.53/5.37 (![Xx,Xy]: (in(Xx,setadjoin(Xy,emptyset)) => (Xx = Xy)))). 33.53/5.37 tff('285', plain, 33.53/5.37 uniqinunit = (![X4,X6]: (in(X4,setadjoin(X6,emptyset)) => (X4 = X6))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(nonemptyImpWitness, axiom, nonemptyImpWitness <=> 33.53/5.37 (![A]: (nonempty(A) => (?[Xx]: in(Xx,A))))). 33.53/5.37 tff('286', plain, 33.53/5.37 nonemptyImpWitness = (![X4]: (nonempty(X4) => (?[X6]: in(X6,X4)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(exuE2, axiom, exuE2 <=> 33.53/5.37 (![Xphi:(($i > $o))]: 33.53/5.37 (exu(^[Xx]: Xphi(Xx)) => (?[Xx]: (![Xy]: (Xphi(Xy) <=> (Xy = Xx))))))). 33.53/5.37 tff('287', plain, 33.53/5.37 exuE2 = 33.53/5.37 (![X4:(($i > $o))]: 33.53/5.37 (exu(^[V_1]: X4(V_1)) => (?[X6]: (![X8]: (X4(X8) <=> (X8 = X6)))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(subPowSU, axiom, subPowSU <=> 33.53/5.37 (![A,Xx]: (in(Xx,A) => in(Xx,powerset(setunion(A)))))). 33.53/5.37 tff('288', plain, 33.53/5.37 subPowSU = (![X4,X6]: (in(X6,X4) => in(X6,powerset(setunion(X4))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setunionE, axiom, setunionE <=> 33.53/5.37 (![A,Xx]: 33.53/5.37 (in(Xx,setunion(A)) => 33.53/5.37 (![Xphi:$o]: ((![B]: (in(Xx,B) => (in(B,A) => Xphi))) => Xphi))))). 33.53/5.37 tff('289', plain, 33.53/5.37 setunionE = 33.53/5.37 (![X4,X6]: 33.53/5.37 (in(X6,setunion(X4)) => 33.53/5.37 (![X8:$o]: ((![X10]: (in(X6,X10) => (in(X10,X4) => X8))) => X8)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setunionI, axiom, setunionI <=> 33.53/5.37 (![A,Xx,B]: (in(Xx,B) => (in(B,A) => in(Xx,setunion(A)))))). 33.53/5.37 tff('290', plain, 33.53/5.37 setunionI = 33.53/5.37 (![X4,X6,X8]: (in(X6,X8) => (in(X8,X4) => in(X6,setunion(X4))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(powersetE, axiom, powersetE <=> 33.53/5.37 (![A,B,Xx]: (in(B,powerset(A)) => (in(Xx,B) => in(Xx,A))))). 33.53/5.37 tff('291', plain, 33.53/5.37 powersetE = 33.53/5.37 (![X4,X6,X8]: (in(X6,powerset(X4)) => (in(X8,X6) => in(X8,X4)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(emptyInPowerset, axiom, emptyInPowerset <=> 33.53/5.37 (![A]: in(emptyset,powerset(A)))). 33.53/5.37 tff('292', plain, emptyInPowerset = (![X4]: in(emptyset,powerset(X4))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(emptyinPowerset, axiom, emptyinPowerset <=> 33.53/5.37 (![A]: in(emptyset,powerset(A)))). 33.53/5.37 tff('293', plain, emptyinPowerset = (![X4]: in(emptyset,powerset(X4))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(powersetI, axiom, powersetI <=> 33.53/5.37 (![A,B]: ((![Xx]: (in(Xx,B) => in(Xx,A))) => in(B,powerset(A))))). 33.53/5.37 tff('294', plain, 33.53/5.37 powersetI = 33.53/5.37 (![X4,X6]: ((![X8]: (in(X8,X6) => in(X8,X4))) => in(X6,powerset(X4)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setoftrueEq, axiom, setoftrueEq <=> 33.53/5.37 (![A]: (dsetconstr(A,^[Xx]: $true) = A))). 33.53/5.37 tff('295', plain, setoftrueEq = (![X4]: (dsetconstr(X4,^[V_1]: $true) = X4)), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setadjoinOr, axiom, setadjoinOr <=> 33.53/5.37 (![Xx,A,Xy]: (in(Xy,setadjoin(Xx,A)) => ((Xy = Xx) | in(Xy,A))))). 33.53/5.37 tff('296', plain, 33.53/5.37 setadjoinOr = 33.53/5.37 (![X4,X6,X8]: (in(X8,setadjoin(X4,X6)) => ((X8 = X4) | in(X8,X6)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setadjoinE, axiom, setadjoinE <=> 33.53/5.37 (![Xx,A,Xy]: 33.53/5.37 (in(Xy,setadjoin(Xx,A)) => 33.53/5.37 (![Xphi:$o]: (((Xy = Xx) => Xphi) => ((in(Xy,A) => Xphi) => Xphi)))))). 33.53/5.37 tff('297', plain, 33.53/5.37 setadjoinE = 33.53/5.37 (![X4,X6,X8]: 33.53/5.37 (in(X8,setadjoin(X4,X6)) => 33.53/5.37 (![X10:$o]: (((X8 = X4) => X10) => ((in(X8,X6) => X10) => X10))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setadjoinIR, axiom, setadjoinIR <=> 33.53/5.37 (![Xx,A,Xy]: (in(Xy,A) => in(Xy,setadjoin(Xx,A))))). 33.53/5.37 tff('298', plain, 33.53/5.37 setadjoinIR = (![X4,X6,X8]: (in(X8,X6) => in(X8,setadjoin(X4,X6)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(emptyinunitempty, axiom, emptyinunitempty() = 33.53/5.37 in(emptyset,setadjoin(emptyset,emptyset))). 33.53/5.37 tff('299', plain, 33.53/5.37 emptyinunitempty = in(emptyset,setadjoin(emptyset,emptyset)), 33.53/5.37 inference('simplify_rw_rule', [status(thm)], [emptyinunitempty])). 33.53/5.37 tff('300', plain, 33.53/5.37 emptyinunitempty = in(emptyset,setadjoin(emptyset,emptyset)), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setadjoinIL, axiom, setadjoinIL <=> (![Xx,Xy]: in(Xx,setadjoin(Xx,Xy)))). 33.53/5.37 tff('301', plain, setadjoinIL = (![X4,X6]: in(X4,setadjoin(X4,X6))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(nonemptyI1, axiom, nonemptyI1 <=> 33.53/5.37 (![A]: ((?[Xx]: in(Xx,A)) => nonempty(A)))). 33.53/5.37 tff('302', plain, nonemptyI1 = (![X4]: ((?[X6]: in(X6,X4)) => nonempty(X4))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(nonemptyI, axiom, nonemptyI <=> 33.53/5.37 (![A,Xphi:(($i > $o)),Xx]: 33.53/5.37 (in(Xx,A) => (Xphi(Xx) => nonempty(dsetconstr(A,^[Xy]: Xphi(Xy))))))). 33.53/5.37 tff('303', plain, 33.53/5.37 nonemptyI = 33.53/5.37 (![X4,X6:(($i > $o)),X8]: 33.53/5.37 (in(X8,X4) => (X6(X8) => nonempty(dsetconstr(X4,^[V_1]: X6(V_1)))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(nonemptyE1, axiom, nonemptyE1 <=> 33.53/5.37 (![A]: (nonempty(A) => (?[Xx]: in(Xx,A))))). 33.53/5.37 tff('304', plain, nonemptyE1 = (![X4]: (nonempty(X4) => (?[X6]: in(X6,X4)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(nonempty, axiom, nonempty() = ^[Xx]: (Xx != emptyset)). 33.53/5.37 tff('305', plain, nonempty = (^[Xx]: (Xx != emptyset)), 33.53/5.37 inference('simplify_rw_rule', [status(thm)], [nonempty])). 33.53/5.37 tff('306', plain, nonempty = (^[V_1]: (V_1 != emptyset)), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setbeta, axiom, setbeta <=> 33.53/5.37 (![A,Xphi:(($i > $o)),Xx]: 33.53/5.37 (in(Xx,A) => (in(Xx,dsetconstr(A,^[Xy]: Xphi(Xy))) <=> Xphi(Xx))))). 33.53/5.37 tff('307', plain, 33.53/5.37 setbeta = 33.53/5.37 (![X4,X6:(($i > $o)),X8]: 33.53/5.37 (in(X8,X4) => (in(X8,dsetconstr(X4,^[V_1]: X6(V_1))) <=> X6(X8)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(noeltsimpempty, axiom, noeltsimpempty <=> 33.53/5.37 (![A]: ((![Xx]: (~in(Xx,A))) => (A = emptyset)))). 33.53/5.37 tff('308', plain, 33.53/5.37 noeltsimpempty = (![X4]: ((![X6]: (~in(X6,X4))) => (X4 = emptyset))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(emptyI, axiom, emptyI <=> 33.53/5.37 (![A]: ((![Xx]: (~in(Xx,A))) => (A = emptyset)))). 33.53/5.37 tff('309', plain, 33.53/5.37 emptyI = (![X4]: ((![X6]: (~in(X6,X4))) => (X4 = emptyset))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setext, axiom, setext <=> 33.53/5.37 (![A,B]: 33.53/5.37 ((![Xx]: (in(Xx,A) => in(Xx,B))) => 33.53/5.37 ((![Xx]: (in(Xx,B) => in(Xx,A))) => (A = B))))). 33.53/5.37 tff('310', plain, 33.53/5.37 setext = 33.53/5.37 (![X4,X6]: 33.53/5.37 ((![X8]: (in(X8,X4) => in(X8,X6))) => 33.53/5.37 ((![X10]: (in(X10,X6) => in(X10,X4))) => (X4 = X6)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(exuE3e, axiom, exuE3e <=> 33.53/5.37 (![Xphi:(($i > $o))]: (exu(^[Xx]: Xphi(Xx)) => (?[Xx]: Xphi(Xx))))). 33.53/5.37 tff('311', plain, 33.53/5.37 exuE3e = (![X4:(($i > $o))]: (exu(^[V_1]: X4(V_1)) => (?[X6]: X4(X6)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(notinemptyset, axiom, notinemptyset <=> (![Xx]: (~in(Xx,emptyset)))). 33.53/5.37 tff('312', plain, notinemptyset = (![X4]: (~in(X4,emptyset))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(emptysetimpfalse, axiom, emptysetimpfalse <=> 33.53/5.37 (![Xx]: (in(Xx,emptyset) => $false))). 33.53/5.37 tff('313', plain, emptysetimpfalse = (![X4]: (in(X4,emptyset) => $false)), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(emptysetE, axiom, emptysetE <=> 33.53/5.37 (![Xx]: (in(Xx,emptyset) => (![Xphi:$o]: Xphi)))). 33.53/5.37 tff('314', plain, emptysetE = (![X4]: (in(X4,emptyset) => (![X6:$o]: X6))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(prop2setE, axiom, prop2setE <=> 33.53/5.37 (![Xphi:$o,Xx]: (in(Xx,prop2set(Xphi)) => Xphi))). 33.53/5.37 tff('315', plain, prop2setE = (![X4:$o,X6]: (in(X6,prop2set(X4)) => X4)), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(exuE1, axiom, exuE1 <=> 33.53/5.37 (![Xphi:(($i > $o))]: 33.53/5.37 (exu(^[Xx]: Xphi(Xx)) => 33.53/5.37 (?[Xx]: ((![Xy]: (Xphi(Xy) => (Xx = Xy))) & Xphi(Xx)))))). 33.53/5.37 tff('316', plain, 33.53/5.37 exuE1 = 33.53/5.37 (![X4:(($i > $o))]: 33.53/5.37 (exu(^[V_1]: X4(V_1)) => 33.53/5.37 (?[X6]: ((![X8]: (X4(X8) => (X6 = X8))) & X4(X6))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(dsetconstrER, axiom, dsetconstrER <=> 33.53/5.37 (![A,Xphi:(($i > $o)),Xx]: 33.53/5.37 (in(Xx,dsetconstr(A,^[Xy]: Xphi(Xy))) => Xphi(Xx)))). 33.53/5.37 tff('317', plain, 33.53/5.37 dsetconstrER = 33.53/5.37 (![X4,X6:(($i > $o)),X8]: 33.53/5.37 (in(X8,dsetconstr(X4,^[V_1]: X6(V_1))) => X6(X8))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(dsetconstrEL, axiom, dsetconstrEL <=> 33.53/5.37 (![A,Xphi:(($i > $o)),Xx]: 33.53/5.37 (in(Xx,dsetconstr(A,^[Xy]: Xphi(Xy))) => in(Xx,A)))). 33.53/5.37 tff('318', plain, 33.53/5.37 dsetconstrEL = 33.53/5.37 (![X4,X6:(($i > $o)),X8]: 33.53/5.37 (in(X8,dsetconstr(X4,^[V_1]: X6(V_1))) => in(X8,X4))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(dsetconstrI, axiom, dsetconstrI <=> 33.53/5.37 (![A,Xphi:(($i > $o)),Xx]: 33.53/5.37 (in(Xx,A) => (Xphi(Xx) => in(Xx,dsetconstr(A,^[Xy]: Xphi(Xy))))))). 33.53/5.37 tff('319', plain, 33.53/5.37 dsetconstrI = 33.53/5.37 (![X4,X6:(($i > $o)),X8]: 33.53/5.37 (in(X8,X4) => (X6(X8) => in(X8,dsetconstr(X4,^[V_1]: X6(V_1)))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(descrp, axiom, descrp <=> 33.53/5.37 (![Xphi:(($i > $o))]: 33.53/5.37 (exu(^[Xx]: Xphi(Xx)) => Xphi(descr(^[Xx]: Xphi(Xx)))))). 33.53/5.37 tff('320', plain, 33.53/5.37 descrp = 33.53/5.37 (![X4:(($i > $o))]: (exu(^[V_1]: X4(V_1)) => X4(descr(^[V_2]: X4(V_2))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(wellorderingAx, axiom, wellorderingAx <=> 33.53/5.37 (![A]: 33.53/5.37 (?[B]: 33.53/5.37 ((![C]: 33.53/5.37 (((![Xx]: (in(Xx,C) => in(Xx,A))) & (?[Xx]: in(Xx,C))) => 33.53/5.37 (?[D,Xx]: 33.53/5.37 ((![E]: 33.53/5.37 (in(E,B) => ((![Xy]: (in(Xy,E) => in(Xy,D))) | in(Xx,E)))) & 33.53/5.37 (~(?[Xy]: (in(Xy,C) & in(Xy,D)))) & in(Xx,C) & in(D,B))))) & 33.53/5.37 (![C,D]: 33.53/5.37 ((in(C,B) & in(D,B)) => 33.53/5.37 ((![Xx]: (in(Xx,C) => in(Xx,D))) | 33.53/5.37 (![Xx]: (in(Xx,D) => in(Xx,C)))))) & 33.53/5.37 (![Xx,Xy]: 33.53/5.37 ((in(Xx,A) & in(Xy,A)) => 33.53/5.37 ((![C]: (in(C,B) => (in(Xx,C) <=> in(Xy,C)))) => (Xx = Xy)))) & 33.53/5.37 (![C]: (in(C,B) => (![Xx]: (in(Xx,C) => in(Xx,A))))))))). 33.53/5.37 tff('321', plain, 33.53/5.37 wellorderingAx = 33.53/5.37 (![X4]: 33.53/5.37 (?[X6]: 33.53/5.37 ((![X8]: 33.53/5.37 (((![X10]: (in(X10,X8) => in(X10,X4))) & (?[X12]: in(X12,X8))) => 33.53/5.37 (?[X14,X16]: 33.53/5.37 ((![X18]: 33.53/5.37 (in(X18,X6) => 33.53/5.37 ((![X20]: (in(X20,X18) => in(X20,X14))) | in(X16,X18)))) & 33.53/5.37 (~(?[X22]: (in(X22,X8) & in(X22,X14)))) & in(X16,X8) & 33.53/5.37 in(X14,X6))))) & 33.53/5.37 (![X24,X26]: 33.53/5.37 ((in(X24,X6) & in(X26,X6)) => 33.53/5.37 ((![X28]: (in(X28,X24) => in(X28,X26))) | 33.53/5.37 (![X30]: (in(X30,X26) => in(X30,X24)))))) & 33.53/5.37 (![X32,X34]: 33.53/5.37 ((in(X32,X4) & in(X34,X4)) => 33.53/5.37 ((![X36]: (in(X36,X6) => (in(X32,X36) <=> in(X34,X36)))) => 33.53/5.37 (X32 = X34)))) & 33.53/5.37 (![X38]: (in(X38,X6) => (![X40]: (in(X40,X38) => in(X40,X4)))))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(foundationAx, axiom, foundationAx <=> 33.53/5.37 (![A]: 33.53/5.37 ((?[Xx]: in(Xx,A)) => 33.53/5.37 (?[B]: ((~(?[Xx]: (in(Xx,A) & in(Xx,B)))) & in(B,A)))))). 33.53/5.37 tff('322', plain, 33.53/5.37 foundationAx = 33.53/5.37 (![X4]: 33.53/5.37 ((?[X6]: in(X6,X4)) => 33.53/5.37 (?[X8]: ((~(?[X10]: (in(X10,X4) & in(X10,X8)))) & in(X8,X4))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(replAx, axiom, replAx <=> 33.53/5.37 (![Xphi:(($i * $i) > $o),A]: 33.53/5.37 ((![Xx]: (in(Xx,A) => exu(^[Xy]: Xphi(Xx,Xy)))) => 33.53/5.37 (?[B]: (![Xx]: (in(Xx,B) <=> (?[Xy]: (Xphi(Xy,Xx) & in(Xy,A))))))))). 33.53/5.37 tff('323', plain, 33.53/5.37 replAx = 33.53/5.37 (![X4:(($i * $i) > $o),X6]: 33.53/5.37 ((![X8]: (in(X8,X6) => exu(^[V_1]: X4(X8,V_1)))) => 33.53/5.37 (?[X10]: 33.53/5.37 (![X12]: (in(X12,X10) <=> (?[X14]: (X4(X14,X12) & in(X14,X6)))))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(omegaIndAx, axiom, omegaIndAx <=> 33.53/5.37 (![A]: 33.53/5.37 ((in(emptyset,A) & 33.53/5.37 (![Xx]: ((in(Xx,omega) & in(Xx,A)) => in(setadjoin(Xx,Xx),A)))) => 33.53/5.37 (![Xx]: (in(Xx,omega) => in(Xx,A)))))). 33.53/5.37 tff('324', plain, 33.53/5.37 omegaIndAx = 33.53/5.37 (![X4]: 33.53/5.37 ((in(emptyset,X4) & 33.53/5.37 (![X6]: ((in(X6,omega) & in(X6,X4)) => in(setadjoin(X6,X6),X4)))) => 33.53/5.37 (![X8]: (in(X8,omega) => in(X8,X4))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(omegaSAx, axiom, omegaSAx <=> 33.53/5.37 (![Xx]: (in(Xx,omega) => in(setadjoin(Xx,Xx),omega)))). 33.53/5.37 tff('325', plain, 33.53/5.37 omegaSAx = (![X4]: (in(X4,omega) => in(setadjoin(X4,X4),omega))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(omega0Ax, axiom, omega0Ax() = in(emptyset,omega)). 33.53/5.37 tff('326', plain, omega0Ax = in(emptyset,omega), 33.53/5.37 inference('simplify_rw_rule', [status(thm)], [omega0Ax])). 33.53/5.37 tff('327', plain, omega0Ax = in(emptyset,omega), define([status(thm)])). 33.53/5.37 tff(setunionAx, axiom, setunionAx <=> 33.53/5.37 (![A,Xx]: (in(Xx,setunion(A)) <=> (?[B]: (in(B,A) & in(Xx,B)))))). 33.53/5.37 tff('328', plain, 33.53/5.37 setunionAx = 33.53/5.37 (![X4,X6]: (in(X6,setunion(X4)) <=> (?[X8]: (in(X8,X4) & in(X6,X8))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(powersetAx, axiom, powersetAx <=> 33.53/5.37 (![A,B]: (in(B,powerset(A)) <=> (![Xx]: (in(Xx,B) => in(Xx,A)))))). 33.53/5.37 tff('329', plain, 33.53/5.37 powersetAx = 33.53/5.37 (![X4,X6]: (in(X6,powerset(X4)) <=> (![X8]: (in(X8,X6) => in(X8,X4))))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setadjoinAx, axiom, setadjoinAx <=> 33.53/5.37 (![Xx,A,Xy]: (in(Xy,setadjoin(Xx,A)) <=> ((Xy = Xx) | in(Xy,A))))). 33.53/5.37 tff('330', plain, 33.53/5.37 setadjoinAx = 33.53/5.37 (![X4,X6,X8]: (in(X8,setadjoin(X4,X6)) <=> ((X8 = X4) | in(X8,X6)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(emptysetAx, axiom, emptysetAx <=> (![Xx]: (~in(Xx,emptyset)))). 33.53/5.37 tff('331', plain, emptysetAx = (![X4]: (~in(X4,emptyset))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(setextAx, axiom, setextAx <=> 33.53/5.37 (![A,B]: ((![Xx]: (in(Xx,A) <=> in(Xx,B))) => (A = B)))). 33.53/5.37 tff('332', plain, 33.53/5.37 setextAx = (![X4,X6]: ((![X8]: (in(X8,X4) <=> in(X8,X6))) => (X4 = X6))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(exu, axiom, exu() = 33.53/5.37 ^[Xphi:(($i > $o))]: (?[Xx]: ((![Xy]: (Xphi(Xy) => (Xx = Xy))) & Xphi(Xx)))). 33.53/5.37 tff('333', plain, 33.53/5.37 exu = 33.53/5.37 (^[Xphi:(($i > $o))]: 33.53/5.37 (?[Xx]: ((![Xy]: (Xphi(Xy) => (Xx = Xy))) & Xphi(Xx)))), 33.53/5.37 inference('simplify_rw_rule', [status(thm)], [exu])). 33.53/5.37 tff('334', plain, 33.53/5.37 exu = 33.53/5.37 (^[V_1:(($i > $o))]: (?[X4]: ((![X6]: (V_1(X6) => (X4 = X6))) & V_1(X4)))), 33.53/5.37 define([status(thm)])). 33.53/5.37 tff(peanoSinj, conjecture, 33.53/5.37 (setextAx => 33.53/5.37 (emptysetAx => 33.53/5.37 (setadjoinAx => 33.53/5.37 (powersetAx => 33.53/5.37 (setunionAx => 33.53/5.37 (omega0Ax => 33.53/5.37 (omegaSAx => 33.53/5.37 (omegaIndAx => 33.53/5.37 (replAx => 33.53/5.37 (foundationAx => 33.53/5.37 (wellorderingAx => 33.53/5.37 (descrp => 33.53/5.37 (dsetconstrI => 33.53/5.37 (dsetconstrEL => 33.53/5.37 (dsetconstrER => 33.53/5.37 (exuE1 => 33.53/5.37 (prop2setE => 33.53/5.37 (emptysetE => 33.53/5.37 (emptysetimpfalse => 33.53/5.37 (notinemptyset => 33.53/5.37 (exuE3e => 33.53/5.37 (setext => 33.53/5.37 (emptyI => 33.53/5.37 (noeltsimpempty => 33.53/5.37 (setbeta => 33.53/5.37 (nonemptyE1 => 33.53/5.37 (nonemptyI => 33.53/5.37 (nonemptyI1 => 33.53/5.37 (setadjoinIL => 33.53/5.37 (emptyinunitempty => 33.53/5.37 (setadjoinIR => 33.53/5.37 (setadjoinE => 33.53/5.37 (setadjoinOr => 33.53/5.37 (setoftrueEq => 33.53/5.37 (powersetI => 33.53/5.37 (emptyinPowerset => 33.53/5.37 (emptyInPowerset => 33.53/5.37 (powersetE => 33.53/5.37 (setunionI => 33.53/5.37 (setunionE => 33.53/5.37 (subPowSU => 33.53/5.37 (exuE2 => 33.53/5.37 (nonemptyImpWitness => 33.53/5.37 (uniqinunit => 33.53/5.37 (notinsingleton => 33.53/5.37 (eqinunit => 33.53/5.37 (singletonsswitch => 33.53/5.37 (upairsetE => 33.53/5.37 (upairsetIL => 33.53/5.37 (upairsetIR => 33.53/5.37 (emptyE1 => 33.53/5.37 (vacuousDall => 33.53/5.37 (quantDeMorgan1 => 33.53/5.37 (quantDeMorgan2 => 33.53/5.37 (quantDeMorgan3 => 33.53/5.37 (quantDeMorgan4 => 33.53/5.37 (prop2setI => 33.53/5.37 (prop2set2propI => 33.53/5.37 (notdexE => 33.53/5.37 (notdallE => 33.53/5.37 (exuI1 => 33.53/5.37 (exuI3 => 33.53/5.37 (exuI2 => 33.53/5.37 (inCongP => 33.53/5.37 (in__Cong => 33.53/5.37 (exuE3u => 33.53/5.37 ( 33.53/5.37 exu__Cong => 33.53/5.37 ( 33.53/5.37 emptyset__Cong => 33.53/5.37 ( 33.53/5.37 setadjoin__Cong => 33.53/5.37 ( 33.53/5.37 powerset__Cong => 33.53/5.37 ( 33.53/5.37 setunion__Cong => 33.53/5.37 ( 33.53/5.37 omega__Cong => 33.53/5.37 ( 33.53/5.37 exuEu => 33.53/5.37 ( 33.53/5.37 descr__Cong => 33.53/5.37 ( 33.53/5.37 dsetconstr__Cong => 33.53/5.37 ( 33.53/5.37 subsetI1 => 33.53/5.37 ( 33.53/5.37 eqimpsubset2 => 33.53/5.37 ( 33.53/5.37 eqimpsubset1 => 33.53/5.37 ( 33.53/5.37 subsetI2 => 33.53/5.37 ( 33.53/5.37 emptysetsubset => 33.53/5.37 ( 33.53/5.37 subsetE => 33.53/5.37 ( 33.53/5.37 subsetE2 => 33.53/5.37 ( 33.53/5.37 notsubsetI => 33.53/5.37 ( 33.53/5.37 notequalI1 => 33.53/5.37 ( 33.53/5.37 notequalI2 => 33.53/5.37 ( 33.53/5.37 subsetRefl => 33.53/5.37 ( 33.53/5.37 subsetTrans => 33.53/5.37 ( 33.53/5.37 setadjoinSub => 33.53/5.37 ( 33.53/5.37 setadjoinSub2 => 33.53/5.37 ( 33.53/5.37 subset2powerset => 33.53/5.37 ( 33.53/5.37 setextsub => 33.53/5.37 ( 33.53/5.37 subsetemptysetimpeq => 33.53/5.37 ( 33.53/5.37 powersetI1 => 33.53/5.37 ( 33.53/5.37 powersetE1 => 33.53/5.37 ( 33.53/5.37 inPowerset => 33.53/5.37 ( 33.53/5.37 powersetsubset => 33.53/5.37 ( 33.53/5.37 sepInPowerset => 33.53/5.37 ( 33.53/5.37 sepSubset => 33.53/5.37 ( 33.53/5.37 binunionIL => 33.53/5.37 ( 33.53/5.37 upairset2IR => 33.53/5.37 ( 33.53/5.37 binunionIR => 33.53/5.37 ( 33.53/5.37 binunionEcases => 33.53/5.37 ( 33.53/5.37 binunionE => 33.53/5.37 ( 33.53/5.37 binunionLsub => 33.53/5.37 ( 33.53/5.37 binunionRsub => 33.53/5.37 ( 33.53/5.37 binintersectI => 33.53/5.37 ( 33.53/5.37 binintersectSubset5 => 33.53/5.37 ( 33.53/5.37 binintersectEL => 33.53/5.37 ( 33.53/5.37 binintersectLsub => 33.53/5.37 ( 33.53/5.37 binintersectSubset2 => 33.53/5.37 ( 33.53/5.37 binintersectSubset3 => 33.53/5.37 ( 33.53/5.37 binintersectER => 33.53/5.37 ( 33.53/5.37 disjointsetsI1 => 33.53/5.37 ( 33.53/5.37 binintersectRsub => 33.53/5.37 ( 33.53/5.37 binintersectSubset4 => 33.53/5.37 ( 33.53/5.37 binintersectSubset1 => 33.53/5.37 ( 33.53/5.37 bs114d => 33.53/5.37 ( 33.53/5.37 setminusI => 33.53/5.37 ( 33.53/5.37 setminusEL => 33.53/5.37 ( 33.53/5.37 setminusER => 33.53/5.37 ( 33.53/5.37 setminusSubset2 => 33.53/5.37 ( 33.53/5.37 setminusERneg => 33.53/5.37 ( 33.53/5.37 setminusELneg => 33.53/5.37 ( 33.53/5.37 setminusILneg => 33.53/5.37 ( 33.53/5.37 setminusIRneg => 33.53/5.37 ( 33.53/5.37 setminusLsub => 33.53/5.37 ( 33.53/5.37 setminusSubset1 => 33.53/5.37 ( 33.53/5.37 symdiffE => 33.53/5.37 ( 33.53/5.37 symdiffI1 => 33.53/5.37 ( 33.53/5.37 symdiffI2 => 33.53/5.37 ( 33.53/5.37 symdiffIneg1 => 33.53/5.37 ( 33.53/5.37 symdiffIneg2 => 33.53/5.37 ( 33.53/5.37 secondinupair => 33.53/5.37 ( 33.53/5.37 setukpairIL => 33.53/5.37 ( 33.53/5.37 setukpairIR => 33.53/5.37 ( 33.53/5.37 kpairiskpair => 33.53/5.37 ( 33.53/5.37 kpairp => 33.53/5.37 ( 33.53/5.37 singletonsubset => 33.53/5.37 ( 33.53/5.37 singletoninpowerset => 33.53/5.37 ( 33.53/5.37 singletoninpowunion => 33.53/5.37 ( 33.53/5.37 upairset2E => 33.53/5.37 ( 33.53/5.37 upairsubunion => 33.53/5.37 ( 33.53/5.37 upairinpowunion => 33.53/5.37 ( 33.53/5.37 ubforcartprodlem1 => 33.53/5.37 ( 33.53/5.37 ubforcartprodlem2 => 33.53/5.37 ( 33.53/5.37 ubforcartprodlem3 => 33.53/5.37 ( 33.53/5.37 cartprodpairin => 33.53/5.37 ( 33.53/5.37 cartprodmempair1 => 33.53/5.37 ( 33.53/5.37 cartprodmempair => 33.53/5.37 ( 33.53/5.37 setunionE2 => 33.53/5.37 ( 33.53/5.37 setunionsingleton1 => 33.53/5.37 ( 33.53/5.37 setunionsingleton2 => 33.53/5.37 ( 33.53/5.37 setunionsingleton => 33.53/5.37 ( 33.53/5.37 singletonprop => 33.53/5.37 ( 33.53/5.37 ex1E1 => 33.53/5.37 ( 33.53/5.37 ex1I => 33.53/5.37 ( 33.53/5.37 ex1I2 => 33.53/5.37 ( 33.53/5.37 singletonsuniq => 33.53/5.37 ( 33.53/5.37 setukpairinjL1 => 33.53/5.37 ( 33.53/5.37 kfstsingleton => 33.53/5.37 ( 33.53/5.37 theprop => 33.53/5.37 ( 33.53/5.37 kfstpairEq => 33.53/5.37 ( 33.53/5.37 cartprodfstin => 33.53/5.37 ( 33.53/5.37 setukpairinjL2 => 33.53/5.37 ( 33.53/5.37 setukpairinjL => 33.53/5.37 ( 33.53/5.37 setukpairinjR11 => 33.53/5.37 ( 33.53/5.37 setukpairinjR12 => 33.53/5.37 ( 33.53/5.37 setukpairinjR1 => 33.53/5.37 ( 33.53/5.37 upairequniteq => 33.53/5.37 ( 33.53/5.37 setukpairinjR2 => 33.53/5.37 ( 33.53/5.37 setukpairinjR => 33.53/5.37 ( 33.53/5.37 ksndsingleton => 33.53/5.37 ( 33.53/5.37 ksndpairEq => 33.53/5.37 ( 33.53/5.37 kpairsurjEq => 33.53/5.37 ( 33.53/5.37 cartprodsndin => 33.53/5.37 ( 33.53/5.37 cartprodpairmemEL => 33.53/5.37 ( 33.53/5.37 cartprodpairmemER => 33.53/5.37 ( 33.53/5.37 cartprodmempaircEq => 33.53/5.37 ( 33.53/5.37 cartprodfstpairEq => 33.53/5.37 ( 33.53/5.37 cartprodsndpairEq => 33.53/5.37 ( 33.53/5.37 cartprodpairsurjEq => 33.53/5.37 ( 33.53/5.37 dpsetconstrI => 33.53/5.37 ( 33.53/5.37 dpsetconstrSub => 33.53/5.37 ( 33.53/5.37 setOfPairsIsBReln => 33.53/5.37 ( 33.53/5.37 dpsetconstrERa => 33.53/5.37 ( 33.53/5.37 dpsetconstrEL1 => 33.53/5.37 ( 33.53/5.37 dpsetconstrEL2 => 33.53/5.37 ( 33.53/5.37 dpsetconstrER => 33.53/5.37 ( 33.53/5.37 funcImageSingleton => 33.53/5.37 ( 33.53/5.37 apProp => 33.53/5.37 ( 33.53/5.37 app => 33.53/5.37 ( 33.53/5.37 infuncsetfunc => 33.53/5.37 ( 33.53/5.37 ap2p => 33.53/5.37 ( 33.53/5.37 funcinfuncset => 33.53/5.37 ( 33.53/5.37 lamProp => 33.53/5.37 ( 33.53/5.37 lamp => 33.53/5.37 ( 33.53/5.37 lam2p => 33.53/5.37 ( 33.53/5.37 brelnall1 => 33.53/5.37 ( 33.53/5.37 brelnall2 => 33.53/5.37 ( 33.53/5.37 ex1E2 => 33.53/5.37 ( 33.53/5.37 funcGraphProp1 => 33.53/5.37 ( 33.53/5.37 funcGraphProp3 => 33.53/5.37 ( 33.53/5.37 funcGraphProp2 => 33.53/5.37 ( 33.53/5.37 funcextLem => 33.53/5.37 ( 33.53/5.37 funcGraphProp4 => 33.53/5.37 ( 33.53/5.37 subbreln => 33.53/5.37 ( 33.53/5.37 eqbreln => 33.53/5.37 ( 33.53/5.37 funcext => 33.53/5.37 ( 33.53/5.37 funcext2 => 33.53/5.37 ( 33.53/5.37 ap2apEq1 => 33.53/5.37 ( 33.53/5.37 ap2apEq2 => 33.53/5.37 ( 33.53/5.37 beta1 => 33.53/5.37 ( 33.53/5.37 eta1 => 33.53/5.37 ( 33.53/5.37 lam2lamEq => 33.53/5.37 ( 33.53/5.37 beta2 => 33.53/5.37 ( 33.53/5.37 eta2 => 33.53/5.37 ( 33.53/5.37 iffalseProp1 => 33.53/5.37 ( 33.53/5.37 iffalseProp2 => 33.53/5.37 ( 33.53/5.37 iftrueProp1 => 33.53/5.37 ( 33.53/5.37 iftrueProp2 => 33.53/5.37 ( 33.53/5.37 ifSingleton => 33.53/5.37 ( 33.53/5.37 ifp => 33.53/5.37 ( 33.53/5.37 theeq => 33.53/5.37 ( 33.53/5.37 iftrue => 33.53/5.37 ( 33.53/5.37 iffalse => 33.53/5.37 ( 33.53/5.37 iftrueorfalse => 33.53/5.37 ( 33.53/5.37 binintersectT_lem => 33.53/5.37 ( 33.53/5.37 binunionT_lem => 33.53/5.37 ( 33.53/5.37 powersetT_lem => 33.53/5.37 ( 33.53/5.37 setminusT_lem => 33.53/5.37 ( 33.53/5.37 complementT_lem => 33.53/5.37 ( 33.53/5.37 setextT => 33.53/5.37 ( 33.53/5.37 subsetTI => 33.53/5.37 ( 33.53/5.37 powersetTI1 => 33.53/5.37 ( 33.53/5.37 powersetTE1 => 33.53/5.37 ( 33.53/5.37 complementTI1 => 33.53/5.37 ( 33.53/5.37 complementTE1 => 33.53/5.37 ( 33.53/5.37 binintersectTELcontra => 33.53/5.37 ( 33.53/5.37 binintersectTERcontra => 33.53/5.37 ( 33.53/5.37 contrasubsetT => 33.53/5.37 ( 33.53/5.37 contrasubsetT1 => 33.53/5.37 ( 33.53/5.37 contrasubsetT2 => 33.53/5.37 ( 33.53/5.37 contrasubsetT3 => 33.53/5.37 ( 33.53/5.37 doubleComplementI1 => 33.53/5.37 ( 33.53/5.37 doubleComplementE1 => 33.53/5.37 ( 33.53/5.37 doubleComplementSub1 => 33.53/5.37 ( 33.53/5.37 doubleComplementSub2 => 33.53/5.37 ( 33.53/5.37 doubleComplementEq => 33.53/5.37 ( 33.53/5.37 complementTnotintersectT => 33.53/5.37 ( 33.53/5.37 complementImpComplementIntersect => 33.53/5.37 ( 33.53/5.37 complementSubsetComplementIntersect => 33.53/5.37 ( 33.53/5.37 complementInPowersetComplementIntersect => 33.53/5.37 ( 33.53/5.37 contraSubsetComplement => 33.53/5.37 ( 33.53/5.37 complementTcontraSubset => 33.53/5.37 ( 33.53/5.37 binunionTILcontra => 33.53/5.37 ( 33.53/5.37 binunionTIRcontra => 33.53/5.37 ( 33.53/5.37 inIntersectImpInUnion => 33.53/5.37 ( 33.53/5.37 inIntersectImpInUnion2 => 33.53/5.37 ( 33.53/5.37 inIntersectImpInIntersectUnions => 33.53/5.37 ( 33.53/5.37 intersectInPowersetIntersectUnions => 33.53/5.37 ( 33.53/5.37 inComplementUnionImpNotIn1 => 33.53/5.37 ( 33.53/5.37 inComplementUnionImpInComplement1 => 33.53/5.37 ( 33.53/5.37 binunionTE => 33.53/5.37 ( 33.53/5.37 binunionTEcontra => 33.53/5.37 ( 33.53/5.37 demorgan2a1 => 33.53/5.37 ( 33.53/5.37 complementUnionInPowersetComplement => 33.53/5.37 ( 33.53/5.37 demorgan2a2 => 33.53/5.37 ( 33.53/5.37 demorgan1a => 33.53/5.37 ( 33.53/5.37 demorgan1b => 33.53/5.37 ( 33.53/5.37 demorgan1 => 33.53/5.37 ( 33.53/5.37 demorgan2a => 33.53/5.37 ( 33.53/5.37 demorgan2b2 => 33.53/5.37 ( 33.53/5.37 demorgan2b => 33.53/5.37 ( 33.53/5.37 demorgan2 => 33.53/5.37 ( 33.53/5.37 woz13rule0 => 33.53/5.37 ( 33.53/5.37 woz13rule1 => 33.53/5.37 ( 33.53/5.37 woz13rule2 => 33.53/5.37 ( 33.53/5.37 woz13rule3 => 33.53/5.37 ( 33.53/5.37 woz13rule4 => 33.53/5.37 ( 33.53/5.37 woz1_1 => 33.53/5.37 ( 33.53/5.37 woz1_2 => 33.53/5.37 ( 33.53/5.37 woz1_3 => 33.53/5.37 ( 33.53/5.37 woz1_4 => 33.53/5.37 ( 33.53/5.37 woz1_5 => 33.53/5.37 ( 33.53/5.37 breln1all2 => 33.53/5.37 ( 33.53/5.37 breln1SetBreln1 => 33.53/5.37 ( 33.53/5.37 choice2fnsingleton => 33.53/5.37 ( 33.53/5.37 setOfPairsIsBReln1 => 33.53/5.37 ( 33.53/5.37 breln1all1 => 33.53/5.37 ( 33.53/5.37 subbreln1 => 33.53/5.37 ( 33.53/5.37 eqbreln1 => 33.53/5.37 ( 33.53/5.37 breln1invprop => 33.53/5.37 ( 33.53/5.37 breln1invI => 33.53/5.37 ( 33.53/5.37 breln1invE => 33.53/5.37 ( 33.53/5.37 breln1compprop => 33.53/5.37 ( 33.53/5.37 breln1compI => 33.53/5.37 ( 33.53/5.37 breln1compE => 33.53/5.37 ( 33.53/5.37 breln1compEex => 33.53/5.37 ( 33.53/5.37 breln1unionprop => 33.53/5.37 ( 33.53/5.37 breln1unionIL => 33.53/5.37 ( 33.53/5.37 breln1unionIR => 33.53/5.37 ( 33.53/5.37 breln1unionI => 33.53/5.37 ( 33.53/5.37 breln1unionE => 33.53/5.37 ( 33.53/5.37 breln1unionEcases => 33.53/5.37 ( 33.53/5.37 breln1unionCommutes => 33.53/5.37 ( 33.53/5.37 woz2Ex => 33.53/5.37 ( 33.53/5.37 woz2W => 33.53/5.37 ( 33.53/5.37 woz2A => 33.53/5.37 ( 33.53/5.37 woz2B => 33.53/5.37 ( 33.53/5.37 image1Ex => 33.53/5.37 ( 33.53/5.37 image1Ex1 => 33.53/5.37 ( 33.53/5.37 image1Equiv => 33.53/5.37 ( 33.53/5.37 image1E => 33.53/5.37 ( 33.53/5.37 image1I => 33.53/5.37 ( 33.53/5.37 injFuncInInjFuncSet => 33.53/5.37 ( 33.53/5.37 injFuncSetFuncIn => 33.53/5.37 ( 33.53/5.37 injFuncSetFuncInj => 33.53/5.37 ( 33.53/5.37 surjFuncSetFuncIn => 33.53/5.37 ( 33.53/5.37 surjFuncSetFuncSurj => 33.53/5.37 ( 33.53/5.37 leftInvIsSurj => 33.53/5.37 ( 33.53/5.37 surjCantorThm => 33.53/5.37 ( 33.53/5.37 foundation2 => 33.53/5.37 ( 33.53/5.37 notinself => 33.53/5.37 ( 33.53/5.37 notinself2 => 33.53/5.37 ( 33.53/5.37 omegaSp => 33.53/5.37 ( 33.53/5.37 omegaSclos => 33.53/5.37 ( 33.53/5.37 peano0notS => 33.53/5.37 ( 33.53/5.37 ![Xx]: 33.53/5.37 (in( 33.53/5.37 Xx,omega) => 33.53/5.37 (![Xy]: 33.53/5.37 (in( 33.53/5.37 Xy,omega) => 33.53/5.37 (( 33.53/5.37 omegaS( 33.53/5.37 Xx) = 33.53/5.37 omegaS( 33.53/5.37 Xy)) => 33.53/5.37 (Xx = Xy)))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))). 33.53/5.37 tff(zf_stmt_0, conjecture, 33.53/5.37 ((![X4,X6]: ((![X8]: (in(X8,X4) <=> in(X8,X6))) => (X4 = X6))) => 33.53/5.37 ((![X10]: (~in(X10,emptyset))) => 33.53/5.37 ((![X12,X14,X16]: 33.53/5.37 (in(X16,setadjoin(X12,X14)) <=> (in(X16,X14) | (X16 = X12)))) => 33.53/5.37 ((![X18,X20]: 33.53/5.37 (in(X20,powerset(X18)) <=> (![X22]: (in(X22,X20) => in(X22,X18))))) => 33.53/5.37 ((![X24,X26]: 33.53/5.37 (in(X26,setunion(X24)) <=> (?[X28]: (in(X26,X28) & in(X28,X24))))) => 33.53/5.37 (in(emptyset,omega) => 33.53/5.37 ((![X30]: (in(X30,omega) => in(setadjoin(X30,X30),omega))) => 33.53/5.37 ((![X32]: 33.53/5.37 (((![X34]: 33.53/5.37 ((in(X34,X32) & in(X34,omega)) => 33.53/5.37 in(setadjoin(X34,X34),X32))) & 33.53/5.37 in(emptyset,X32)) => 33.53/5.37 (![X36]: (in(X36,omega) => in(X36,X32))))) => 33.53/5.37 ((![X38:(($i * $i) > $o),X40]: 33.53/5.37 ((![X42]: 33.53/5.37 (in(X42,X40) => 33.53/5.37 (?[X44]: 33.53/5.37 (X38(X42,X44) & (![X46]: (X38(X42,X46) => (X44 = X46))))))) => 33.53/5.37 (?[X48]: 33.53/5.37 (![X50]: 33.53/5.37 (in(X50,X48) <=> (?[X52]: (in(X52,X40) & X38(X52,X50)))))))) => 33.53/5.37 ((![X54]: 33.53/5.37 ((?[X56]: in(X56,X54)) => 33.53/5.37 (?[X58]: 33.53/5.37 (in(X58,X54) & (~(?[X60]: (in(X60,X58) & in(X60,X54)))))))) => 33.53/5.37 ((![X62]: 33.53/5.37 (?[X64]: 33.53/5.37 ((![X96]: 33.53/5.37 (in(X96,X64) => (![X98]: (in(X98,X96) => in(X98,X62))))) & 33.53/5.37 (![X90,X92]: 33.53/5.37 ((in(X92,X62) & in(X90,X62)) => 33.53/5.37 ((![X94]: 33.53/5.37 (in(X94,X64) => (in(X90,X94) <=> in(X92,X94)))) => 33.53/5.37 (X90 = X92)))) & 33.53/5.37 (![X82,X84]: 33.53/5.37 ((in(X84,X64) & in(X82,X64)) => 33.53/5.37 ((![X88]: (in(X88,X84) => in(X88,X82))) | 33.53/5.37 (![X86]: (in(X86,X82) => in(X86,X84)))))) & 33.53/5.37 (![X66]: 33.53/5.37 (((?[X70]: in(X70,X66)) & 33.53/5.37 (![X68]: (in(X68,X66) => in(X68,X62)))) => 33.53/5.37 (?[X72,X74]: 33.53/5.37 (in(X72,X64) & in(X74,X66) & 33.53/5.37 (~(?[X80]: (in(X80,X72) & in(X80,X66)))) & 33.53/5.37 (![X76]: 33.53/5.37 (in(X76,X64) => 33.53/5.37 (in(X74,X76) | 33.53/5.37 (![X78]: (in(X78,X76) => in(X78,X72))))))))))))) => 33.53/5.37 ((![X100:(($i > $o))]: 33.53/5.37 ((?[X102]: 33.53/5.37 (X100(X102) & (![X104]: (X100(X104) => (X102 = X104))))) => 33.53/5.37 X100(descr(^[V_1]: X100(V_1))))) => 33.53/5.37 ((![X106,X108:(($i > $o)),X110]: 33.53/5.37 (in(X110,X106) => 33.53/5.37 (X108(X110) => in(X110,dsetconstr(X106,^[V_2]: X108(V_2)))))) => 33.53/5.37 ((![X112,X114:(($i > $o)),X116]: 33.53/5.37 (in(X116,dsetconstr(X112,^[V_3]: X114(V_3))) => 33.53/5.37 in(X116,X112))) => 33.53/5.37 ((![X118,X120:(($i > $o)),X122]: 33.53/5.37 (in(X122,dsetconstr(X118,^[V_4]: X120(V_4))) => 33.53/5.37 X120(X122))) => 33.53/5.37 ((![X124:(($i > $o))]: 33.53/5.37 ((?[X126]: 33.53/5.37 (X124(X126) & 33.53/5.37 (![X128]: (X124(X128) => (X126 = X128))))) => 33.53/5.37 (?[X130]: 33.53/5.37 (X124(X130) & 33.53/5.37 (![X132]: (X124(X132) => (X130 = X132))))))) => 33.53/5.37 ((![X134:$o,X136]: (in(X136,prop2set(X134)) => X134)) => 33.53/5.37 ((![X138]: (in(X138,emptyset) => (![X140:$o]: X140))) => 33.53/5.37 ((![X142]: (in(X142,emptyset) => $false)) => 33.53/5.37 ((![X144]: (~in(X144,emptyset))) => 33.53/5.37 ((![X146:(($i > $o))]: 33.53/5.37 ((?[X148]: 33.53/5.37 (X146(X148) & 33.53/5.37 (![X150]: (X146(X150) => (X148 = X150))))) => 33.53/5.37 (?[X152]: X146(X152)))) => 33.53/5.37 ((![X154,X156]: 33.53/5.37 ((![X158]: (in(X158,X154) => in(X158,X156))) => 33.53/5.37 ((![X160]: (in(X160,X156) => in(X160,X154))) => 33.53/5.37 (X154 = X156)))) => 33.53/5.37 ((![X162]: 33.53/5.37 ((![X164]: (~in(X164,X162))) => (X162 = emptyset))) => 33.53/5.37 ((![X166]: 33.53/5.37 ((![X168]: (~in(X168,X166))) => 33.53/5.37 (X166 = emptyset))) => 33.53/5.37 ((![X170,X172:(($i > $o)),X174]: 33.53/5.37 (in(X174,X170) => 33.53/5.37 (in(X174,dsetconstr(X170,^[V_5]: X172(V_5))) <=> 33.53/5.37 X172(X174)))) => 33.53/5.37 ((![X176]: 33.53/5.37 ((X176 != emptyset) => 33.53/5.37 (?[X178]: in(X178,X176)))) => 33.53/5.37 ((![X180,X182:(($i > $o)),X184]: 33.53/5.37 (in(X184,X180) => 33.53/5.37 (X182(X184) => 33.53/5.37 (dsetconstr(X180,^[V_6]: X182(V_6)) != 33.53/5.37 emptyset)))) => 33.53/5.37 ((![X186]: 33.53/5.37 ((?[X188]: in(X188,X186)) => 33.53/5.37 (X186 != emptyset))) => 33.53/5.37 ((![X190,X192]: in(X190,setadjoin(X190,X192))) => 33.53/5.37 (in(emptyset,setadjoin(emptyset,emptyset)) => 33.53/5.37 ((![X194,X196,X198]: 33.53/5.37 (in(X198,X196) => 33.53/5.37 in(X198,setadjoin(X194,X196)))) => 33.53/5.37 ((![X200,X202,X204]: 33.53/5.37 (in(X204,setadjoin(X200,X202)) => 33.53/5.37 (![X206:$o]: 33.53/5.37 (((X204 = X200) => X206) => 33.53/5.37 ((in(X204,X202) => X206) => X206))))) => 33.53/5.37 ((![X208,X210,X212]: 33.53/5.37 (in(X212,setadjoin(X208,X210)) => 33.53/5.37 (in(X212,X210) | (X212 = X208)))) => 33.53/5.37 ((![X214]: 33.53/5.37 (dsetconstr(X214,^[V_7]: $true) = X214)) => 33.53/5.37 ((![X216,X218]: 33.53/5.37 ((![X220]: 33.53/5.37 (in(X220,X218) => in(X220,X216))) => 33.53/5.37 in(X218,powerset(X216)))) => 33.53/5.37 ((![X222]: in(emptyset,powerset(X222))) => 33.53/5.37 ((![X224]: in(emptyset,powerset(X224))) => 33.53/5.37 ((![X226,X228,X230]: 33.53/5.37 (in(X228,powerset(X226)) => 33.53/5.37 (in(X230,X228) => in(X230,X226)))) => 33.53/5.37 ((![X232,X234,X236]: 33.53/5.37 (in(X234,X236) => 33.53/5.37 (in(X236,X232) => 33.53/5.37 in(X234,setunion(X232))))) => 33.53/5.37 ((![X238,X240]: 33.53/5.37 (in(X240,setunion(X238)) => 33.53/5.37 (![X242:$o]: 33.53/5.37 ((![X244]: 33.53/5.37 (in(X240,X244) => 33.53/5.37 (in(X244,X238) => X242))) => 33.53/5.37 X242)))) => 33.53/5.37 ((![X246,X248]: 33.53/5.37 (in(X248,X246) => 33.53/5.37 in(X248, 33.53/5.37 powerset(setunion(X246))))) => 33.53/5.37 ((![X250:(($i > $o))]: 33.53/5.37 ((?[X252]: 33.53/5.37 (X250(X252) & 33.53/5.37 (![X254]: 33.53/5.37 (X250(X254) => 33.53/5.37 (X252 = X254))))) => 33.53/5.37 (?[X256]: 33.53/5.37 (![X258]: 33.53/5.37 (X250(X258) <=> 33.53/5.37 (X258 = X256)))))) => 33.53/5.37 ((![X260]: 33.53/5.37 ((X260 != emptyset) => 33.53/5.37 (?[X262]: in(X262,X260)))) => 33.53/5.37 ((![X264,X266]: 33.53/5.37 (in(X264, 33.53/5.37 setadjoin(X266,emptyset)) => 33.53/5.37 (X264 = X266))) => 33.53/5.37 ((![X268,X270]: 33.53/5.37 ((X268 != X270) => 33.53/5.37 (~ 33.53/5.37 in(X270, 33.53/5.37 setadjoin(X268, 33.53/5.37 emptyset))))) => 33.53/5.37 ((![X272,X274]: 33.53/5.37 ((X272 = X274) => 33.53/5.37 in(X272, 33.53/5.37 setadjoin(X274, 33.53/5.37 emptyset)))) => 33.53/5.37 ((![X276,X278]: 33.53/5.37 (in(X276, 33.53/5.37 setadjoin(X278, 33.53/5.37 emptyset)) => 33.53/5.37 in(X278, 33.53/5.37 setadjoin(X276, 33.53/5.37 emptyset)))) => 33.53/5.37 ((![X280,X282,X284]: 33.53/5.37 (in(X284, 33.53/5.37 setadjoin(X280, 33.53/5.37 setadjoin( 33.53/5.37 X282, 33.53/5.37 emptyset))) => 33.53/5.37 ((X284 = X282) | 33.53/5.37 (X284 = X280)))) => 33.53/5.37 ((![X286,X288]: 33.53/5.37 in(X286, 33.53/5.37 setadjoin(X286, 33.53/5.37 setadjoin( 33.53/5.37 X288, 33.53/5.37 emptyset)))) => 33.53/5.37 ((![X290,X292]: 33.53/5.37 in(X292, 33.53/5.37 setadjoin(X290, 33.53/5.37 setadjoin( 33.53/5.37 X292, 33.53/5.37 emptyset)))) => 33.53/5.37 ((![X294,X296:(($i > $o))]: 33.53/5.37 ((?[X298]: 33.53/5.37 (in(X298,X294) & 33.53/5.37 X296(X298))) => 33.53/5.37 ((dsetconstr( 33.53/5.37 X294, 33.53/5.37 ^[V_8]: X296(V_8)) = 33.53/5.37 emptyset) => 33.53/5.37 $false))) => 33.53/5.37 ((![X300:(($i > $o)), 33.53/5.37 X302]: 33.53/5.37 (in(X302,emptyset) => 33.53/5.37 X300(X302))) => 33.53/5.37 ((![X304, 33.53/5.37 X306:(($i > $o))]: 33.53/5.37 ((~ 33.53/5.37 (![X308]: 33.53/5.37 (in(X308,X304) => 33.53/5.37 X306(X308)))) => 33.53/5.37 (?[X310]: 33.53/5.37 (in(X310,X304) & 33.53/5.37 (~X306(X310)))))) => 33.53/5.37 ((![X312, 33.53/5.37 X314:(($i > $o))]: 33.53/5.37 ((![X316]: 33.53/5.37 (in(X316,X312) => 33.53/5.37 (~X314(X316)))) => 33.53/5.37 (~ 33.53/5.37 (?[X318]: 33.53/5.37 (in( 33.53/5.37 X318,X312) & 33.53/5.37 X314(X318)))))) => 33.53/5.37 ((![X320, 33.53/5.37 X322:(($i > $o))]: 33.53/5.37 ((~ 33.53/5.37 (?[X324]: 33.53/5.37 (in( 33.53/5.37 X324,X320) & 33.53/5.37 X322(X324)))) => 33.53/5.37 (![X326]: 33.53/5.37 (in(X326,X320) => 33.53/5.37 (~X322(X326)))))) => 33.53/5.37 ((![X328, 33.53/5.37 X330:(($i > $o))]: 33.53/5.37 ((?[X332]: 33.53/5.37 (in( 33.53/5.37 X332,X328) & 33.53/5.37 (~ 33.53/5.37 X330( 33.53/5.37 X332)))) => 33.53/5.37 (~ 33.53/5.37 (![X334]: 33.53/5.37 (in( 33.53/5.37 X334,X328) => 33.53/5.37 X330( 33.53/5.37 X334)))))) => 33.53/5.37 ((![X336:$o]: 33.53/5.37 (X336 => 33.53/5.37 in(emptyset, 33.53/5.37 prop2set( 33.53/5.37 X336)))) => 33.53/5.37 ((![X338:$o]: 33.53/5.37 (X338 => 33.53/5.37 set2prop( 33.53/5.37 prop2set( 33.53/5.37 X338)))) => 33.53/5.37 ((![X340, 33.53/5.37 X342:( 33.53/5.37 ($i > $o))]: 33.53/5.37 ((~ 33.53/5.37 (?[X344]: 33.53/5.37 (in( 33.53/5.37 X344,X340) & 33.53/5.37 X342( 33.53/5.37 X344)))) => 33.53/5.37 (![X346]: 33.53/5.37 ( 33.53/5.37 in( 33.53/5.37 X346,X340) => 33.53/5.37 ( 33.53/5.37 ~ 33.53/5.37 X342( 33.53/5.37 X346)))))) => 33.53/5.37 ((![X348, 33.53/5.37 X350:( 33.53/5.37 ($i > $o))]: 33.53/5.37 ((~ 33.53/5.37 ( 33.53/5.37 ![X352]: 33.53/5.37 (in( 33.53/5.37 X352,X348) => 33.53/5.37 X350( 33.53/5.37 X352)))) => 33.53/5.37 (?[X354]: 33.53/5.37 (in( 33.53/5.37 X354,X348) & 33.53/5.37 (~ 33.53/5.37 X350( 33.53/5.37 X354)))))) => 33.53/5.37 ((![X356:( 33.53/5.37 ($i > $o))]: 33.53/5.37 ((?[X358]: 33.53/5.37 (X356( 33.53/5.37 X358) & 33.53/5.37 (![X360]: 33.53/5.37 (X356( 33.53/5.37 X360) => 33.53/5.37 (X358 = 33.53/5.37 X360))))) => 33.53/5.37 (?[X362]: 33.53/5.37 (X356( 33.53/5.37 X362) & 33.53/5.37 (![X364]: 33.53/5.37 (X356( 33.53/5.37 X364) => 33.53/5.37 (X362 = 33.53/5.37 X364))))))) => 33.53/5.37 ((![X366:( 33.53/5.37 ($i > $o))]: 33.53/5.37 (( 33.53/5.37 ?[X368]: 33.53/5.37 X366( 33.53/5.37 X368)) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X370, 33.53/5.37 X372]: 33.53/5.37 (X366( 33.53/5.37 X370) => 33.53/5.37 (X366( 33.53/5.37 X372) => 33.53/5.37 (X370 = 33.53/5.37 X372)))) => 33.53/5.37 ( 33.53/5.37 ?[X374]: 33.53/5.37 (X366( 33.53/5.37 X374) & 33.53/5.37 (![X376]: 33.53/5.37 (X366( 33.53/5.37 X376) => 33.53/5.37 (X374 = 33.53/5.37 X376)))))))) => 33.53/5.37 ((![X378:( 33.53/5.37 ( 33.53/5.37 $i > $o))]: 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ?[X380]: 33.53/5.37 (![X382]: 33.53/5.37 (X378( 33.53/5.37 X382) <=> 33.53/5.37 (X382 = 33.53/5.37 X380)))) => 33.53/5.37 ( 33.53/5.37 ?[X384]: 33.53/5.37 (X378( 33.53/5.37 X384) & 33.53/5.37 (![X386]: 33.53/5.37 (X378( 33.53/5.37 X386) => 33.53/5.37 (X384 = 33.53/5.37 X386))))))) => 33.53/5.37 ((![X388, 33.53/5.37 X390]: 33.53/5.37 (( 33.53/5.37 X388 = 33.53/5.37 X390) => 33.53/5.37 (![X392, 33.53/5.37 X394]: 33.53/5.37 (( 33.53/5.37 X392 = 33.53/5.37 X394) => 33.53/5.37 (in( 33.53/5.37 X392,X388) => 33.53/5.37 in( 33.53/5.37 X394,X390)))))) => 33.53/5.37 ((![X396, 33.53/5.37 X398]: 33.53/5.37 (( 33.53/5.37 X396 = 33.53/5.37 X398) => 33.53/5.37 (![X400, 33.53/5.37 X402]: 33.53/5.37 (( 33.53/5.37 X400 = 33.53/5.37 X402) => 33.53/5.37 (in( 33.53/5.37 X400,X396) <=> 33.53/5.37 in( 33.53/5.37 X402,X398)))))) => 33.53/5.37 (( 33.53/5.37 ![X404:( 33.53/5.37 ( 33.53/5.37 $i > $o))]: 33.53/5.37 (( 33.53/5.37 ?[X406]: 33.53/5.37 (X404( 33.53/5.37 X406) & 33.53/5.37 (![X408]: 33.53/5.37 (X404( 33.53/5.37 X408) => 33.53/5.37 (X406 = 33.53/5.37 X408))))) => 33.53/5.37 (![X410, 33.53/5.37 X412]: 33.53/5.37 (X404( 33.53/5.37 X410) => 33.53/5.37 (X404( 33.53/5.37 X412) => 33.53/5.37 (X410 = 33.53/5.37 X412)))))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X414:( 33.53/5.37 ( 33.53/5.37 $i > $o)), 33.53/5.37 X416:( 33.53/5.37 ( 33.53/5.37 $i > $o))]: 33.53/5.37 (( 33.53/5.37 ![X418, 33.53/5.37 X420]: 33.53/5.37 (( 33.53/5.37 X418 = 33.53/5.37 X420) => 33.53/5.37 (X414( 33.53/5.37 X418) <=> 33.53/5.37 X416( 33.53/5.37 X420)))) => 33.53/5.37 (( 33.53/5.37 ?[X422]: 33.53/5.37 (X414( 33.53/5.37 X422) & 33.53/5.37 (![X424]: 33.53/5.37 (X414( 33.53/5.37 X424) => 33.53/5.37 (X422 = 33.53/5.37 X424))))) <=> 33.53/5.37 (?[X426]: 33.53/5.37 (X416( 33.53/5.37 X426) & 33.53/5.37 (![X428]: 33.53/5.37 (X416( 33.53/5.37 X428) => 33.53/5.37 (X426 = 33.53/5.37 X428)))))))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 emptyset = 33.53/5.37 emptyset) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X430, 33.53/5.37 X432]: 33.53/5.37 (( 33.53/5.37 X430 = 33.53/5.37 X432) => 33.53/5.37 (![X434, 33.53/5.37 X436]: 33.53/5.37 (( 33.53/5.37 X434 = 33.53/5.37 X436) => 33.53/5.37 (setadjoin( 33.53/5.37 X430,X434) = 33.53/5.37 setadjoin( 33.53/5.37 X432,X436)))))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X438, 33.53/5.37 X440]: 33.53/5.37 (( 33.53/5.37 X438 = 33.53/5.37 X440) => 33.53/5.37 (powerset( 33.53/5.37 X438) = 33.53/5.37 powerset( 33.53/5.37 X440)))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X442, 33.53/5.37 X444]: 33.53/5.37 (( 33.53/5.37 X442 = 33.53/5.37 X444) => 33.53/5.37 (setunion( 33.53/5.37 X442) = 33.53/5.37 setunion( 33.53/5.37 X444)))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 omega = 33.53/5.37 omega) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X446:( 33.53/5.37 ( 33.53/5.37 $i > $o))]: 33.53/5.37 (( 33.53/5.37 ?[X448]: 33.53/5.37 (X446( 33.53/5.37 X448) & 33.53/5.37 (![X450]: 33.53/5.37 (X446( 33.53/5.37 X450) => 33.53/5.37 (X448 = 33.53/5.37 X450))))) => 33.53/5.37 (![X452, 33.53/5.37 X454]: 33.53/5.37 (X446( 33.53/5.37 X452) => 33.53/5.37 (X446( 33.53/5.37 X454) => 33.53/5.37 (X452 = 33.53/5.37 X454)))))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X456:( 33.53/5.37 ( 33.53/5.37 $i > $o)), 33.53/5.37 X458:( 33.53/5.37 ( 33.53/5.37 $i > $o))]: 33.53/5.37 (( 33.53/5.37 ![X460, 33.53/5.37 X462]: 33.53/5.37 (( 33.53/5.37 X460 = 33.53/5.37 X462) => 33.53/5.37 (X456( 33.53/5.37 X460) <=> 33.53/5.37 X458( 33.53/5.37 X462)))) => 33.53/5.37 (( 33.53/5.37 ?[X464]: 33.53/5.37 (X456( 33.53/5.37 X464) & 33.53/5.37 (![X466]: 33.53/5.37 (X456( 33.53/5.37 X466) => 33.53/5.37 (X464 = 33.53/5.37 X466))))) => 33.53/5.37 (( 33.53/5.37 ?[X468]: 33.53/5.37 (X458( 33.53/5.37 X468) & 33.53/5.37 (![X470]: 33.53/5.37 (X458( 33.53/5.37 X470) => 33.53/5.37 (X468 = 33.53/5.37 X470))))) => 33.53/5.37 (descr( 33.53/5.37 ^[V_9]: 33.53/5.37 X456(V_9)) = 33.53/5.37 descr( 33.53/5.37 ^[V_10]: 33.53/5.37 X458( 33.53/5.37 V_10))))))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X472, 33.53/5.37 X474]: 33.53/5.37 (( 33.53/5.37 X472 = 33.53/5.37 X474) => 33.53/5.37 (![X476:( 33.53/5.37 ( 33.53/5.37 $i > $o)), 33.53/5.37 X478:( 33.53/5.37 ( 33.53/5.37 $i > $o))]: 33.53/5.37 (( 33.53/5.37 ![X480]: 33.53/5.37 (in( 33.53/5.37 X480,X472) => 33.53/5.37 (![X482]: 33.53/5.37 (in( 33.53/5.37 X482,X474) => 33.53/5.37 (( 33.53/5.37 X480 = 33.53/5.37 X482) => 33.53/5.37 (X476( 33.53/5.37 X480) <=> 33.53/5.37 X478( 33.53/5.37 X482))))))) => 33.53/5.37 (dsetconstr( 33.53/5.37 X472, 33.53/5.37 ^[V_11]: 33.53/5.37 X476( 33.53/5.37 V_11)) = 33.53/5.37 dsetconstr( 33.53/5.37 X474, 33.53/5.37 ^[V_12]: 33.53/5.37 X478( 33.53/5.37 V_12))))))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X484, 33.53/5.37 X486]: 33.53/5.37 (( 33.53/5.37 ![X488]: 33.53/5.37 (in( 33.53/5.37 X488,X484) => 33.53/5.37 in( 33.53/5.37 X488,X486))) => 33.53/5.37 subset( 33.53/5.37 X484,X486))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X490, 33.53/5.37 X492]: 33.53/5.37 (( 33.53/5.37 X490 = 33.53/5.37 X492) => 33.53/5.37 subset( 33.53/5.37 X492,X490))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X494, 33.53/5.37 X496]: 33.53/5.37 (( 33.53/5.37 X494 = 33.53/5.37 X496) => 33.53/5.37 subset( 33.53/5.37 X494,X496))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X498, 33.53/5.37 X500]: 33.53/5.37 (( 33.53/5.37 ![X502]: 33.53/5.37 (in( 33.53/5.37 X502,X498) => 33.53/5.37 in( 33.53/5.37 X502,X500))) => 33.53/5.37 subset( 33.53/5.37 X498,X500))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X504]: 33.53/5.37 subset( 33.53/5.37 emptyset, 33.53/5.37 X504)) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X506, 33.53/5.37 X508,X510]: 33.53/5.37 (subset( 33.53/5.37 X506,X508) => 33.53/5.37 (in( 33.53/5.37 X510,X506) => 33.53/5.37 in( 33.53/5.37 X510,X508)))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X512, 33.53/5.37 X514,X516]: 33.53/5.37 (subset( 33.53/5.37 X512,X514) => 33.53/5.37 (( 33.53/5.37 ~ 33.53/5.37 in( 33.53/5.37 X516,X514)) => 33.53/5.37 (~ 33.53/5.37 in( 33.53/5.37 X516,X512))))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X518, 33.53/5.37 X520,X522]: 33.53/5.37 (in( 33.53/5.37 X522,X518) => 33.53/5.37 (( 33.53/5.37 ~ 33.53/5.37 in( 33.53/5.37 X522,X520)) => 33.53/5.37 (~ 33.53/5.37 subset( 33.53/5.37 X518,X520))))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X524, 33.53/5.37 X526]: 33.53/5.37 (( 33.53/5.37 ~ 33.53/5.37 subset( 33.53/5.37 X524,X526)) => 33.53/5.37 (X524 != 33.53/5.37 X526))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X528, 33.53/5.37 X530,X532]: 33.53/5.37 (in( 33.53/5.37 X532,X528) => 33.53/5.37 (( 33.53/5.37 ~ 33.53/5.37 in( 33.53/5.37 X532,X530)) => 33.53/5.37 (X528 != 33.53/5.37 X530)))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X534]: 33.53/5.37 subset( 33.53/5.37 X534,X534)) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X536, 33.53/5.37 X538,X540]: 33.53/5.37 (subset( 33.53/5.37 X536,X538) => 33.53/5.37 (subset( 33.53/5.37 X538,X540) => 33.53/5.37 subset( 33.53/5.37 X536,X540)))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X542, 33.53/5.37 X544]: 33.53/5.37 subset( 33.53/5.37 X544, 33.53/5.37 setadjoin( 33.53/5.37 X542,X544))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X546, 33.53/5.37 X548,X550]: 33.53/5.37 (subset( 33.53/5.37 X546,X550) => 33.53/5.37 subset( 33.53/5.37 X546, 33.53/5.37 setadjoin( 33.53/5.37 X548,X550)))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X552, 33.53/5.37 X554]: 33.53/5.37 (subset( 33.53/5.37 X552,X554) => 33.53/5.37 in( 33.53/5.37 X552, 33.53/5.37 powerset( 33.53/5.37 X554)))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X556, 33.53/5.37 X558]: 33.53/5.37 (subset( 33.53/5.37 X556,X558) => 33.53/5.37 (subset( 33.53/5.37 X558,X556) => 33.53/5.37 (X556 = 33.53/5.37 X558)))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X560]: 33.53/5.37 (subset( 33.53/5.37 X560, 33.53/5.37 emptyset) => 33.53/5.37 (X560 = 33.53/5.37 emptyset))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X562, 33.53/5.37 X564]: 33.53/5.37 (subset( 33.53/5.37 X564,X562) => 33.53/5.37 in( 33.53/5.37 X564, 33.53/5.37 powerset( 33.53/5.37 X562)))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X566, 33.53/5.37 X568]: 33.53/5.37 (in( 33.53/5.37 X568, 33.53/5.37 powerset( 33.53/5.37 X566)) => 33.53/5.37 subset( 33.53/5.37 X568,X566))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X570]: 33.53/5.37 in( 33.53/5.37 X570, 33.53/5.37 powerset( 33.53/5.37 X570))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X572, 33.53/5.37 X574]: 33.53/5.37 (subset( 33.53/5.37 X572,X574) => 33.53/5.37 subset( 33.53/5.37 powerset( 33.53/5.37 X572), 33.53/5.37 powerset( 33.53/5.37 X574)))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X576, 33.53/5.37 X578:( 33.53/5.37 ( 33.53/5.37 $i > $o))]: 33.53/5.37 in( 33.53/5.37 dsetconstr( 33.53/5.37 X576, 33.53/5.37 ^[V_13]: 33.53/5.37 X578( 33.53/5.37 V_13)), 33.53/5.37 powerset( 33.53/5.37 X576))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X580, 33.53/5.37 X582:( 33.53/5.37 ( 33.53/5.37 $i > $o))]: 33.53/5.37 subset( 33.53/5.37 dsetconstr( 33.53/5.37 X580, 33.53/5.37 ^[V_14]: 33.53/5.37 X582( 33.53/5.37 V_14)), 33.53/5.37 X580)) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X584, 33.53/5.37 X586,X588]: 33.53/5.37 (in( 33.53/5.37 X588,X584) => 33.53/5.37 in( 33.53/5.37 X588, 33.53/5.37 binunion( 33.53/5.37 X584,X586)))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X590, 33.53/5.37 X592]: 33.53/5.37 in( 33.53/5.37 X592, 33.53/5.37 setadjoin( 33.53/5.37 X590, 33.53/5.37 setadjoin( 33.53/5.37 X592, 33.53/5.37 emptyset)))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X594, 33.53/5.37 X596,X598]: 33.53/5.37 (in( 33.53/5.37 X598,X596) => 33.53/5.37 in( 33.53/5.37 X598, 33.53/5.37 binunion( 33.53/5.37 X594,X596)))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X600, 33.53/5.37 X602, 33.53/5.37 X604, 33.53/5.37 X606:$o]: 33.53/5.37 (in( 33.53/5.37 X604, 33.53/5.37 binunion( 33.53/5.37 X600,X602)) => 33.53/5.37 (( 33.53/5.37 in( 33.53/5.37 X604,X600) => 33.53/5.37 X606) => 33.53/5.37 (( 33.53/5.37 in( 33.53/5.37 X604,X602) => 33.53/5.37 X606) => 33.53/5.37 X606)))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X608, 33.53/5.37 X610,X612]: 33.53/5.37 (in( 33.53/5.37 X612, 33.53/5.37 binunion( 33.53/5.37 X608,X610)) => 33.53/5.37 (in( 33.53/5.37 X612,X610) | 33.53/5.37 in( 33.53/5.37 X612,X608)))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X614, 33.53/5.37 X616]: 33.53/5.37 subset( 33.53/5.37 X614, 33.53/5.37 binunion( 33.53/5.37 X614,X616))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X618, 33.53/5.37 X620]: 33.53/5.37 subset( 33.53/5.37 X620, 33.53/5.37 binunion( 33.53/5.37 X618,X620))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X622, 33.53/5.37 X624,X626]: 33.53/5.37 (in( 33.53/5.37 X626,X622) => 33.53/5.37 (in( 33.53/5.37 X626,X624) => 33.53/5.37 in( 33.53/5.37 X626, 33.53/5.37 binintersect( 33.53/5.37 X622,X624))))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X628, 33.53/5.37 X630,X632]: 33.53/5.37 (subset( 33.53/5.37 X632,X628) => 33.53/5.37 (subset( 33.53/5.37 X632,X630) => 33.53/5.37 subset( 33.53/5.37 X632, 33.53/5.37 binintersect( 33.53/5.37 X628,X630))))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X634, 33.53/5.37 X636,X638]: 33.53/5.37 (in( 33.53/5.37 X638, 33.53/5.37 binintersect( 33.53/5.37 X634,X636)) => 33.53/5.37 in( 33.53/5.37 X638,X634))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X640, 33.53/5.37 X642]: 33.53/5.37 subset( 33.53/5.37 binintersect( 33.53/5.37 X640,X642), 33.53/5.37 X640)) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X644, 33.53/5.37 X646]: 33.53/5.37 (subset( 33.53/5.37 X644,X646) => 33.53/5.37 (binintersect( 33.53/5.37 X644,X646) = 33.53/5.37 X644))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X648, 33.53/5.37 X650]: 33.53/5.37 (( 33.53/5.37 binintersect( 33.53/5.37 X648,X650) = 33.53/5.37 X650) => 33.53/5.37 subset( 33.53/5.37 X650,X648))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X652, 33.53/5.37 X654,X656]: 33.53/5.37 (in( 33.53/5.37 X656, 33.53/5.37 binintersect( 33.53/5.37 X652,X654)) => 33.53/5.37 in( 33.53/5.37 X656,X654))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X658, 33.53/5.37 X660]: 33.53/5.37 (( 33.53/5.37 ~ 33.53/5.37 ( 33.53/5.37 ?[X662]: 33.53/5.37 (in( 33.53/5.37 X662,X658) & 33.53/5.37 in( 33.53/5.37 X662,X660)))) => 33.53/5.37 (binintersect( 33.53/5.37 X658,X660) = 33.53/5.37 emptyset))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X664, 33.53/5.37 X666]: 33.53/5.37 subset( 33.53/5.37 binintersect( 33.53/5.37 X664,X666), 33.53/5.37 X666)) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X668, 33.53/5.37 X670]: 33.53/5.37 (subset( 33.53/5.37 X670,X668) => 33.53/5.37 (binintersect( 33.53/5.37 X668,X670) = 33.53/5.37 X670))) => 33.53/5.37 ( 33.53/5.37 ( 33.53/5.37 ![X672, 33.53/5.37 X674]: 33.53/5.37 (( 33.53/5.37 binintersect( 33.53/5.37 X672,X674) = 33.69/5.37 X672) => 33.69/5.37 subset( 33.69/5.37 X672,X674))) => 33.69/5.37 ( 33.69/5.37 ( 33.69/5.37 ![X676, 33.69/5.37 X678,X680]: 33.69/5.37 (binintersect( 33.69/5.37 X676, 33.69/5.37 binunion( 33.69/5.37 X678,X680)) = 33.69/5.37 binunion( 33.69/5.37 binintersect( 33.69/5.37 X676,X678), 33.69/5.37 binintersect( 33.69/5.37 X676,X680)))) => 33.69/5.37 ( 33.69/5.37 ( 33.69/5.37 ![X682, 33.69/5.37 X684,X686]: 33.69/5.37 (in( 33.69/5.37 X686,X682) => 33.69/5.37 (( 33.69/5.37 ~ 33.69/5.37 in( 33.69/5.37 X686,X684)) => 33.69/5.37 in( 33.69/5.37 X686, 33.69/5.37 setminus( 33.69/5.37 X682,X684))))) => 33.69/5.37 ( 33.69/5.37 ( 33.69/5.37 ![X688, 33.69/5.37 X690,X692]: 33.69/5.37 (in( 33.69/5.37 X692, 33.69/5.37 setminus( 33.69/5.37 X688,X690)) => 33.69/5.37 in( 33.69/5.37 X692,X688))) => 33.69/5.37 ( 33.69/5.37 ( 33.69/5.37 ![X694, 33.69/5.37 X696,X698]: 33.69/5.37 (in( 33.69/5.37 X698, 33.69/5.37 setminus( 33.69/5.37 X694,X696)) => 33.69/5.37 (~ 33.69/5.37 in( 33.69/5.37 X698,X696)))) => 33.69/5.37 ( 33.69/5.37 ( 33.69/5.37 ![X700, 33.69/5.37 X702]: 33.69/5.37 (subset( 33.69/5.37 X700,X702) => 33.69/5.37 (setminus( 33.69/5.37 X700,X702) = 33.69/5.37 emptyset))) => 33.69/5.37 ( 33.69/5.37 ( 33.69/5.37 ![X704, 33.69/5.37 X706,X708]: 33.69/5.37 (( 33.69/5.37 ~ 33.69/5.37 in( 33.69/5.37 X708, 33.69/5.37 setminus( 33.69/5.37 X704,X706))) => 33.69/5.37 (in( 33.69/5.37 X708,X704) => 33.69/5.37 in( 33.69/5.37 X708,X706)))) => 33.69/5.37 ( 33.69/5.37 ( 33.69/5.37 ![X710, 33.69/5.37 X712,X714]: 33.69/5.37 (( 33.69/5.37 ~ 33.69/5.37 in( 33.69/5.37 X714, 33.69/5.37 setminus( 33.69/5.37 X710,X712))) => 33.69/5.37 (( 33.69/5.37 ~ 33.69/5.37 in( 33.69/5.37 X714,X712)) => 33.69/5.37 (~ 33.69/5.37 in( 33.69/5.37 X714,X710))))) => 33.69/5.37 ( 33.69/5.37 ( 33.69/5.37 ![X716, 33.69/5.37 X718,X720]: 33.69/5.37 (( 33.69/5.37 ~ 33.69/5.37 in( 33.69/5.37 X720,X716)) => 33.69/5.37 (~ 33.69/5.37 in( 33.69/5.37 X720, 33.69/5.37 setminus( 33.69/5.37 X716,X718))))) => 33.69/5.37 ( 33.69/5.37 ( 33.69/5.37 ![X722, 33.69/5.37 X724,X726]: 33.69/5.37 (in( 33.69/5.37 X726,X724) => 33.69/5.37 (~ 33.69/5.37 in( 33.69/5.37 X726, 33.69/5.37 setminus( 33.69/5.37 X722,X724))))) => 33.69/5.37 ( 33.69/5.37 ( 33.69/5.37 ![X728, 33.69/5.37 X730]: 33.69/5.37 subset( 33.69/5.37 setminus( 33.69/5.37 X728,X730), 33.69/5.37 X728)) => 33.69/5.37 ( 33.69/5.37 ( 33.69/5.37 ![X732, 33.69/5.37 X734]: 33.69/5.37 (( 33.69/5.37 setminus( 33.69/5.37 X732,X734) = 33.69/5.37 emptyset) => 33.69/5.37 subset( 33.69/5.37 X732,X734))) => 33.69/5.37 ( 33.69/5.37 ( 33.69/5.37 ![X736, 33.69/5.37 X738,X740]: 33.69/5.37 (in( 33.69/5.37 X740, 33.69/5.37 symdiff( 33.69/5.37 X736,X738)) => 33.69/5.37 (![X742:$o]: 33.69/5.37 (( 33.69/5.37 in( 33.69/5.37 X740,X736) => 33.69/5.37 ( 33.69/5.37 ( 33.69/5.37 ~ 33.69/5.37 in( 33.69/5.37 X740,X738)) => 33.69/5.37 X742)) => 33.69/5.37 (( 33.69/5.37 ( 33.69/5.37 ~ 33.69/5.37 in( 33.69/5.37 X740,X736)) => 33.69/5.37 ( 33.69/5.37 in( 33.69/5.37 X740,X738) => 33.69/5.37 X742)) => 33.69/5.37 X742))))) => 33.69/5.37 ( 33.69/5.37 ( 33.69/5.37 ![X744, 33.69/5.37 X746,X748]: 33.69/5.37 (in( 33.69/5.37 X748,X744) => 33.69/5.37 (( 33.69/5.37 ~ 33.69/5.37 in( 33.69/5.37 X748,X746)) => 33.69/5.37 in( 33.69/5.37 X748, 33.69/5.37 symdiff( 33.69/5.37 X744,X746))))) => 33.69/5.37 ( 33.69/5.37 ( 33.69/5.37 ![X750, 33.69/5.37 X752,X754]: 33.69/5.37 (( 33.69/5.37 ~ 33.69/5.37 in( 33.69/5.37 X754,X750)) => 33.69/5.37 (in( 33.69/5.37 X754,X752) => 33.69/5.37 in( 33.69/5.37 X754, 33.69/5.37 symdiff( 33.69/5.37 X750,X752))))) => 33.69/5.37 ( 33.69/5.37 ( 33.69/5.37 ![X756, 33.69/5.37 X758,X760]: 33.69/5.37 (in( 33.69/5.37 X760,X756) => 33.69/5.37 (in( 33.69/5.37 X760,X758) => 33.69/5.37 (~ 33.69/5.37 in( 33.69/5.37 X760, 33.69/5.37 symdiff( 33.69/5.37 X756,X758)))))) => 33.69/5.37 ( 33.69/5.37 ( 33.69/5.37 ![X762, 33.69/5.37 X764,X766]: 33.69/5.37 (( 33.69/5.37 ~ 33.69/5.37 in( 33.69/5.37 X766,X762)) => 33.69/5.37 (( 33.69/5.37 ~ 33.69/5.37 in( 33.69/5.37 X766,X764)) => 33.69/5.37 (~ 33.69/5.37 in( 33.69/5.37 X766, 33.69/5.37 symdiff( 33.69/5.37 X762,X764)))))) => 33.69/5.37 ( 33.69/5.37 ( 33.69/5.37 ![X768, 33.69/5.37 X770]: 33.69/5.37 in( 33.69/5.37 X770, 33.69/5.37 setadjoin( 33.69/5.37 X768, 33.69/5.37 setadjoin( 33.69/5.37 X770, 33.69/5.37 emptyset)))) => 33.69/5.37 ( 33.69/5.37 ( 33.69/5.37 ![X772, 33.69/5.37 X774]: 33.69/5.37 in( 33.69/5.37 X772, 33.69/5.37 setunion( 33.69/5.37 setadjoin( 33.69/5.37 setadjoin( 33.69/5.37 X772, 33.69/5.37 emptyset), 33.69/5.37 setadjoin( 33.69/5.37 setadjoin( 33.69/5.37 X772, 33.69/5.37 setadjoin( 33.69/5.37 X774, 33.69/5.37 emptyset)), 33.69/5.37 emptyset))))) => 33.69/5.37 ( 33.69/5.37 ( 33.69/5.37 ![X776, 33.69/5.37 X778]: 33.69/5.37 in( 33.69/5.37 X778, 33.69/5.37 setunion( 33.69/5.37 setadjoin( 33.69/5.37 setadjoin( 33.69/5.37 X776, 33.69/5.37 emptyset), 33.69/5.37 setadjoin( 33.69/5.37 setadjoin( 33.69/5.37 X776, 33.69/5.37 setadjoin( 33.69/5.37 X778, 33.69/5.37 emptyset)), 33.69/5.37 emptyset))))) => 33.69/5.37 ( 33.69/5.37 ( 33.69/5.37 ![X780, 33.69/5.37 X782]: 33.69/5.37 iskpair( 33.69/5.37 setadjoin( 33.69/5.37 setadjoin( 33.69/5.37 X780, 33.69/5.37 emptyset), 33.69/5.37 setadjoin( 33.69/5.37 setadjoin( 33.69/5.37 X780, 33.69/5.37 setadjoin( 33.69/5.37 X782, 33.69/5.37 emptyset)), 33.69/5.37 emptyset)))) => 33.69/5.37 ( 33.69/5.37 ( 33.69/5.37 ![X784, 33.69/5.37 X786]: 33.69/5.37 iskpair( 33.69/5.37 kpair( 33.69/5.37 X784,X786))) => 33.69/5.37 ( 33.69/5.37 ( 33.69/5.37 ![X788, 33.69/5.37 X790]: 33.69/5.37 (in( 33.69/5.37 X790,X788) => 33.69/5.37 subset( 33.69/5.37 setadjoin( 33.69/5.37 X790, 33.69/5.37 emptyset), 33.69/5.37 X788))) => 33.69/5.37 ( 33.69/5.37 ( 33.69/5.37 ![X792, 33.69/5.37 X794]: 33.69/5.37 (in( 33.69/5.37 X794,X792) => 33.69/5.37 in( 33.69/5.37 setadjoin( 33.69/5.37 X794, 33.69/5.37 emptyset), 33.69/5.37 powerset( 33.69/5.38 X792)))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X796, 33.69/5.38 X798,X800]: 33.69/5.38 (in( 33.69/5.38 X800,X796) => 33.69/5.38 in( 33.69/5.38 setadjoin( 33.69/5.38 X800, 33.69/5.38 emptyset), 33.69/5.38 powerset( 33.69/5.38 binunion( 33.69/5.38 X796,X798))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X802, 33.69/5.38 X804,X806]: 33.69/5.38 (in( 33.69/5.38 X806, 33.69/5.38 setadjoin( 33.69/5.38 X802, 33.69/5.38 setadjoin( 33.69/5.38 X804, 33.69/5.38 emptyset))) => 33.69/5.38 (( 33.69/5.38 X806 = 33.69/5.38 X804) | 33.69/5.38 (X806 = 33.69/5.38 X802)))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X808, 33.69/5.38 X810,X812]: 33.69/5.38 (in( 33.69/5.38 X812,X808) => 33.69/5.38 (![X814]: 33.69/5.38 (in( 33.69/5.38 X814,X810) => 33.69/5.38 subset( 33.69/5.38 setadjoin( 33.69/5.38 X812, 33.69/5.38 setadjoin( 33.69/5.38 X814, 33.69/5.38 emptyset)), 33.69/5.38 binunion( 33.69/5.38 X808,X810)))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X816, 33.69/5.38 X818,X820]: 33.69/5.38 (in( 33.69/5.38 X820,X816) => 33.69/5.38 (![X822]: 33.69/5.38 (in( 33.69/5.38 X822,X818) => 33.69/5.38 in( 33.69/5.38 setadjoin( 33.69/5.38 X820, 33.69/5.38 setadjoin( 33.69/5.38 X822, 33.69/5.38 emptyset)), 33.69/5.38 powerset( 33.69/5.38 binunion( 33.69/5.38 X816,X818))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X824, 33.69/5.38 X826,X828]: 33.69/5.38 (in( 33.69/5.38 X828,X824) => 33.69/5.38 (![X830]: 33.69/5.38 (in( 33.69/5.38 X830,X826) => 33.69/5.38 subset( 33.69/5.38 setadjoin( 33.69/5.38 setadjoin( 33.69/5.38 X828, 33.69/5.38 emptyset), 33.69/5.38 setadjoin( 33.69/5.38 setadjoin( 33.69/5.38 X828, 33.69/5.38 setadjoin( 33.69/5.38 X830, 33.69/5.38 emptyset)), 33.69/5.38 emptyset)), 33.69/5.38 powerset( 33.69/5.38 binunion( 33.69/5.38 X824,X826))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X832, 33.69/5.38 X834,X836]: 33.69/5.38 (in( 33.69/5.38 X836,X832) => 33.69/5.38 (![X838]: 33.69/5.38 (in( 33.69/5.38 X838,X834) => 33.69/5.38 in( 33.69/5.38 setadjoin( 33.69/5.38 setadjoin( 33.69/5.38 X836, 33.69/5.38 emptyset), 33.69/5.38 setadjoin( 33.69/5.38 setadjoin( 33.69/5.38 X836, 33.69/5.38 setadjoin( 33.69/5.38 X838, 33.69/5.38 emptyset)), 33.69/5.38 emptyset)), 33.69/5.38 powerset( 33.69/5.38 powerset( 33.69/5.38 binunion( 33.69/5.38 X832,X834)))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X840, 33.69/5.38 X842,X844]: 33.69/5.38 (in( 33.69/5.38 X844,X840) => 33.69/5.38 (![X846]: 33.69/5.38 (in( 33.69/5.38 X846,X842) => 33.69/5.38 in( 33.69/5.38 kpair( 33.69/5.38 X844,X846), 33.69/5.38 powerset( 33.69/5.38 powerset( 33.69/5.38 binunion( 33.69/5.38 X840,X842)))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X848, 33.69/5.38 X850,X852]: 33.69/5.38 (in( 33.69/5.38 X852,X848) => 33.69/5.38 (![X854]: 33.69/5.38 (in( 33.69/5.38 X854,X850) => 33.69/5.38 in( 33.69/5.38 kpair( 33.69/5.38 X852,X854), 33.69/5.38 cartprod( 33.69/5.38 X848,X850)))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X856, 33.69/5.38 X858,X860]: 33.69/5.38 (in( 33.69/5.38 X860, 33.69/5.38 cartprod( 33.69/5.38 X856,X858)) => 33.69/5.38 (?[X862]: 33.69/5.38 (in( 33.69/5.38 X862,X856) & 33.69/5.38 (?[X864]: 33.69/5.38 (in( 33.69/5.38 X864,X858) & 33.69/5.38 (X860 = 33.69/5.38 kpair( 33.69/5.38 X862,X864)))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X866, 33.69/5.38 X868,X870]: 33.69/5.38 (in( 33.69/5.38 X870, 33.69/5.38 cartprod( 33.69/5.38 X866,X868)) => 33.69/5.38 iskpair( 33.69/5.38 X870))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X872, 33.69/5.38 X874]: 33.69/5.38 (in( 33.69/5.38 X874, 33.69/5.38 setunion( 33.69/5.38 X872)) => 33.69/5.38 (?[X876]: 33.69/5.38 (in( 33.69/5.38 X876,X872) & 33.69/5.38 in( 33.69/5.38 X874,X876))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X878]: 33.69/5.38 subset( 33.69/5.38 setunion( 33.69/5.38 setadjoin( 33.69/5.38 X878, 33.69/5.38 emptyset)), 33.69/5.38 X878)) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X880]: 33.69/5.38 subset( 33.69/5.38 X880, 33.69/5.38 setunion( 33.69/5.38 setadjoin( 33.69/5.38 X880, 33.69/5.38 emptyset)))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X882]: 33.69/5.38 (setunion( 33.69/5.38 setadjoin( 33.69/5.38 X882, 33.69/5.38 emptyset)) = 33.69/5.38 X882)) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X884, 33.69/5.38 X886:( 33.69/5.38 ( 33.69/5.38 $i > $o))]: 33.69/5.38 (( 33.69/5.38 ![X888]: 33.69/5.38 (in( 33.69/5.38 X888,X884) => 33.69/5.38 (![X890]: 33.69/5.38 (in( 33.69/5.38 X890,X884) => 33.69/5.38 (X886( 33.69/5.38 X888) => 33.69/5.38 (X886( 33.69/5.38 X890) => 33.69/5.38 (X888 = 33.69/5.38 X890))))))) => 33.69/5.38 (( 33.69/5.38 ?[X892]: 33.69/5.38 (in( 33.69/5.38 X892,X884) & 33.69/5.38 X886( 33.69/5.38 X892))) => 33.69/5.38 singleton( 33.69/5.38 dsetconstr( 33.69/5.38 X884, 33.69/5.38 ^[V_15]: 33.69/5.38 X886( 33.69/5.38 V_15)))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X894, 33.69/5.38 X896:( 33.69/5.38 ( 33.69/5.38 $i > $o))]: 33.69/5.38 (ex1( 33.69/5.38 X894, 33.69/5.38 ^[V_16]: 33.69/5.38 X896( 33.69/5.38 V_16)) => 33.69/5.38 (?[X898]: 33.69/5.38 (in( 33.69/5.38 X898,X894) & 33.69/5.38 X896( 33.69/5.38 X898))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X900, 33.69/5.38 X902:( 33.69/5.38 ( 33.69/5.38 $i > $o)), 33.69/5.38 X904]: 33.69/5.38 (in( 33.69/5.38 X904,X900) => 33.69/5.38 (X902( 33.69/5.38 X904) => 33.69/5.38 (( 33.69/5.38 ![X906]: 33.69/5.38 (in( 33.69/5.38 X906,X900) => 33.69/5.38 (X902( 33.69/5.38 X906) => 33.69/5.38 (X906 = 33.69/5.38 X904)))) => 33.69/5.38 ex1( 33.69/5.38 X900, 33.69/5.38 ^[V_17]: 33.69/5.38 X902( 33.69/5.38 V_17)))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X908, 33.69/5.38 X910:( 33.69/5.38 ( 33.69/5.38 $i > $o))]: 33.69/5.38 (( 33.69/5.38 ![X912]: 33.69/5.38 (in( 33.69/5.38 X912,X908) => 33.69/5.38 (![X914]: 33.69/5.38 (in( 33.69/5.38 X914,X908) => 33.69/5.38 (X910( 33.69/5.38 X912) => 33.69/5.38 (X910( 33.69/5.38 X914) => 33.69/5.38 (X912 = 33.69/5.38 X914))))))) => 33.69/5.38 (( 33.69/5.38 ?[X916]: 33.69/5.38 (in( 33.69/5.38 X916,X908) & 33.69/5.38 X910( 33.69/5.38 X916))) => 33.69/5.38 ex1( 33.69/5.38 X908, 33.69/5.38 ^[V_18]: 33.69/5.38 X910( 33.69/5.38 V_18))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X918, 33.69/5.38 X920]: 33.69/5.38 (( 33.69/5.38 setadjoin( 33.69/5.38 X918, 33.69/5.38 emptyset) = 33.69/5.38 setadjoin( 33.69/5.38 X920, 33.69/5.38 emptyset)) => 33.69/5.38 (X918 = 33.69/5.38 X920))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X922, 33.69/5.38 X924,X926]: 33.69/5.38 (in( 33.69/5.38 setadjoin( 33.69/5.38 X926, 33.69/5.38 emptyset), 33.69/5.38 setadjoin( 33.69/5.38 setadjoin( 33.69/5.38 X922, 33.69/5.38 emptyset), 33.69/5.38 setadjoin( 33.69/5.38 setadjoin( 33.69/5.38 X922, 33.69/5.38 setadjoin( 33.69/5.38 X924, 33.69/5.38 emptyset)), 33.69/5.38 emptyset))) => 33.69/5.38 (X922 = 33.69/5.38 X926))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X928]: 33.69/5.38 (iskpair( 33.69/5.38 X928) => 33.69/5.38 singleton( 33.69/5.38 dsetconstr( 33.69/5.38 setunion( 33.69/5.38 X928), 33.69/5.38 ^[V_19]: 33.69/5.38 in( 33.69/5.38 setadjoin( 33.69/5.38 V_19, 33.69/5.38 emptyset), 33.69/5.38 X928))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X930]: 33.69/5.38 (singleton( 33.69/5.38 X930) => 33.69/5.38 in( 33.69/5.38 setunion( 33.69/5.38 X930), 33.69/5.38 X930))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X932, 33.69/5.38 X934]: 33.69/5.38 (kfst( 33.69/5.38 kpair( 33.69/5.38 X932,X934)) = 33.69/5.38 X932)) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X936, 33.69/5.38 X938,X940]: 33.69/5.38 (in( 33.69/5.38 X940, 33.69/5.38 cartprod( 33.69/5.38 X936,X938)) => 33.69/5.38 in( 33.69/5.38 kfst( 33.69/5.38 X940), 33.69/5.38 X936))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X942, 33.69/5.38 X944, 33.69/5.38 X946,X948]: 33.69/5.38 (( 33.69/5.38 setadjoin( 33.69/5.38 setadjoin( 33.69/5.38 X942, 33.69/5.38 emptyset), 33.69/5.38 setadjoin( 33.69/5.38 setadjoin( 33.69/5.38 X942, 33.69/5.38 setadjoin( 33.69/5.38 X944, 33.69/5.38 emptyset)), 33.69/5.38 emptyset)) = 33.69/5.38 setadjoin( 33.69/5.38 setadjoin( 33.69/5.38 X946, 33.69/5.38 emptyset), 33.69/5.38 setadjoin( 33.69/5.38 setadjoin( 33.69/5.38 X946, 33.69/5.38 setadjoin( 33.69/5.38 X948, 33.69/5.38 emptyset)), 33.69/5.38 emptyset))) => 33.69/5.38 (X942 = 33.69/5.38 X946))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X950, 33.69/5.38 X952, 33.69/5.38 X954,X956]: 33.69/5.38 (( 33.69/5.38 kpair( 33.69/5.38 X950,X952) = 33.69/5.38 kpair( 33.69/5.38 X954,X956)) => 33.69/5.38 (X950 = 33.69/5.38 X954))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X958, 33.69/5.38 X960]: 33.69/5.38 (( 33.69/5.38 X958 = 33.69/5.38 X960) => 33.69/5.38 (setadjoin( 33.69/5.38 X958, 33.69/5.38 setadjoin( 33.69/5.38 X960, 33.69/5.38 emptyset)) = 33.69/5.38 setadjoin( 33.69/5.38 X958, 33.69/5.38 emptyset)))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X962, 33.69/5.38 X964]: 33.69/5.38 (( 33.69/5.38 X962 = 33.69/5.38 X964) => 33.69/5.38 (setadjoin( 33.69/5.38 setadjoin( 33.69/5.38 X962, 33.69/5.38 emptyset), 33.69/5.38 setadjoin( 33.69/5.38 setadjoin( 33.69/5.38 X962, 33.69/5.38 setadjoin( 33.69/5.38 X964, 33.69/5.38 emptyset)), 33.69/5.38 emptyset)) = 33.69/5.38 setadjoin( 33.69/5.38 setadjoin( 33.69/5.38 X962, 33.69/5.38 emptyset), 33.69/5.38 emptyset)))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X966, 33.69/5.38 X968, 33.69/5.38 X970,X972]: 33.69/5.38 (( 33.69/5.38 setadjoin( 33.69/5.38 setadjoin( 33.69/5.38 X966, 33.69/5.38 emptyset), 33.69/5.38 setadjoin( 33.69/5.38 setadjoin( 33.69/5.38 X966, 33.69/5.38 setadjoin( 33.69/5.38 X968, 33.69/5.38 emptyset)), 33.69/5.38 emptyset)) = 33.69/5.38 setadjoin( 33.69/5.38 setadjoin( 33.69/5.38 X970, 33.69/5.38 emptyset), 33.69/5.38 setadjoin( 33.69/5.38 setadjoin( 33.69/5.38 X970, 33.69/5.38 setadjoin( 33.69/5.38 X972, 33.69/5.38 emptyset)), 33.69/5.38 emptyset))) => 33.69/5.38 (( 33.69/5.38 X970 = 33.69/5.38 X972) => 33.69/5.38 (X968 = 33.69/5.38 X972)))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X974, 33.69/5.38 X976,X978]: 33.69/5.38 (( 33.69/5.38 setadjoin( 33.69/5.38 X974, 33.69/5.38 setadjoin( 33.69/5.38 X976, 33.69/5.38 emptyset)) = 33.69/5.38 setadjoin( 33.69/5.38 X978, 33.69/5.38 emptyset)) => 33.69/5.38 (X974 = 33.69/5.38 X976))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X980, 33.69/5.38 X982, 33.69/5.38 X984,X986]: 33.69/5.38 (( 33.69/5.38 setadjoin( 33.69/5.38 setadjoin( 33.69/5.38 X980, 33.69/5.38 emptyset), 33.69/5.38 setadjoin( 33.69/5.38 setadjoin( 33.69/5.38 X980, 33.69/5.38 setadjoin( 33.69/5.38 X982, 33.69/5.38 emptyset)), 33.69/5.38 emptyset)) = 33.69/5.38 setadjoin( 33.69/5.38 setadjoin( 33.69/5.38 X984, 33.69/5.38 emptyset), 33.69/5.38 setadjoin( 33.69/5.38 setadjoin( 33.69/5.38 X984, 33.69/5.38 setadjoin( 33.69/5.38 X986, 33.69/5.38 emptyset)), 33.69/5.38 emptyset))) => 33.69/5.38 (X982 = 33.69/5.38 X986))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X988, 33.69/5.38 X990, 33.69/5.38 X992,X994]: 33.69/5.38 (( 33.69/5.38 kpair( 33.69/5.38 X988,X990) = 33.69/5.38 kpair( 33.69/5.38 X992,X994)) => 33.69/5.38 (X990 = 33.69/5.38 X994))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X996]: 33.69/5.38 (iskpair( 33.69/5.38 X996) => 33.69/5.38 singleton( 33.69/5.38 dsetconstr( 33.69/5.38 setunion( 33.69/5.38 X996), 33.69/5.38 ^[V_20]: 33.69/5.38 (X996 = 33.69/5.38 kpair( 33.69/5.38 kfst( 33.69/5.38 X996), 33.69/5.38 V_20)))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X998, 33.69/5.38 X1000]: 33.69/5.38 (ksnd( 33.69/5.38 kpair( 33.69/5.38 X998, 33.69/5.38 X1000)) = 33.69/5.38 X1000)) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1002]: 33.69/5.38 (iskpair( 33.69/5.38 X1002) => 33.69/5.38 (kpair( 33.69/5.38 kfst( 33.69/5.38 X1002), 33.69/5.38 ksnd( 33.69/5.38 X1002)) = 33.69/5.38 X1002))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1004, 33.69/5.38 X1006, 33.69/5.38 X1008]: 33.69/5.38 (in( 33.69/5.38 X1008, 33.69/5.38 cartprod( 33.69/5.38 X1004, 33.69/5.38 X1006)) => 33.69/5.38 in( 33.69/5.38 ksnd( 33.69/5.38 X1008), 33.69/5.38 X1006))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1010, 33.69/5.38 X1012, 33.69/5.38 X1014, 33.69/5.38 X1016]: 33.69/5.38 (in( 33.69/5.38 kpair( 33.69/5.38 X1014, 33.69/5.38 X1016), 33.69/5.38 cartprod( 33.69/5.38 X1010, 33.69/5.38 X1012)) => 33.69/5.38 in( 33.69/5.38 X1014, 33.69/5.38 X1010))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1018, 33.69/5.38 X1020, 33.69/5.38 X1022, 33.69/5.38 X1024]: 33.69/5.38 (in( 33.69/5.38 kpair( 33.69/5.38 X1022, 33.69/5.38 X1024), 33.69/5.38 cartprod( 33.69/5.38 X1018, 33.69/5.38 X1020)) => 33.69/5.38 in( 33.69/5.38 X1024, 33.69/5.38 X1020))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1026, 33.69/5.38 X1028, 33.69/5.38 X1030]: 33.69/5.38 (in( 33.69/5.38 X1030, 33.69/5.38 X1026) => 33.69/5.38 (![X1032]: 33.69/5.38 (in( 33.69/5.38 X1032, 33.69/5.38 X1028) => 33.69/5.38 (kpair( 33.69/5.38 X1030, 33.69/5.38 X1032) = 33.69/5.38 kpair( 33.69/5.38 X1030, 33.69/5.38 X1032)))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1034, 33.69/5.38 X1036, 33.69/5.38 X1038]: 33.69/5.38 (in( 33.69/5.38 X1038, 33.69/5.38 X1034) => 33.69/5.38 (![X1040]: 33.69/5.38 (in( 33.69/5.38 X1040, 33.69/5.38 X1036) => 33.69/5.38 (kfst( 33.69/5.38 kpair( 33.69/5.38 X1038, 33.69/5.38 X1040)) = 33.69/5.38 X1038))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1042, 33.69/5.38 X1044, 33.69/5.38 X1046]: 33.69/5.38 (in( 33.69/5.38 X1046, 33.69/5.38 X1042) => 33.69/5.38 (![X1048]: 33.69/5.38 (in( 33.69/5.38 X1048, 33.69/5.38 X1044) => 33.69/5.38 (ksnd( 33.69/5.38 kpair( 33.69/5.38 X1046, 33.69/5.38 X1048)) = 33.69/5.38 X1048))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1050, 33.69/5.38 X1052, 33.69/5.38 X1054]: 33.69/5.38 (in( 33.69/5.38 X1054, 33.69/5.38 cartprod( 33.69/5.38 X1050, 33.69/5.38 X1052)) => 33.69/5.38 (kpair( 33.69/5.38 kfst( 33.69/5.38 X1054), 33.69/5.38 ksnd( 33.69/5.38 X1054)) = 33.69/5.38 X1054))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1056, 33.69/5.38 X1058, 33.69/5.38 X1060:( 33.69/5.38 ($i * $i) > 33.69/5.38 $o),X1062]: 33.69/5.38 (in( 33.69/5.38 X1062, 33.69/5.38 X1056) => 33.69/5.38 (![X1064]: 33.69/5.38 (in( 33.69/5.38 X1064, 33.69/5.38 X1058) => 33.69/5.38 (X1060( 33.69/5.38 X1062, 33.69/5.38 X1064) => 33.69/5.38 in( 33.69/5.38 kpair( 33.69/5.38 X1062, 33.69/5.38 X1064), 33.69/5.38 dpsetconstr( 33.69/5.38 X1056, 33.69/5.38 X1058, 33.69/5.38 ^[V_21, 33.69/5.38 V_22]: 33.69/5.38 X1060( 33.69/5.38 V_21,V_22)))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1066, 33.69/5.38 X1068, 33.69/5.38 X1070:( 33.69/5.38 ($i * $i) > 33.69/5.38 $o)]: 33.69/5.38 subset( 33.69/5.38 dpsetconstr( 33.69/5.38 X1066, 33.69/5.38 X1068, 33.69/5.38 ^[V_23, 33.69/5.38 V_24]: 33.69/5.38 X1070( 33.69/5.38 V_23,V_24)), 33.69/5.38 cartprod( 33.69/5.38 X1066, 33.69/5.38 X1068))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1072, 33.69/5.38 X1074, 33.69/5.38 X1076:( 33.69/5.38 ($i * $i) > 33.69/5.38 $o)]: 33.69/5.38 breln( 33.69/5.38 X1072, 33.69/5.38 X1074, 33.69/5.38 dpsetconstr( 33.69/5.38 X1072, 33.69/5.38 X1074, 33.69/5.38 ^[V_25, 33.69/5.38 V_26]: 33.69/5.38 X1076( 33.69/5.38 V_25,V_26)))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1078, 33.69/5.38 X1080, 33.69/5.38 X1082:( 33.69/5.38 ($i * $i) > 33.69/5.38 $o),X1084]: 33.69/5.38 (in( 33.69/5.38 X1084, 33.69/5.38 X1078) => 33.69/5.38 (![X1086]: 33.69/5.38 (in( 33.69/5.38 X1086, 33.69/5.38 X1080) => 33.69/5.38 (in( 33.69/5.38 kpair( 33.69/5.38 X1084, 33.69/5.38 X1086), 33.69/5.38 dpsetconstr( 33.69/5.38 X1078, 33.69/5.38 X1080, 33.69/5.38 ^[V_27, 33.69/5.38 V_28]: 33.69/5.38 X1082( 33.69/5.38 V_27,V_28))) => 33.69/5.38 X1082( 33.69/5.38 X1084, 33.69/5.38 X1086)))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1088, 33.69/5.38 X1090, 33.69/5.38 X1092:( 33.69/5.38 ($i * $i) > 33.69/5.38 $o), 33.69/5.38 X1094, 33.69/5.38 X1096]: 33.69/5.38 (in( 33.69/5.38 kpair( 33.69/5.38 X1094, 33.69/5.38 X1096), 33.69/5.38 dpsetconstr( 33.69/5.38 X1088, 33.69/5.38 X1090, 33.69/5.38 ^[V_29, 33.69/5.38 V_30]: 33.69/5.38 X1092( 33.69/5.38 V_29,V_30))) => 33.69/5.38 in( 33.69/5.38 X1094, 33.69/5.38 X1088))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1098, 33.69/5.38 X1100, 33.69/5.38 X1102:( 33.69/5.38 ($i * $i) > 33.69/5.38 $o), 33.69/5.38 X1104, 33.69/5.38 X1106]: 33.69/5.38 (in( 33.69/5.38 kpair( 33.69/5.38 X1104, 33.69/5.38 X1106), 33.69/5.38 dpsetconstr( 33.69/5.38 X1098, 33.69/5.38 X1100, 33.69/5.38 ^[V_31, 33.69/5.38 V_32]: 33.69/5.38 X1102( 33.69/5.38 V_31,V_32))) => 33.69/5.38 in( 33.69/5.38 X1106, 33.69/5.38 X1100))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1108, 33.69/5.38 X1110, 33.69/5.38 X1112:( 33.69/5.38 ($i * $i) > 33.69/5.38 $o), 33.69/5.38 X1114, 33.69/5.38 X1116]: 33.69/5.38 (in( 33.69/5.38 kpair( 33.69/5.38 X1114, 33.69/5.38 X1116), 33.69/5.38 dpsetconstr( 33.69/5.38 X1108, 33.69/5.38 X1110, 33.69/5.38 ^[V_33, 33.69/5.38 V_34]: 33.69/5.38 X1112( 33.69/5.38 V_33,V_34))) => 33.69/5.38 X1112( 33.69/5.38 X1114, 33.69/5.38 X1116))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1118, 33.69/5.38 X1120, 33.69/5.38 X1122]: 33.69/5.38 (func( 33.69/5.38 X1118, 33.69/5.38 X1120, 33.69/5.38 X1122) => 33.69/5.38 (![X1124]: 33.69/5.38 (in( 33.69/5.38 X1124, 33.69/5.38 X1118) => 33.69/5.38 singleton( 33.69/5.38 dsetconstr( 33.69/5.38 X1120, 33.69/5.38 ^[V_35]: 33.69/5.38 in( 33.69/5.38 kpair( 33.69/5.38 X1124, 33.69/5.38 V_35), 33.69/5.38 X1122))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1126, 33.69/5.38 X1128, 33.69/5.38 X1130]: 33.69/5.38 (func( 33.69/5.38 X1126, 33.69/5.38 X1128, 33.69/5.38 X1130) => 33.69/5.38 (![X1132]: 33.69/5.38 (in( 33.69/5.38 X1132, 33.69/5.38 X1126) => 33.69/5.38 in( 33.69/5.38 setunion( 33.69/5.38 dsetconstr( 33.69/5.38 X1128, 33.69/5.38 ^[V_36]: 33.69/5.38 in( 33.69/5.38 kpair( 33.69/5.38 X1132, 33.69/5.38 V_36), 33.69/5.38 X1130))), 33.69/5.38 X1128))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1134, 33.69/5.38 X1136, 33.69/5.38 X1138]: 33.69/5.38 (func( 33.69/5.38 X1134, 33.69/5.38 X1136, 33.69/5.38 X1138) => 33.69/5.38 (![X1140]: 33.69/5.38 (in( 33.69/5.38 X1140, 33.69/5.38 X1134) => 33.69/5.38 in( 33.69/5.38 ap( 33.69/5.38 X1134, 33.69/5.38 X1136, 33.69/5.38 X1138, 33.69/5.38 X1140), 33.69/5.38 X1136))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1142, 33.69/5.38 X1144, 33.69/5.38 X1146]: 33.69/5.38 (in( 33.69/5.38 X1146, 33.69/5.38 funcSet( 33.69/5.38 X1142, 33.69/5.38 X1144)) => 33.69/5.38 func( 33.69/5.38 X1142, 33.69/5.38 X1144, 33.69/5.38 X1146))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1148, 33.69/5.38 X1150, 33.69/5.38 X1152]: 33.69/5.38 (in( 33.69/5.38 X1152, 33.69/5.38 funcSet( 33.69/5.38 X1148, 33.69/5.38 X1150)) => 33.69/5.38 (![X1154]: 33.69/5.38 (in( 33.69/5.38 X1154, 33.69/5.38 X1148) => 33.69/5.38 in( 33.69/5.38 ap( 33.69/5.38 X1148, 33.69/5.38 X1150, 33.69/5.38 X1152, 33.69/5.38 X1154), 33.69/5.38 X1150))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1156, 33.69/5.38 X1158, 33.69/5.38 X1160]: 33.69/5.38 (func( 33.69/5.38 X1156, 33.69/5.38 X1158, 33.69/5.38 X1160) => 33.69/5.38 in( 33.69/5.38 X1160, 33.69/5.38 funcSet( 33.69/5.38 X1156, 33.69/5.38 X1158)))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1162, 33.69/5.38 X1164, 33.69/5.38 X1166:( 33.69/5.38 ( 33.69/5.38 $i > $i))]: 33.69/5.38 (( 33.69/5.38 ![X1168]: 33.69/5.38 (in( 33.69/5.38 X1168, 33.69/5.38 X1162) => 33.69/5.38 in( 33.69/5.38 X1166( 33.69/5.38 X1168), 33.69/5.38 X1164))) => 33.69/5.38 func( 33.69/5.38 X1162, 33.69/5.38 X1164, 33.69/5.38 dpsetconstr( 33.69/5.38 X1162, 33.69/5.38 X1164, 33.69/5.38 ^[V_37, 33.69/5.38 V_38]: 33.69/5.38 (X1166( 33.69/5.38 V_37) = 33.69/5.38 V_38))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1170, 33.69/5.38 X1172, 33.69/5.38 X1174:( 33.69/5.38 ( 33.69/5.38 $i > $i))]: 33.69/5.38 (( 33.69/5.38 ![X1176]: 33.69/5.38 (in( 33.69/5.38 X1176, 33.69/5.38 X1170) => 33.69/5.38 in( 33.69/5.38 X1174( 33.69/5.38 X1176), 33.69/5.38 X1172))) => 33.69/5.38 func( 33.69/5.38 X1170, 33.69/5.38 X1172, 33.69/5.38 lam( 33.69/5.38 X1170, 33.69/5.38 X1172, 33.69/5.38 ^[V_39]: 33.69/5.38 X1174( 33.69/5.38 V_39))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1178, 33.69/5.38 X1180, 33.69/5.38 X1182:( 33.69/5.38 ( 33.69/5.38 $i > $i))]: 33.69/5.38 (( 33.69/5.38 ![X1184]: 33.69/5.38 (in( 33.69/5.38 X1184, 33.69/5.38 X1178) => 33.69/5.38 in( 33.69/5.38 X1182( 33.69/5.38 X1184), 33.69/5.38 X1180))) => 33.69/5.38 in( 33.69/5.38 lam( 33.69/5.38 X1178, 33.69/5.38 X1180, 33.69/5.38 ^[V_40]: 33.69/5.38 X1182( 33.69/5.38 V_40)), 33.69/5.38 funcSet( 33.69/5.38 X1178, 33.69/5.38 X1180)))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1186, 33.69/5.38 X1188, 33.69/5.38 X1190]: 33.69/5.38 (breln( 33.69/5.38 X1186, 33.69/5.38 X1188, 33.69/5.38 X1190) => 33.69/5.38 (![X1192:( 33.69/5.38 ( 33.69/5.38 $i > $o))]: 33.69/5.38 (( 33.69/5.38 ![X1194]: 33.69/5.38 (in( 33.69/5.38 X1194, 33.69/5.38 X1186) => 33.69/5.38 (![X1196]: 33.69/5.38 (in( 33.69/5.38 X1196, 33.69/5.38 X1188) => 33.69/5.38 (in( 33.69/5.38 kpair( 33.69/5.38 X1194, 33.69/5.38 X1196), 33.69/5.38 X1190) => 33.69/5.38 X1192( 33.69/5.38 kpair( 33.69/5.38 X1194, 33.69/5.38 X1196))))))) => 33.69/5.38 (![X1198]: 33.69/5.38 (in( 33.69/5.38 X1198, 33.69/5.38 X1190) => 33.69/5.38 X1192( 33.69/5.38 X1198))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1200, 33.69/5.38 X1202, 33.69/5.38 X1204]: 33.69/5.38 (breln( 33.69/5.38 X1200, 33.69/5.38 X1202, 33.69/5.38 X1204) => 33.69/5.38 (![X1206:( 33.69/5.38 ( 33.69/5.38 $i > $o))]: 33.69/5.38 (( 33.69/5.38 ![X1208]: 33.69/5.38 (in( 33.69/5.38 X1208, 33.69/5.38 X1200) => 33.69/5.38 (![X1210]: 33.69/5.38 (in( 33.69/5.38 X1210, 33.69/5.38 X1202) => 33.69/5.38 (in( 33.69/5.38 kpair( 33.69/5.38 X1208, 33.69/5.38 X1210), 33.69/5.38 X1204) => 33.69/5.38 X1206( 33.69/5.38 kpair( 33.69/5.38 X1208, 33.69/5.38 X1210))))))) => 33.69/5.38 (![X1212]: 33.69/5.38 (in( 33.69/5.38 X1212, 33.69/5.38 X1204) => 33.69/5.38 X1206( 33.69/5.38 X1212))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1214, 33.69/5.38 X1216:( 33.69/5.38 ( 33.69/5.38 $i > $o))]: 33.69/5.38 (ex1( 33.69/5.38 X1214, 33.69/5.38 ^[V_41]: 33.69/5.38 X1216( 33.69/5.38 V_41)) => 33.69/5.38 (![X1218]: 33.69/5.38 (in( 33.69/5.38 X1218, 33.69/5.38 X1214) => 33.69/5.38 (![X1220]: 33.69/5.38 (in( 33.69/5.38 X1220, 33.69/5.38 X1214) => 33.69/5.38 (X1216( 33.69/5.38 X1218) => 33.69/5.38 (X1216( 33.69/5.38 X1220) => 33.69/5.38 (X1218 = 33.69/5.38 X1220))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1222, 33.69/5.38 X1224, 33.69/5.38 X1226]: 33.69/5.38 (func( 33.69/5.38 X1222, 33.69/5.38 X1224, 33.69/5.38 X1226) => 33.69/5.38 (![X1228]: 33.69/5.38 (in( 33.69/5.38 X1228, 33.69/5.38 X1222) => 33.69/5.38 in( 33.69/5.38 kpair( 33.69/5.38 X1228, 33.69/5.38 ap( 33.69/5.38 X1222, 33.69/5.38 X1224, 33.69/5.38 X1226, 33.69/5.38 X1228)), 33.69/5.38 X1226))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1230, 33.69/5.38 X1232, 33.69/5.38 X1234]: 33.69/5.38 (in( 33.69/5.38 X1234, 33.69/5.38 funcSet( 33.69/5.38 X1230, 33.69/5.38 X1232)) => 33.69/5.38 (![X1236]: 33.69/5.38 (in( 33.69/5.38 X1236, 33.69/5.38 X1230) => 33.69/5.38 in( 33.69/5.38 kpair( 33.69/5.38 X1236, 33.69/5.38 ap( 33.69/5.38 X1230, 33.69/5.38 X1232, 33.69/5.38 X1234, 33.69/5.38 X1236)), 33.69/5.38 X1234))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1238, 33.69/5.38 X1240, 33.69/5.38 X1242]: 33.69/5.38 (func( 33.69/5.38 X1238, 33.69/5.38 X1240, 33.69/5.38 X1242) => 33.69/5.38 (![X1244]: 33.69/5.38 (in( 33.69/5.38 X1244, 33.69/5.38 X1238) => 33.69/5.38 (![X1246]: 33.69/5.38 (in( 33.69/5.38 X1246, 33.69/5.38 X1240) => 33.69/5.38 (in( 33.69/5.38 kpair( 33.69/5.38 X1244, 33.69/5.38 X1246), 33.69/5.38 X1242) => 33.69/5.38 (ap( 33.69/5.38 X1238, 33.69/5.38 X1240, 33.69/5.38 X1242, 33.69/5.38 X1244) = 33.69/5.38 X1246)))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1248, 33.69/5.38 X1250, 33.69/5.38 X1252]: 33.69/5.38 (func( 33.69/5.38 X1248, 33.69/5.38 X1250, 33.69/5.38 X1252) => 33.69/5.38 (![X1254]: 33.69/5.38 (func( 33.69/5.38 X1248, 33.69/5.38 X1250, 33.69/5.38 X1254) => 33.69/5.38 (( 33.69/5.38 ![X1256]: 33.69/5.38 (in( 33.69/5.38 X1256, 33.69/5.38 X1248) => 33.69/5.38 (ap( 33.69/5.38 X1248, 33.69/5.38 X1250, 33.69/5.38 X1252, 33.69/5.38 X1256) = 33.69/5.38 ap( 33.69/5.38 X1248, 33.69/5.38 X1250, 33.69/5.38 X1254, 33.69/5.38 X1256)))) => 33.69/5.38 (![X1258]: 33.69/5.38 (in( 33.69/5.38 X1258, 33.69/5.38 X1248) => 33.69/5.38 (![X1260]: 33.69/5.38 (in( 33.69/5.38 X1260, 33.69/5.38 X1250) => 33.69/5.38 (in( 33.69/5.38 kpair( 33.69/5.38 X1258, 33.69/5.38 X1260), 33.69/5.38 X1254) => 33.69/5.38 in( 33.69/5.38 kpair( 33.69/5.38 X1258, 33.69/5.38 X1260), 33.69/5.38 X1252))))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1262, 33.69/5.38 X1264, 33.69/5.38 X1266]: 33.69/5.38 (in( 33.69/5.38 X1266, 33.69/5.38 funcSet( 33.69/5.38 X1262, 33.69/5.38 X1264)) => 33.69/5.38 (![X1268]: 33.69/5.38 (in( 33.69/5.38 X1268, 33.69/5.38 X1262) => 33.69/5.38 (![X1270]: 33.69/5.38 (in( 33.69/5.38 X1270, 33.69/5.38 X1264) => 33.69/5.38 (in( 33.69/5.38 kpair( 33.69/5.38 X1268, 33.69/5.38 X1270), 33.69/5.38 X1266) => 33.69/5.38 (ap( 33.69/5.38 X1262, 33.69/5.38 X1264, 33.69/5.38 X1266, 33.69/5.38 X1268) = 33.69/5.38 X1270)))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1272, 33.69/5.38 X1274, 33.69/5.38 X1276]: 33.69/5.38 (breln( 33.69/5.38 X1272, 33.69/5.38 X1274, 33.69/5.38 X1276) => 33.69/5.38 (![X1278]: 33.69/5.38 (breln( 33.69/5.38 X1272, 33.69/5.38 X1274, 33.69/5.38 X1278) => 33.69/5.38 (( 33.69/5.38 ![X1280]: 33.69/5.38 (in( 33.69/5.38 X1280, 33.69/5.38 X1272) => 33.69/5.38 (![X1282]: 33.69/5.38 (in( 33.69/5.38 X1282, 33.69/5.38 X1274) => 33.69/5.38 (in( 33.69/5.38 kpair( 33.69/5.38 X1280, 33.69/5.38 X1282), 33.69/5.38 X1276) => 33.69/5.38 in( 33.69/5.38 kpair( 33.69/5.38 X1280, 33.69/5.38 X1282), 33.69/5.38 X1278)))))) => 33.69/5.38 subset( 33.69/5.38 X1276, 33.69/5.38 X1278)))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1284, 33.69/5.38 X1286, 33.69/5.38 X1288]: 33.69/5.38 (breln( 33.69/5.38 X1284, 33.69/5.38 X1286, 33.69/5.38 X1288) => 33.69/5.38 (![X1290]: 33.69/5.38 (breln( 33.69/5.38 X1284, 33.69/5.38 X1286, 33.69/5.38 X1290) => 33.69/5.38 (( 33.69/5.38 ![X1292]: 33.69/5.38 (in( 33.69/5.38 X1292, 33.69/5.38 X1284) => 33.69/5.38 (![X1294]: 33.69/5.38 (in( 33.69/5.38 X1294, 33.69/5.38 X1286) => 33.69/5.38 (in( 33.69/5.38 kpair( 33.69/5.38 X1292, 33.69/5.38 X1294), 33.69/5.38 X1288) => 33.69/5.38 in( 33.69/5.38 kpair( 33.69/5.38 X1292, 33.69/5.38 X1294), 33.69/5.38 X1290)))))) => 33.69/5.38 (( 33.69/5.38 ![X1296]: 33.69/5.38 (in( 33.69/5.38 X1296, 33.69/5.38 X1284) => 33.69/5.38 (![X1298]: 33.69/5.38 (in( 33.69/5.38 X1298, 33.69/5.38 X1286) => 33.69/5.38 (in( 33.69/5.38 kpair( 33.69/5.38 X1296, 33.69/5.38 X1298), 33.69/5.38 X1290) => 33.69/5.38 in( 33.69/5.38 kpair( 33.69/5.38 X1296, 33.69/5.38 X1298), 33.69/5.38 X1288)))))) => 33.69/5.38 (X1288 = 33.69/5.38 X1290))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1300, 33.69/5.38 X1302, 33.69/5.38 X1304]: 33.69/5.38 (func( 33.69/5.38 X1300, 33.69/5.38 X1302, 33.69/5.38 X1304) => 33.69/5.38 (![X1306]: 33.69/5.38 (func( 33.69/5.38 X1300, 33.69/5.38 X1302, 33.69/5.38 X1306) => 33.69/5.38 (( 33.69/5.38 ![X1308]: 33.69/5.38 (in( 33.69/5.38 X1308, 33.69/5.38 X1300) => 33.69/5.38 (ap( 33.69/5.38 X1300, 33.69/5.38 X1302, 33.69/5.38 X1304, 33.69/5.38 X1308) = 33.69/5.38 ap( 33.69/5.38 X1300, 33.69/5.38 X1302, 33.69/5.38 X1306, 33.69/5.38 X1308)))) => 33.69/5.38 (X1304 = 33.69/5.38 X1306)))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1310, 33.69/5.38 X1312, 33.69/5.38 X1314]: 33.69/5.38 (in( 33.69/5.38 X1314, 33.69/5.38 funcSet( 33.69/5.38 X1310, 33.69/5.38 X1312)) => 33.69/5.38 (![X1316]: 33.69/5.38 (in( 33.69/5.38 X1316, 33.69/5.38 funcSet( 33.69/5.38 X1310, 33.69/5.38 X1312)) => 33.69/5.38 (( 33.69/5.38 ![X1318]: 33.69/5.38 (in( 33.69/5.38 X1318, 33.69/5.38 X1310) => 33.69/5.38 (ap( 33.69/5.38 X1310, 33.69/5.38 X1312, 33.69/5.38 X1314, 33.69/5.38 X1318) = 33.69/5.38 ap( 33.69/5.38 X1310, 33.69/5.38 X1312, 33.69/5.38 X1316, 33.69/5.38 X1318)))) => 33.69/5.38 (X1314 = 33.69/5.38 X1316)))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1320, 33.69/5.38 X1322, 33.69/5.38 X1324]: 33.69/5.38 (in( 33.69/5.38 X1324, 33.69/5.38 funcSet( 33.69/5.38 X1320, 33.69/5.38 X1322)) => 33.69/5.38 (![X1326]: 33.69/5.38 (in( 33.69/5.38 X1326, 33.69/5.38 X1320) => 33.69/5.38 (ap( 33.69/5.38 X1320, 33.69/5.38 X1322, 33.69/5.38 X1324, 33.69/5.38 X1326) = 33.69/5.38 ap( 33.69/5.38 X1320, 33.69/5.38 X1322, 33.69/5.38 X1324, 33.69/5.38 X1326)))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1328, 33.69/5.38 X1330, 33.69/5.38 X1332]: 33.69/5.38 (func( 33.69/5.38 X1328, 33.69/5.38 X1330, 33.69/5.38 X1332) => 33.69/5.38 (![X1334]: 33.69/5.38 (in( 33.69/5.38 X1334, 33.69/5.38 X1328) => 33.69/5.38 (ap( 33.69/5.38 X1328, 33.69/5.38 X1330, 33.69/5.38 X1332, 33.69/5.38 X1334) = 33.69/5.38 ap( 33.69/5.38 X1328, 33.69/5.38 X1330, 33.69/5.38 X1332, 33.69/5.38 X1334)))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1336, 33.69/5.38 X1338, 33.69/5.38 X1340:( 33.69/5.38 ( 33.69/5.38 $i > $i))]: 33.69/5.38 (( 33.69/5.38 ![X1342]: 33.69/5.38 (in( 33.69/5.38 X1342, 33.69/5.38 X1336) => 33.69/5.38 in( 33.69/5.38 X1340( 33.69/5.38 X1342), 33.69/5.38 X1338))) => 33.69/5.38 (![X1344]: 33.69/5.38 (in( 33.69/5.38 X1344, 33.69/5.38 X1336) => 33.69/5.38 (ap( 33.69/5.38 X1336, 33.69/5.38 X1338, 33.69/5.38 lam( 33.69/5.38 X1336, 33.69/5.38 X1338, 33.69/5.38 ^[V_42]: 33.69/5.38 X1340( 33.69/5.38 V_42)), 33.69/5.38 X1344) = 33.69/5.38 X1340( 33.69/5.38 X1344)))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1346, 33.69/5.38 X1348, 33.69/5.38 X1350]: 33.69/5.38 (func( 33.69/5.38 X1346, 33.69/5.38 X1348, 33.69/5.38 X1350) => 33.69/5.38 (lam( 33.69/5.38 X1346, 33.69/5.38 X1348, 33.69/5.38 ^[V_43]: 33.69/5.38 ap( 33.69/5.38 X1346, 33.69/5.38 X1348, 33.69/5.38 X1350, 33.69/5.38 V_43)) = 33.69/5.38 X1350))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1352, 33.69/5.38 X1354, 33.69/5.38 X1356:( 33.69/5.38 ( 33.69/5.38 $i > $i))]: 33.69/5.38 (( 33.69/5.38 ![X1358]: 33.69/5.38 (in( 33.69/5.38 X1358, 33.69/5.38 X1352) => 33.69/5.38 in( 33.69/5.38 X1356( 33.69/5.38 X1358), 33.69/5.38 X1354))) => 33.69/5.38 (lam( 33.69/5.38 X1352, 33.69/5.38 X1354, 33.69/5.38 ^[V_44]: 33.69/5.38 X1356( 33.69/5.38 V_44)) = 33.69/5.38 lam( 33.69/5.38 X1352, 33.69/5.38 X1354, 33.69/5.38 ^[V_45]: 33.69/5.38 X1356( 33.69/5.38 V_45))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1360, 33.69/5.38 X1362, 33.69/5.38 X1364:( 33.69/5.38 ( 33.69/5.38 $i > $i))]: 33.69/5.38 (( 33.69/5.38 ![X1366]: 33.69/5.38 (in( 33.69/5.38 X1366, 33.69/5.38 X1360) => 33.69/5.38 in( 33.69/5.38 X1364( 33.69/5.38 X1366), 33.69/5.38 X1362))) => 33.69/5.38 (![X1368]: 33.69/5.38 (in( 33.69/5.38 X1368, 33.69/5.38 X1360) => 33.69/5.38 (ap( 33.69/5.38 X1360, 33.69/5.38 X1362, 33.69/5.38 lam( 33.69/5.38 X1360, 33.69/5.38 X1362, 33.69/5.38 ^[V_46]: 33.69/5.38 X1364( 33.69/5.38 V_46)), 33.69/5.38 X1368) = 33.69/5.38 X1364( 33.69/5.38 X1368)))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1370, 33.69/5.38 X1372, 33.69/5.38 X1374]: 33.69/5.38 (in( 33.69/5.38 X1374, 33.69/5.38 funcSet( 33.69/5.38 X1370, 33.69/5.38 X1372)) => 33.69/5.38 (lam( 33.69/5.38 X1370, 33.69/5.38 X1372, 33.69/5.38 ^[V_47]: 33.69/5.38 ap( 33.69/5.38 X1370, 33.69/5.38 X1372, 33.69/5.38 X1374, 33.69/5.38 V_47)) = 33.69/5.38 X1374))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1376, 33.69/5.38 X1378:$o, 33.69/5.38 X1380]: 33.69/5.38 (in( 33.69/5.38 X1380, 33.69/5.38 X1376) => 33.69/5.38 (![X1382]: 33.69/5.38 (in( 33.69/5.38 X1382, 33.69/5.38 X1376) => 33.69/5.38 (( 33.69/5.38 ~X1378) => 33.69/5.38 in( 33.69/5.38 X1382, 33.69/5.38 dsetconstr( 33.69/5.38 X1376, 33.69/5.38 ^[V_48]: 33.69/5.38 (( 33.69/5.38 ( 33.69/5.38 V_48 = 33.69/5.38 X1382) & 33.69/5.38 ( 33.69/5.38 ~X1378)) | 33.69/5.38 (( 33.69/5.38 V_48 = 33.69/5.38 X1380) & 33.69/5.38 X1378))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1384, 33.69/5.38 X1386:$o, 33.69/5.38 X1388]: 33.69/5.38 (in( 33.69/5.38 X1388, 33.69/5.38 X1384) => 33.69/5.38 (![X1390]: 33.69/5.38 (in( 33.69/5.38 X1390, 33.69/5.38 X1384) => 33.69/5.38 (( 33.69/5.38 ~X1386) => 33.69/5.38 (dsetconstr( 33.69/5.38 X1384, 33.69/5.38 ^[V_49]: 33.69/5.38 (( 33.69/5.38 ( 33.69/5.38 V_49 = 33.69/5.38 X1390) & 33.69/5.38 ( 33.69/5.38 ~X1386)) | 33.69/5.38 (( 33.69/5.38 V_49 = 33.69/5.38 X1388) & 33.69/5.38 X1386))) = 33.69/5.38 setadjoin( 33.69/5.38 X1390, 33.69/5.38 emptyset))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1392, 33.69/5.38 X1394:$o, 33.69/5.38 X1396]: 33.69/5.38 (in( 33.69/5.38 X1396, 33.69/5.38 X1392) => 33.69/5.38 (![X1398]: 33.69/5.38 (in( 33.69/5.38 X1398, 33.69/5.38 X1392) => 33.69/5.38 (X1394 => 33.69/5.38 in( 33.69/5.38 X1396, 33.69/5.38 dsetconstr( 33.69/5.38 X1392, 33.69/5.38 ^[V_50]: 33.69/5.38 (( 33.69/5.38 ( 33.69/5.38 V_50 = 33.69/5.38 X1398) & 33.69/5.38 ( 33.69/5.38 ~X1394)) | 33.69/5.38 (( 33.69/5.38 V_50 = 33.69/5.38 X1396) & 33.69/5.38 X1394))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1400, 33.69/5.38 X1402:$o, 33.69/5.38 X1404]: 33.69/5.38 (in( 33.69/5.38 X1404, 33.69/5.38 X1400) => 33.69/5.38 (![X1406]: 33.69/5.38 (in( 33.69/5.38 X1406, 33.69/5.38 X1400) => 33.69/5.38 (X1402 => 33.69/5.38 (dsetconstr( 33.69/5.38 X1400, 33.69/5.38 ^[V_51]: 33.69/5.38 (( 33.69/5.38 ( 33.69/5.38 V_51 = 33.69/5.38 X1406) & 33.69/5.38 ( 33.69/5.38 ~X1402)) | 33.69/5.38 (( 33.69/5.38 V_51 = 33.69/5.38 X1404) & 33.69/5.38 X1402))) = 33.69/5.38 setadjoin( 33.69/5.38 X1404, 33.69/5.38 emptyset))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1408, 33.69/5.38 X1410:$o, 33.69/5.38 X1412]: 33.69/5.38 (in( 33.69/5.38 X1412, 33.69/5.38 X1408) => 33.69/5.38 (![X1414]: 33.69/5.38 (in( 33.69/5.38 X1414, 33.69/5.38 X1408) => 33.69/5.38 singleton( 33.69/5.38 dsetconstr( 33.69/5.38 X1408, 33.69/5.38 ^[V_52]: 33.69/5.38 (( 33.69/5.38 ( 33.69/5.38 V_52 = 33.69/5.38 X1414) & 33.69/5.38 ( 33.69/5.38 ~X1410)) | 33.69/5.38 (( 33.69/5.38 V_52 = 33.69/5.38 X1412) & 33.69/5.38 X1410)))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1416, 33.69/5.38 X1418:$o, 33.69/5.38 X1420]: 33.69/5.38 (in( 33.69/5.38 X1420, 33.69/5.38 X1416) => 33.69/5.38 (![X1422]: 33.69/5.38 (in( 33.69/5.38 X1422, 33.69/5.38 X1416) => 33.69/5.38 in( 33.69/5.38 if( 33.69/5.38 X1416, 33.69/5.38 X1418, 33.69/5.38 X1420, 33.69/5.38 X1422), 33.69/5.38 X1416))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1424]: 33.69/5.38 (singleton( 33.69/5.38 X1424) => 33.69/5.38 (![X1426]: 33.69/5.38 (in( 33.69/5.38 X1426, 33.69/5.38 X1424) => 33.69/5.38 (setunion( 33.69/5.38 X1424) = 33.69/5.38 X1426))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1428, 33.69/5.38 X1430:$o, 33.69/5.38 X1432]: 33.69/5.38 (in( 33.69/5.38 X1432, 33.69/5.38 X1428) => 33.69/5.38 (![X1434]: 33.69/5.38 (in( 33.69/5.38 X1434, 33.69/5.38 X1428) => 33.69/5.38 (X1430 => 33.69/5.38 (if( 33.69/5.38 X1428, 33.69/5.38 X1430, 33.69/5.38 X1432, 33.69/5.38 X1434) = 33.69/5.38 X1432)))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1436, 33.69/5.38 X1438:$o, 33.69/5.38 X1440]: 33.69/5.38 (in( 33.69/5.38 X1440, 33.69/5.38 X1436) => 33.69/5.38 (![X1442]: 33.69/5.38 (in( 33.69/5.38 X1442, 33.69/5.38 X1436) => 33.69/5.38 (( 33.69/5.38 ~X1438) => 33.69/5.38 (if( 33.69/5.38 X1436, 33.69/5.38 X1438, 33.69/5.38 X1440, 33.69/5.38 X1442) = 33.69/5.38 X1442)))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1444, 33.69/5.38 X1446:$o, 33.69/5.38 X1448]: 33.69/5.38 (in( 33.69/5.38 X1448, 33.69/5.38 X1444) => 33.69/5.38 (![X1450]: 33.69/5.38 (in( 33.69/5.38 X1450, 33.69/5.38 X1444) => 33.69/5.38 in( 33.69/5.38 if( 33.69/5.38 X1444, 33.69/5.38 X1446, 33.69/5.38 X1448, 33.69/5.38 X1450), 33.69/5.38 setadjoin( 33.69/5.38 X1448, 33.69/5.38 setadjoin( 33.69/5.38 X1450, 33.69/5.38 emptyset))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1452, 33.69/5.38 X1454]: 33.69/5.38 (in( 33.69/5.38 X1454, 33.69/5.38 powerset( 33.69/5.38 X1452)) => 33.69/5.38 (![X1456]: 33.69/5.38 (in( 33.69/5.38 X1456, 33.69/5.38 powerset( 33.69/5.38 X1452)) => 33.69/5.38 in( 33.69/5.38 binintersect( 33.69/5.38 X1454, 33.69/5.38 X1456), 33.69/5.38 powerset( 33.69/5.38 X1452)))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1458, 33.69/5.38 X1460]: 33.69/5.38 (in( 33.69/5.38 X1460, 33.69/5.38 powerset( 33.69/5.38 X1458)) => 33.69/5.38 (![X1462]: 33.69/5.38 (in( 33.69/5.38 X1462, 33.69/5.38 powerset( 33.69/5.38 X1458)) => 33.69/5.38 in( 33.69/5.38 binunion( 33.69/5.38 X1460, 33.69/5.38 X1462), 33.69/5.38 powerset( 33.69/5.38 X1458)))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1464, 33.69/5.38 X1466]: 33.69/5.38 (in( 33.69/5.38 X1466, 33.69/5.38 powerset( 33.69/5.38 X1464)) => 33.69/5.38 in( 33.69/5.38 powerset( 33.69/5.38 X1466), 33.69/5.38 powerset( 33.69/5.38 powerset( 33.69/5.38 X1464))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1468, 33.69/5.38 X1470]: 33.69/5.38 (in( 33.69/5.38 X1470, 33.69/5.38 powerset( 33.69/5.38 X1468)) => 33.69/5.38 (![X1472]: 33.69/5.38 (in( 33.69/5.38 X1472, 33.69/5.38 powerset( 33.69/5.38 X1468)) => 33.69/5.38 in( 33.69/5.38 setminus( 33.69/5.38 X1470, 33.69/5.38 X1472), 33.69/5.38 powerset( 33.69/5.38 X1468)))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1474, 33.69/5.38 X1476]: 33.69/5.38 (in( 33.69/5.38 X1476, 33.69/5.38 powerset( 33.69/5.38 X1474)) => 33.69/5.38 in( 33.69/5.38 setminus( 33.69/5.38 X1474, 33.69/5.38 X1476), 33.69/5.38 powerset( 33.69/5.38 X1474)))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1478, 33.69/5.38 X1480]: 33.69/5.38 (in( 33.69/5.38 X1480, 33.69/5.38 powerset( 33.69/5.38 X1478)) => 33.69/5.38 (![X1482]: 33.69/5.38 (in( 33.69/5.38 X1482, 33.69/5.38 powerset( 33.69/5.38 X1478)) => 33.69/5.38 (( 33.69/5.38 ![X1484]: 33.69/5.38 (in( 33.69/5.38 X1484, 33.69/5.38 X1478) => 33.69/5.38 (in( 33.69/5.38 X1484, 33.69/5.38 X1480) => 33.69/5.38 in( 33.69/5.38 X1484, 33.69/5.38 X1482)))) => 33.69/5.38 (( 33.69/5.38 ![X1486]: 33.69/5.38 (in( 33.69/5.38 X1486, 33.69/5.38 X1478) => 33.69/5.38 (in( 33.69/5.38 X1486, 33.69/5.38 X1482) => 33.69/5.38 in( 33.69/5.38 X1486, 33.69/5.38 X1480)))) => 33.69/5.38 (X1480 = 33.69/5.38 X1482))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1488, 33.69/5.38 X1490]: 33.69/5.38 (in( 33.69/5.38 X1490, 33.69/5.38 powerset( 33.69/5.38 X1488)) => 33.69/5.38 (![X1492]: 33.69/5.38 (in( 33.69/5.38 X1492, 33.69/5.38 powerset( 33.69/5.38 X1488)) => 33.69/5.38 (( 33.69/5.38 ![X1494]: 33.69/5.38 (in( 33.69/5.38 X1494, 33.69/5.38 X1488) => 33.69/5.38 (in( 33.69/5.38 X1494, 33.69/5.38 X1490) => 33.69/5.38 in( 33.69/5.38 X1494, 33.69/5.38 X1492)))) => 33.69/5.38 subset( 33.69/5.38 X1490, 33.69/5.38 X1492)))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1496, 33.69/5.38 X1498]: 33.69/5.38 (in( 33.69/5.38 X1498, 33.69/5.38 powerset( 33.69/5.38 X1496)) => 33.69/5.38 (![X1500]: 33.69/5.38 (in( 33.69/5.38 X1500, 33.69/5.38 powerset( 33.69/5.38 X1496)) => 33.69/5.38 (( 33.69/5.38 ![X1502]: 33.69/5.38 (in( 33.69/5.38 X1502, 33.69/5.38 X1496) => 33.69/5.38 (in( 33.69/5.38 X1502, 33.69/5.38 X1498) => 33.69/5.38 in( 33.69/5.38 X1502, 33.69/5.38 X1500)))) => 33.69/5.38 in( 33.69/5.38 X1498, 33.69/5.38 powerset( 33.69/5.38 X1500))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1504, 33.69/5.38 X1506]: 33.69/5.38 (in( 33.69/5.38 X1506, 33.69/5.38 powerset( 33.69/5.38 X1504)) => 33.69/5.38 (![X1508]: 33.69/5.38 (in( 33.69/5.38 X1508, 33.69/5.38 powerset( 33.69/5.38 X1504)) => 33.69/5.38 (![X1510]: 33.69/5.38 (in( 33.69/5.38 X1510, 33.69/5.38 X1504) => 33.69/5.38 (in( 33.69/5.38 X1506, 33.69/5.38 powerset( 33.69/5.38 X1508)) => 33.69/5.38 (in( 33.69/5.38 X1510, 33.69/5.38 X1506) => 33.69/5.38 in( 33.69/5.38 X1510, 33.69/5.38 X1508))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1512, 33.69/5.38 X1514]: 33.69/5.38 (in( 33.69/5.38 X1514, 33.69/5.38 powerset( 33.69/5.38 X1512)) => 33.69/5.38 (![X1516]: 33.69/5.38 (in( 33.69/5.38 X1516, 33.69/5.38 X1512) => 33.69/5.38 (in( 33.69/5.38 X1516, 33.69/5.38 X1514) => 33.69/5.38 (~ 33.69/5.38 in( 33.69/5.38 X1516, 33.69/5.38 setminus( 33.69/5.38 X1512, 33.69/5.38 X1514)))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1518, 33.69/5.38 X1520]: 33.69/5.38 (in( 33.69/5.38 X1520, 33.69/5.38 powerset( 33.69/5.38 X1518)) => 33.69/5.38 (![X1522]: 33.69/5.38 (in( 33.69/5.38 X1522, 33.69/5.38 X1518) => 33.69/5.38 (( 33.69/5.38 ~ 33.69/5.38 in( 33.69/5.38 X1522, 33.69/5.38 setminus( 33.69/5.38 X1518, 33.69/5.38 X1520))) => 33.69/5.38 in( 33.69/5.38 X1522, 33.69/5.38 X1520)))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1524, 33.69/5.38 X1526]: 33.69/5.38 (in( 33.69/5.38 X1526, 33.69/5.38 powerset( 33.69/5.38 X1524)) => 33.69/5.38 (![X1528]: 33.69/5.38 (in( 33.69/5.38 X1528, 33.69/5.38 powerset( 33.69/5.38 X1524)) => 33.69/5.38 (![X1530]: 33.69/5.38 (in( 33.69/5.38 X1530, 33.69/5.38 X1524) => 33.69/5.38 (( 33.69/5.38 ~ 33.69/5.38 in( 33.69/5.38 X1530, 33.69/5.38 X1526)) => 33.69/5.38 (~ 33.69/5.38 in( 33.69/5.38 X1530, 33.69/5.38 binintersect( 33.69/5.38 X1526, 33.69/5.38 X1528)))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1532, 33.69/5.38 X1534]: 33.69/5.38 (in( 33.69/5.38 X1534, 33.69/5.38 powerset( 33.69/5.38 X1532)) => 33.69/5.38 (![X1536]: 33.69/5.38 (in( 33.69/5.38 X1536, 33.69/5.38 powerset( 33.69/5.38 X1532)) => 33.69/5.38 (![X1538]: 33.69/5.38 (in( 33.69/5.38 X1538, 33.69/5.38 X1532) => 33.69/5.38 (( 33.69/5.38 ~ 33.69/5.38 in( 33.69/5.38 X1538, 33.69/5.38 X1536)) => 33.69/5.38 (~ 33.69/5.38 in( 33.69/5.38 X1538, 33.69/5.38 binintersect( 33.69/5.38 X1534, 33.69/5.38 X1536)))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1540, 33.69/5.38 X1542]: 33.69/5.38 (in( 33.69/5.38 X1542, 33.69/5.38 powerset( 33.69/5.38 X1540)) => 33.69/5.38 (![X1544]: 33.69/5.38 (in( 33.69/5.38 X1544, 33.69/5.38 powerset( 33.69/5.38 X1540)) => 33.69/5.38 (![X1546]: 33.69/5.38 (in( 33.69/5.38 X1546, 33.69/5.38 X1540) => 33.69/5.38 (subset( 33.69/5.38 X1542, 33.69/5.38 setminus( 33.69/5.38 X1540, 33.69/5.38 X1544)) => 33.69/5.38 (in( 33.69/5.38 X1546, 33.69/5.38 X1544) => 33.69/5.38 (~ 33.69/5.38 in( 33.69/5.38 X1546, 33.69/5.38 X1542)))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1548, 33.69/5.38 X1550]: 33.69/5.38 (in( 33.69/5.38 X1550, 33.69/5.38 powerset( 33.69/5.38 X1548)) => 33.69/5.38 (![X1552]: 33.69/5.38 (in( 33.69/5.38 X1552, 33.69/5.38 powerset( 33.69/5.38 X1548)) => 33.69/5.38 (![X1554]: 33.69/5.38 (in( 33.69/5.38 X1554, 33.69/5.38 X1548) => 33.69/5.38 (subset( 33.69/5.38 X1550, 33.69/5.38 X1552) => 33.69/5.38 (( 33.69/5.38 ~ 33.69/5.38 in( 33.69/5.38 X1554, 33.69/5.38 X1552)) => 33.69/5.38 (~ 33.69/5.38 in( 33.69/5.38 X1554, 33.69/5.38 X1550)))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1556, 33.69/5.38 X1558]: 33.69/5.38 (in( 33.69/5.38 X1558, 33.69/5.38 powerset( 33.69/5.38 X1556)) => 33.69/5.38 (![X1560]: 33.69/5.38 (in( 33.69/5.38 X1560, 33.69/5.38 powerset( 33.69/5.38 X1556)) => 33.69/5.38 (subset( 33.69/5.38 X1558, 33.69/5.38 X1560) => 33.69/5.38 subset( 33.69/5.38 setminus( 33.69/5.38 X1556, 33.69/5.38 X1560), 33.69/5.38 setminus( 33.69/5.38 X1556, 33.69/5.38 X1558))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1562, 33.69/5.38 X1564]: 33.69/5.38 (in( 33.69/5.38 X1564, 33.69/5.38 powerset( 33.69/5.38 X1562)) => 33.69/5.38 (![X1566]: 33.69/5.38 (in( 33.69/5.38 X1566, 33.69/5.38 powerset( 33.69/5.38 X1562)) => 33.69/5.38 (subset( 33.69/5.38 setminus( 33.69/5.38 X1562, 33.69/5.38 X1566), 33.69/5.38 setminus( 33.69/5.38 X1562, 33.69/5.38 X1564)) => 33.69/5.38 subset( 33.69/5.38 X1564, 33.69/5.38 X1566)))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1568, 33.69/5.38 X1570]: 33.69/5.38 (in( 33.69/5.38 X1570, 33.69/5.38 powerset( 33.69/5.38 X1568)) => 33.69/5.38 (![X1572]: 33.69/5.38 (in( 33.69/5.38 X1572, 33.69/5.38 X1568) => 33.69/5.38 (in( 33.69/5.38 X1572, 33.69/5.38 X1570) => 33.69/5.38 in( 33.69/5.38 X1572, 33.69/5.38 setminus( 33.69/5.38 X1568, 33.69/5.38 setminus( 33.69/5.38 X1568, 33.69/5.38 X1570)))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1574, 33.69/5.38 X1576]: 33.69/5.38 (in( 33.69/5.38 X1576, 33.69/5.38 powerset( 33.69/5.38 X1574)) => 33.69/5.38 (![X1578]: 33.69/5.38 (in( 33.69/5.38 X1578, 33.69/5.38 X1574) => 33.69/5.38 (in( 33.69/5.38 X1578, 33.69/5.38 setminus( 33.69/5.38 X1574, 33.69/5.38 setminus( 33.69/5.38 X1574, 33.69/5.38 X1576))) => 33.69/5.38 in( 33.69/5.38 X1578, 33.69/5.38 X1576)))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1580, 33.69/5.38 X1582]: 33.69/5.38 (in( 33.69/5.38 X1582, 33.69/5.38 powerset( 33.69/5.38 X1580)) => 33.69/5.38 subset( 33.69/5.38 X1582, 33.69/5.38 setminus( 33.69/5.38 X1580, 33.69/5.38 setminus( 33.69/5.38 X1580, 33.69/5.38 X1582))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1584, 33.69/5.38 X1586]: 33.69/5.38 (in( 33.69/5.38 X1586, 33.69/5.38 powerset( 33.69/5.38 X1584)) => 33.69/5.38 subset( 33.69/5.38 setminus( 33.69/5.38 X1584, 33.69/5.38 setminus( 33.69/5.38 X1584, 33.69/5.38 X1586)), 33.69/5.38 X1586))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1588, 33.69/5.38 X1590]: 33.69/5.38 (in( 33.69/5.38 X1590, 33.69/5.38 powerset( 33.69/5.38 X1588)) => 33.69/5.38 (X1590 = 33.69/5.38 setminus( 33.69/5.38 X1588, 33.69/5.38 setminus( 33.69/5.38 X1588, 33.69/5.38 X1590))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1592, 33.69/5.38 X1594]: 33.69/5.38 (in( 33.69/5.38 X1594, 33.69/5.38 powerset( 33.69/5.38 X1592)) => 33.69/5.38 (![X1596]: 33.69/5.38 (in( 33.69/5.38 X1596, 33.69/5.38 powerset( 33.69/5.38 X1592)) => 33.69/5.38 (![X1598]: 33.69/5.38 (in( 33.69/5.38 X1598, 33.69/5.38 X1592) => 33.69/5.38 (in( 33.69/5.38 X1598, 33.69/5.38 setminus( 33.69/5.38 X1592, 33.69/5.38 X1594)) => 33.69/5.38 (~ 33.69/5.38 in( 33.69/5.38 X1598, 33.69/5.38 binintersect( 33.69/5.38 X1594, 33.69/5.38 X1596)))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1600, 33.69/5.38 X1602]: 33.69/5.38 (in( 33.69/5.38 X1602, 33.69/5.38 powerset( 33.69/5.38 X1600)) => 33.69/5.38 (![X1604]: 33.69/5.38 (in( 33.69/5.38 X1604, 33.69/5.38 powerset( 33.69/5.38 X1600)) => 33.69/5.38 (![X1606]: 33.69/5.38 (in( 33.69/5.38 X1606, 33.69/5.38 X1600) => 33.69/5.38 (in( 33.69/5.38 X1606, 33.69/5.38 setminus( 33.69/5.38 X1600, 33.69/5.38 X1602)) => 33.69/5.38 in( 33.69/5.38 X1606, 33.69/5.38 setminus( 33.69/5.38 X1600, 33.69/5.38 binintersect( 33.69/5.38 X1602, 33.69/5.38 X1604)))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1608, 33.69/5.38 X1610]: 33.69/5.38 (in( 33.69/5.38 X1610, 33.69/5.38 powerset( 33.69/5.38 X1608)) => 33.69/5.38 (![X1612]: 33.69/5.38 (in( 33.69/5.38 X1612, 33.69/5.38 powerset( 33.69/5.38 X1608)) => 33.69/5.38 subset( 33.69/5.38 setminus( 33.69/5.38 X1608, 33.69/5.38 X1610), 33.69/5.38 setminus( 33.69/5.38 X1608, 33.69/5.38 binintersect( 33.69/5.38 X1610, 33.69/5.38 X1612))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1614, 33.69/5.38 X1616]: 33.69/5.38 (in( 33.69/5.38 X1616, 33.69/5.38 powerset( 33.69/5.38 X1614)) => 33.69/5.38 (![X1618]: 33.69/5.38 (in( 33.69/5.38 X1618, 33.69/5.38 powerset( 33.69/5.38 X1614)) => 33.69/5.38 in( 33.69/5.38 setminus( 33.69/5.38 X1614, 33.69/5.38 X1616), 33.69/5.38 powerset( 33.69/5.38 setminus( 33.69/5.38 X1614, 33.69/5.38 binintersect( 33.69/5.38 X1616, 33.69/5.38 X1618)))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1620, 33.69/5.38 X1622]: 33.69/5.38 (in( 33.69/5.38 X1622, 33.69/5.38 powerset( 33.69/5.38 X1620)) => 33.69/5.38 (![X1624]: 33.69/5.38 (in( 33.69/5.38 X1624, 33.69/5.38 powerset( 33.69/5.38 X1620)) => 33.69/5.38 (subset( 33.69/5.38 X1622, 33.69/5.38 setminus( 33.69/5.38 X1620, 33.69/5.38 X1624)) => 33.69/5.38 (![X1626]: 33.69/5.38 (in( 33.69/5.38 X1626, 33.69/5.38 X1620) => 33.69/5.38 (in( 33.69/5.38 X1626, 33.69/5.38 X1624) => 33.69/5.38 in( 33.69/5.38 X1626, 33.69/5.38 setminus( 33.69/5.38 X1620, 33.69/5.38 X1622)))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1628, 33.69/5.38 X1630]: 33.69/5.38 (in( 33.69/5.38 X1630, 33.69/5.38 powerset( 33.69/5.38 X1628)) => 33.69/5.38 (![X1632]: 33.69/5.38 (in( 33.69/5.38 X1632, 33.69/5.38 powerset( 33.69/5.38 X1628)) => 33.69/5.38 (subset( 33.69/5.38 X1630, 33.69/5.38 setminus( 33.69/5.38 X1628, 33.69/5.38 X1632)) => 33.69/5.38 subset( 33.69/5.38 X1632, 33.69/5.38 setminus( 33.69/5.38 X1628, 33.69/5.38 X1630))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1634, 33.69/5.38 X1636]: 33.69/5.38 (in( 33.69/5.38 X1636, 33.69/5.38 powerset( 33.69/5.38 X1634)) => 33.69/5.38 (![X1638]: 33.69/5.38 (in( 33.69/5.38 X1638, 33.69/5.38 powerset( 33.69/5.38 X1634)) => 33.69/5.38 (![X1640]: 33.69/5.38 (in( 33.69/5.38 X1640, 33.69/5.38 X1634) => 33.69/5.38 (( 33.69/5.38 ~ 33.69/5.38 in( 33.69/5.38 X1640, 33.69/5.38 binunion( 33.69/5.38 X1636, 33.69/5.38 X1638))) => 33.69/5.38 (~ 33.69/5.38 in( 33.69/5.38 X1640, 33.69/5.38 X1636))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1642, 33.69/5.38 X1644]: 33.69/5.38 (in( 33.69/5.38 X1644, 33.69/5.38 powerset( 33.69/5.38 X1642)) => 33.69/5.38 (![X1646]: 33.69/5.38 (in( 33.69/5.38 X1646, 33.69/5.38 powerset( 33.69/5.38 X1642)) => 33.69/5.38 (![X1648]: 33.69/5.38 (in( 33.69/5.38 X1648, 33.69/5.38 X1642) => 33.69/5.38 (( 33.69/5.38 ~ 33.69/5.38 in( 33.69/5.38 X1648, 33.69/5.38 binunion( 33.69/5.38 X1644, 33.69/5.38 X1646))) => 33.69/5.38 (~ 33.69/5.38 in( 33.69/5.38 X1648, 33.69/5.38 X1646))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1650, 33.69/5.38 X1652]: 33.69/5.38 (in( 33.69/5.38 X1652, 33.69/5.38 powerset( 33.69/5.38 X1650)) => 33.69/5.38 (![X1654]: 33.69/5.38 (in( 33.69/5.38 X1654, 33.69/5.38 powerset( 33.69/5.38 X1650)) => 33.69/5.38 (![X1656]: 33.69/5.38 (in( 33.69/5.38 X1656, 33.69/5.38 powerset( 33.69/5.38 X1650)) => 33.69/5.38 (![X1658]: 33.69/5.38 (in( 33.69/5.38 X1658, 33.69/5.38 X1650) => 33.69/5.38 (in( 33.69/5.38 X1658, 33.69/5.38 binintersect( 33.69/5.38 X1652, 33.69/5.38 X1654)) => 33.69/5.38 in( 33.69/5.38 X1658, 33.69/5.38 binunion( 33.69/5.38 X1652, 33.69/5.38 X1656))))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1660, 33.69/5.38 X1662]: 33.69/5.38 (in( 33.69/5.38 X1662, 33.69/5.38 powerset( 33.69/5.38 X1660)) => 33.69/5.38 (![X1664]: 33.69/5.38 (in( 33.69/5.38 X1664, 33.69/5.38 powerset( 33.69/5.38 X1660)) => 33.69/5.38 (![X1666]: 33.69/5.38 (in( 33.69/5.38 X1666, 33.69/5.38 powerset( 33.69/5.38 X1660)) => 33.69/5.38 (![X1668]: 33.69/5.38 (in( 33.69/5.38 X1668, 33.69/5.38 X1660) => 33.69/5.38 (in( 33.69/5.38 X1668, 33.69/5.38 binintersect( 33.69/5.38 X1662, 33.69/5.38 X1664)) => 33.69/5.38 in( 33.69/5.38 X1668, 33.69/5.38 binunion( 33.69/5.38 X1664, 33.69/5.38 X1666))))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1670, 33.69/5.38 X1672]: 33.69/5.38 (in( 33.69/5.38 X1672, 33.69/5.38 powerset( 33.69/5.38 X1670)) => 33.69/5.38 (![X1674]: 33.69/5.38 (in( 33.69/5.38 X1674, 33.69/5.38 powerset( 33.69/5.38 X1670)) => 33.69/5.38 (![X1676]: 33.69/5.38 (in( 33.69/5.38 X1676, 33.69/5.38 powerset( 33.69/5.38 X1670)) => 33.69/5.38 (![X1678]: 33.69/5.38 (in( 33.69/5.38 X1678, 33.69/5.38 X1670) => 33.69/5.38 (in( 33.69/5.38 X1678, 33.69/5.38 binintersect( 33.69/5.38 X1672, 33.69/5.38 X1674)) => 33.69/5.38 in( 33.69/5.38 X1678, 33.69/5.38 binintersect( 33.69/5.38 binunion( 33.69/5.38 X1672, 33.69/5.38 X1676), 33.69/5.38 binunion( 33.69/5.38 X1674, 33.69/5.38 X1676)))))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1680, 33.69/5.38 X1682]: 33.69/5.38 (in( 33.69/5.38 X1682, 33.69/5.38 powerset( 33.69/5.38 X1680)) => 33.69/5.38 (![X1684]: 33.69/5.38 (in( 33.69/5.38 X1684, 33.69/5.38 powerset( 33.69/5.38 X1680)) => 33.69/5.38 (![X1686]: 33.69/5.38 (in( 33.69/5.38 X1686, 33.69/5.38 powerset( 33.69/5.38 X1680)) => 33.69/5.38 in( 33.69/5.38 binintersect( 33.69/5.38 X1682, 33.69/5.38 X1684), 33.69/5.38 powerset( 33.69/5.38 binintersect( 33.69/5.38 binunion( 33.69/5.38 X1682, 33.69/5.38 X1686), 33.69/5.38 binunion( 33.69/5.38 X1684, 33.69/5.38 X1686)))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1688, 33.69/5.38 X1690]: 33.69/5.38 (in( 33.69/5.38 X1690, 33.69/5.38 powerset( 33.69/5.38 X1688)) => 33.69/5.38 (![X1692]: 33.69/5.38 (in( 33.69/5.38 X1692, 33.69/5.38 powerset( 33.69/5.38 X1688)) => 33.69/5.38 (![X1694]: 33.69/5.38 (in( 33.69/5.38 X1694, 33.69/5.38 X1688) => 33.69/5.38 (in( 33.69/5.38 X1694, 33.69/5.38 setminus( 33.69/5.38 X1688, 33.69/5.38 binunion( 33.69/5.38 X1690, 33.69/5.38 X1692))) => 33.69/5.38 (~ 33.69/5.38 in( 33.69/5.38 X1694, 33.69/5.38 X1690))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1696, 33.69/5.38 X1698]: 33.69/5.38 (in( 33.69/5.38 X1698, 33.69/5.38 powerset( 33.69/5.38 X1696)) => 33.69/5.38 (![X1700]: 33.69/5.38 (in( 33.69/5.38 X1700, 33.69/5.38 powerset( 33.69/5.38 X1696)) => 33.69/5.38 (![X1702]: 33.69/5.38 (in( 33.69/5.38 X1702, 33.69/5.38 X1696) => 33.69/5.38 (in( 33.69/5.38 X1702, 33.69/5.38 setminus( 33.69/5.38 X1696, 33.69/5.38 binunion( 33.69/5.38 X1698, 33.69/5.38 X1700))) => 33.69/5.38 in( 33.69/5.38 X1702, 33.69/5.38 setminus( 33.69/5.38 X1696, 33.69/5.38 X1698))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1704, 33.69/5.38 X1706]: 33.69/5.38 (in( 33.69/5.38 X1706, 33.69/5.38 powerset( 33.69/5.38 X1704)) => 33.69/5.38 (![X1708]: 33.69/5.38 (in( 33.69/5.38 X1708, 33.69/5.38 powerset( 33.69/5.38 X1704)) => 33.69/5.38 (![X1710:$o, 33.69/5.38 X1712]: 33.69/5.38 (in( 33.69/5.38 X1712, 33.69/5.38 X1704) => 33.69/5.38 (in( 33.69/5.38 X1712, 33.69/5.38 binunion( 33.69/5.38 X1706, 33.69/5.38 X1708)) => 33.69/5.38 (( 33.69/5.38 in( 33.69/5.38 X1712, 33.69/5.38 X1706) => 33.69/5.38 X1710) => 33.69/5.38 (( 33.69/5.38 in( 33.69/5.38 X1712, 33.69/5.38 X1708) => 33.69/5.38 X1710) => 33.69/5.38 X1710))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1714, 33.69/5.38 X1716]: 33.69/5.38 (in( 33.69/5.38 X1716, 33.69/5.38 powerset( 33.69/5.38 X1714)) => 33.69/5.38 (![X1718]: 33.69/5.38 (in( 33.69/5.38 X1718, 33.69/5.38 powerset( 33.69/5.38 X1714)) => 33.69/5.38 (![X1720]: 33.69/5.38 (in( 33.69/5.38 X1720, 33.69/5.38 X1714) => 33.69/5.38 (( 33.69/5.38 ~ 33.69/5.38 in( 33.69/5.38 X1720, 33.69/5.38 X1716)) => 33.69/5.38 (( 33.69/5.38 ~ 33.69/5.38 in( 33.69/5.38 X1720, 33.69/5.38 X1718)) => 33.69/5.38 (~ 33.69/5.38 in( 33.69/5.38 X1720, 33.69/5.38 binunion( 33.69/5.38 X1716, 33.69/5.38 X1718))))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1722, 33.69/5.38 X1724]: 33.69/5.38 (in( 33.69/5.38 X1724, 33.69/5.38 powerset( 33.69/5.38 X1722)) => 33.69/5.38 (![X1726]: 33.69/5.38 (in( 33.69/5.38 X1726, 33.69/5.38 powerset( 33.69/5.38 X1722)) => 33.69/5.38 (![X1728]: 33.69/5.38 (in( 33.69/5.38 X1728, 33.69/5.38 X1722) => 33.69/5.38 (in( 33.69/5.38 X1728, 33.69/5.38 setminus( 33.69/5.38 X1722, 33.69/5.38 binunion( 33.69/5.38 X1724, 33.69/5.38 X1726))) => 33.69/5.38 in( 33.69/5.38 X1728, 33.69/5.38 setminus( 33.69/5.38 X1722, 33.69/5.38 X1724))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1730, 33.69/5.38 X1732]: 33.69/5.38 (in( 33.69/5.38 X1732, 33.69/5.38 powerset( 33.69/5.38 X1730)) => 33.69/5.38 (![X1734]: 33.69/5.38 (in( 33.69/5.38 X1734, 33.69/5.38 powerset( 33.69/5.38 X1730)) => 33.69/5.38 in( 33.69/5.38 setminus( 33.69/5.38 X1730, 33.69/5.38 binunion( 33.69/5.38 X1732, 33.69/5.38 X1734)), 33.69/5.38 powerset( 33.69/5.38 setminus( 33.69/5.38 X1730, 33.69/5.38 X1732))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1736, 33.69/5.38 X1738]: 33.69/5.38 (in( 33.69/5.38 X1738, 33.69/5.38 powerset( 33.69/5.38 X1736)) => 33.69/5.38 (![X1740]: 33.69/5.38 (in( 33.69/5.38 X1740, 33.69/5.38 powerset( 33.69/5.38 X1736)) => 33.69/5.38 (![X1742]: 33.69/5.38 (in( 33.69/5.38 X1742, 33.69/5.38 X1736) => 33.69/5.38 (in( 33.69/5.38 X1742, 33.69/5.38 setminus( 33.69/5.38 X1736, 33.69/5.38 binunion( 33.69/5.38 X1738, 33.69/5.38 X1740))) => 33.69/5.38 in( 33.69/5.38 X1742, 33.69/5.38 setminus( 33.69/5.38 X1736, 33.69/5.38 X1740))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1744, 33.69/5.38 X1746]: 33.69/5.38 (in( 33.69/5.38 X1746, 33.69/5.38 powerset( 33.69/5.38 X1744)) => 33.69/5.38 (![X1748]: 33.69/5.38 (in( 33.69/5.38 X1748, 33.69/5.38 powerset( 33.69/5.38 X1744)) => 33.69/5.38 (![X1750]: 33.69/5.38 (in( 33.69/5.38 X1750, 33.69/5.38 X1744) => 33.69/5.38 (in( 33.69/5.38 X1750, 33.69/5.38 setminus( 33.69/5.38 X1744, 33.69/5.38 binintersect( 33.69/5.38 X1746, 33.69/5.38 X1748))) => 33.69/5.38 in( 33.69/5.38 X1750, 33.69/5.38 binunion( 33.69/5.38 setminus( 33.69/5.38 X1744, 33.69/5.38 X1746), 33.69/5.38 setminus( 33.69/5.38 X1744, 33.69/5.38 X1748)))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1752, 33.69/5.38 X1754]: 33.69/5.38 (in( 33.69/5.38 X1754, 33.69/5.38 powerset( 33.69/5.38 X1752)) => 33.69/5.38 (![X1756]: 33.69/5.38 (in( 33.69/5.38 X1756, 33.69/5.38 powerset( 33.69/5.38 X1752)) => 33.69/5.38 (![X1758]: 33.69/5.38 (in( 33.69/5.38 X1758, 33.69/5.38 X1752) => 33.69/5.38 (in( 33.69/5.38 X1758, 33.69/5.38 binunion( 33.69/5.38 setminus( 33.69/5.38 X1752, 33.69/5.38 X1754), 33.69/5.38 setminus( 33.69/5.38 X1752, 33.69/5.38 X1756))) => 33.69/5.38 in( 33.69/5.38 X1758, 33.69/5.38 setminus( 33.69/5.38 X1752, 33.69/5.38 binintersect( 33.69/5.38 X1754, 33.69/5.38 X1756)))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1760, 33.69/5.38 X1762]: 33.69/5.38 (in( 33.69/5.38 X1762, 33.69/5.38 powerset( 33.69/5.38 X1760)) => 33.69/5.38 (![X1764]: 33.69/5.38 (in( 33.69/5.38 X1764, 33.69/5.38 powerset( 33.69/5.38 X1760)) => 33.69/5.38 (setminus( 33.69/5.38 X1760, 33.69/5.38 binintersect( 33.69/5.38 X1762, 33.69/5.38 X1764)) = 33.69/5.38 binunion( 33.69/5.38 setminus( 33.69/5.38 X1760, 33.69/5.38 X1762), 33.69/5.38 setminus( 33.69/5.38 X1760, 33.69/5.38 X1764))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1766, 33.69/5.38 X1768]: 33.69/5.38 (in( 33.69/5.38 X1768, 33.69/5.38 powerset( 33.69/5.38 X1766)) => 33.69/5.38 (![X1770]: 33.69/5.38 (in( 33.69/5.38 X1770, 33.69/5.38 powerset( 33.69/5.38 X1766)) => 33.69/5.38 (![X1772]: 33.69/5.38 (in( 33.69/5.38 X1772, 33.69/5.38 X1766) => 33.69/5.38 (in( 33.69/5.38 X1772, 33.69/5.38 setminus( 33.69/5.38 X1766, 33.69/5.38 binunion( 33.69/5.38 X1768, 33.69/5.38 X1770))) => 33.69/5.38 in( 33.69/5.38 X1772, 33.69/5.38 binintersect( 33.69/5.38 setminus( 33.69/5.38 X1766, 33.69/5.38 X1768), 33.69/5.38 setminus( 33.69/5.38 X1766, 33.69/5.38 X1770)))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1774, 33.69/5.38 X1776]: 33.69/5.38 (in( 33.69/5.38 X1776, 33.69/5.38 powerset( 33.69/5.38 X1774)) => 33.69/5.38 (![X1778]: 33.69/5.38 (in( 33.69/5.38 X1778, 33.69/5.38 powerset( 33.69/5.38 X1774)) => 33.69/5.38 (![X1780]: 33.69/5.38 (in( 33.69/5.38 X1780, 33.69/5.38 X1774) => 33.69/5.38 (in( 33.69/5.38 X1780, 33.69/5.38 setminus( 33.69/5.38 X1774, 33.69/5.38 X1776)) => 33.69/5.38 (in( 33.69/5.38 X1780, 33.69/5.38 setminus( 33.69/5.38 X1774, 33.69/5.38 X1778)) => 33.69/5.38 in( 33.69/5.38 X1780, 33.69/5.38 setminus( 33.69/5.38 X1774, 33.69/5.38 binunion( 33.69/5.38 X1776, 33.69/5.38 X1778))))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1782, 33.69/5.38 X1784]: 33.69/5.38 (in( 33.69/5.38 X1784, 33.69/5.38 powerset( 33.69/5.38 X1782)) => 33.69/5.38 (![X1786]: 33.69/5.38 (in( 33.69/5.38 X1786, 33.69/5.38 powerset( 33.69/5.38 X1782)) => 33.69/5.38 (![X1788]: 33.69/5.38 (in( 33.69/5.38 X1788, 33.69/5.38 X1782) => 33.69/5.38 (in( 33.69/5.38 X1788, 33.69/5.38 binintersect( 33.69/5.38 setminus( 33.69/5.38 X1782, 33.69/5.38 X1784), 33.69/5.38 setminus( 33.69/5.38 X1782, 33.69/5.38 X1786))) => 33.69/5.38 in( 33.69/5.38 X1788, 33.69/5.38 setminus( 33.69/5.38 X1782, 33.69/5.38 binunion( 33.69/5.38 X1784, 33.69/5.38 X1786)))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1790, 33.69/5.38 X1792]: 33.69/5.38 (in( 33.69/5.38 X1792, 33.69/5.38 powerset( 33.69/5.38 X1790)) => 33.69/5.38 (![X1794]: 33.69/5.38 (in( 33.69/5.38 X1794, 33.69/5.38 powerset( 33.69/5.38 X1790)) => 33.69/5.38 (setminus( 33.69/5.38 X1790, 33.69/5.38 binunion( 33.69/5.38 X1792, 33.69/5.38 X1794)) = 33.69/5.38 binintersect( 33.69/5.38 setminus( 33.69/5.38 X1790, 33.69/5.38 X1792), 33.69/5.38 setminus( 33.69/5.38 X1790, 33.69/5.38 X1794))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1796, 33.69/5.38 X1798]: 33.69/5.38 (in( 33.69/5.38 X1798, 33.69/5.38 powerset( 33.69/5.38 X1796)) => 33.69/5.38 (![X1800]: 33.69/5.38 (in( 33.69/5.38 X1800, 33.69/5.38 powerset( 33.69/5.38 X1796)) => 33.69/5.38 (![X1802]: 33.69/5.38 (in( 33.69/5.38 X1802, 33.69/5.38 binintersect( 33.69/5.38 X1798, 33.69/5.38 X1800)) => 33.69/5.38 in( 33.69/5.38 X1802, 33.69/5.38 X1796))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1804, 33.69/5.38 X1806]: 33.69/5.38 (in( 33.69/5.38 X1806, 33.69/5.38 powerset( 33.69/5.38 X1804)) => 33.69/5.38 (![X1808]: 33.69/5.38 (in( 33.69/5.38 X1808, 33.69/5.38 powerset( 33.69/5.38 X1804)) => 33.69/5.38 (![X1810]: 33.69/5.38 (in( 33.69/5.38 X1810, 33.69/5.38 powerset( 33.69/5.38 X1804)) => 33.69/5.38 (subset( 33.69/5.38 X1806, 33.69/5.38 X1810) => 33.69/5.38 subset( 33.69/5.38 binintersect( 33.69/5.38 X1806, 33.69/5.38 X1808), 33.69/5.38 X1810)))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1812, 33.69/5.38 X1814]: 33.69/5.38 (in( 33.69/5.38 X1814, 33.69/5.38 powerset( 33.69/5.38 X1812)) => 33.69/5.38 (![X1816]: 33.69/5.38 (in( 33.69/5.38 X1816, 33.69/5.38 powerset( 33.69/5.38 X1812)) => 33.69/5.38 (![X1818]: 33.69/5.38 (in( 33.69/5.38 X1818, 33.69/5.38 powerset( 33.69/5.38 X1812)) => 33.69/5.38 (subset( 33.69/5.38 X1816, 33.69/5.38 X1818) => 33.69/5.38 subset( 33.69/5.38 binintersect( 33.69/5.38 X1814, 33.69/5.38 X1816), 33.69/5.38 X1818)))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1820, 33.69/5.38 X1822]: 33.69/5.38 (in( 33.69/5.38 X1822, 33.69/5.38 powerset( 33.69/5.38 X1820)) => 33.69/5.38 (![X1824]: 33.69/5.38 (in( 33.69/5.38 X1824, 33.69/5.38 powerset( 33.69/5.38 X1820)) => 33.69/5.38 (![X1826]: 33.69/5.38 (in( 33.69/5.38 X1826, 33.69/5.38 powerset( 33.69/5.38 X1820)) => 33.69/5.38 (subset( 33.69/5.38 X1822, 33.69/5.38 X1824) => 33.69/5.38 (subset( 33.69/5.38 X1822, 33.69/5.38 X1826) => 33.69/5.38 subset( 33.69/5.38 X1822, 33.69/5.38 binintersect( 33.69/5.38 X1824, 33.69/5.38 X1826)))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1828, 33.69/5.38 X1830]: 33.69/5.38 (in( 33.69/5.38 X1830, 33.69/5.38 powerset( 33.69/5.38 X1828)) => 33.69/5.38 (![X1832]: 33.69/5.38 (in( 33.69/5.38 X1832, 33.69/5.38 powerset( 33.69/5.38 X1828)) => 33.69/5.38 (![X1834]: 33.69/5.38 (in( 33.69/5.38 X1834, 33.69/5.38 powerset( 33.69/5.38 X1828)) => 33.69/5.38 (![X1836]: 33.69/5.38 (in( 33.69/5.38 X1836, 33.69/5.38 powerset( 33.69/5.38 X1828)) => 33.69/5.38 (subset( 33.69/5.38 X1830, 33.69/5.38 X1834) => 33.69/5.38 (subset( 33.69/5.38 X1832, 33.69/5.38 X1836) => 33.69/5.38 subset( 33.69/5.38 binintersect( 33.69/5.38 X1830, 33.69/5.38 X1832), 33.69/5.38 binintersect( 33.69/5.38 X1834, 33.69/5.38 X1836)))))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1838, 33.69/5.38 X1840]: 33.69/5.38 (in( 33.69/5.38 X1840, 33.69/5.38 powerset( 33.69/5.38 X1838)) => 33.69/5.38 (![X1842]: 33.69/5.38 (in( 33.69/5.38 X1842, 33.69/5.38 powerset( 33.69/5.38 X1838)) => 33.69/5.38 in( 33.69/5.38 setminus( 33.69/5.38 X1838, 33.69/5.38 X1840), 33.69/5.38 powerset( 33.69/5.38 setminus( 33.69/5.38 X1838, 33.69/5.38 binintersect( 33.69/5.38 X1840, 33.69/5.38 X1842)))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1844, 33.69/5.38 X1846]: 33.69/5.38 (in( 33.69/5.38 X1846, 33.69/5.38 powerset( 33.69/5.38 X1844)) => 33.69/5.38 (![X1848]: 33.69/5.38 (in( 33.69/5.38 X1848, 33.69/5.38 powerset( 33.69/5.38 X1844)) => 33.69/5.38 (![X1850]: 33.69/5.38 (in( 33.69/5.38 X1850, 33.69/5.38 powerset( 33.69/5.38 X1844)) => 33.69/5.38 (![X1852]: 33.69/5.38 (in( 33.69/5.38 X1852, 33.69/5.38 powerset( 33.69/5.38 X1844)) => 33.69/5.38 (setminus( 33.69/5.38 X1844, 33.69/5.38 binintersect( 33.69/5.38 binunion( 33.69/5.38 X1846, 33.69/5.38 X1848), 33.69/5.38 binunion( 33.69/5.38 X1850, 33.69/5.38 X1852))) = 33.69/5.38 binunion( 33.69/5.38 binintersect( 33.69/5.38 setminus( 33.69/5.38 X1844, 33.69/5.38 X1846), 33.69/5.38 setminus( 33.69/5.38 X1844, 33.69/5.38 X1848)), 33.69/5.38 binintersect( 33.69/5.38 setminus( 33.69/5.38 X1844, 33.69/5.38 X1850), 33.69/5.38 setminus( 33.69/5.38 X1844, 33.69/5.38 X1852)))))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1854, 33.69/5.38 X1856]: 33.69/5.38 (in( 33.69/5.38 X1856, 33.69/5.38 powerset( 33.69/5.38 X1854)) => 33.69/5.38 (![X1858]: 33.69/5.38 (in( 33.69/5.38 X1858, 33.69/5.38 powerset( 33.69/5.38 X1854)) => 33.69/5.38 (![X1860]: 33.69/5.38 (in( 33.69/5.38 X1860, 33.69/5.38 powerset( 33.69/5.38 X1854)) => 33.69/5.38 in( 33.69/5.38 binintersect( 33.69/5.38 X1856, 33.69/5.38 X1858), 33.69/5.38 powerset( 33.69/5.38 binintersect( 33.69/5.38 binunion( 33.69/5.38 X1856, 33.69/5.38 X1860), 33.69/5.38 binunion( 33.69/5.38 X1858, 33.69/5.38 X1860)))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1862, 33.69/5.38 X1864]: 33.69/5.38 (in( 33.69/5.38 X1864, 33.69/5.38 powerset( 33.69/5.38 X1862)) => 33.69/5.38 (![X1866]: 33.69/5.38 (in( 33.69/5.38 X1866, 33.69/5.38 powerset( 33.69/5.38 X1862)) => 33.69/5.38 (subset( 33.69/5.38 X1864, 33.69/5.38 setminus( 33.69/5.38 X1862, 33.69/5.38 X1866)) => 33.69/5.38 subset( 33.69/5.38 X1866, 33.69/5.38 setminus( 33.69/5.38 X1862, 33.69/5.38 X1864))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1868, 33.69/5.38 X1870]: 33.69/5.38 (in( 33.69/5.38 X1870, 33.69/5.38 powerset( 33.69/5.38 X1868)) => 33.69/5.38 (![X1872]: 33.69/5.38 (in( 33.69/5.38 X1872, 33.69/5.38 powerset( 33.69/5.38 X1868)) => 33.69/5.38 in( 33.69/5.38 setminus( 33.69/5.38 X1868, 33.69/5.38 binunion( 33.69/5.38 X1870, 33.69/5.38 X1872)), 33.69/5.38 powerset( 33.69/5.38 setminus( 33.69/5.38 X1868, 33.69/5.38 X1870))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1874, 33.69/5.38 X1876]: 33.69/5.38 (breln1( 33.69/5.38 X1874, 33.69/5.38 X1876) => 33.69/5.38 (![X1878:( 33.69/5.38 ( 33.69/5.38 $i > $o))]: 33.69/5.38 (( 33.69/5.38 ![X1880]: 33.69/5.38 (in( 33.69/5.38 X1880, 33.69/5.38 X1874) => 33.69/5.38 (![X1882]: 33.69/5.38 (in( 33.69/5.38 X1882, 33.69/5.38 X1874) => 33.69/5.38 (in( 33.69/5.38 kpair( 33.69/5.38 X1880, 33.69/5.38 X1882), 33.69/5.38 X1876) => 33.69/5.38 X1878( 33.69/5.38 kpair( 33.69/5.38 X1880, 33.69/5.38 X1882))))))) => 33.69/5.38 (![X1884]: 33.69/5.38 (in( 33.69/5.38 X1884, 33.69/5.38 X1876) => 33.69/5.38 X1878( 33.69/5.38 X1884))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1886, 33.69/5.38 X1888]: 33.69/5.38 (in( 33.69/5.38 X1888, 33.69/5.38 breln1Set( 33.69/5.38 X1886)) => 33.69/5.38 breln1( 33.69/5.38 X1886, 33.69/5.38 X1888))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1890, 33.69/5.38 X1892, 33.69/5.38 X1894:( 33.69/5.38 ($i * $i) > 33.69/5.38 $o)]: 33.69/5.38 (( 33.69/5.38 ![X1896]: 33.69/5.38 (in( 33.69/5.38 X1896, 33.69/5.38 X1890) => 33.69/5.38 (?[X1898]: 33.69/5.38 (in( 33.69/5.38 X1898, 33.69/5.38 X1892) & 33.69/5.38 X1894( 33.69/5.38 X1896, 33.69/5.38 X1898))))) => 33.69/5.38 (![X1900]: 33.69/5.38 (in( 33.69/5.38 X1900, 33.69/5.38 breln1Set( 33.69/5.38 X1892)) => 33.69/5.38 (reflwellordering( 33.69/5.38 X1892, 33.69/5.38 X1900) => 33.69/5.38 (![X1902]: 33.69/5.38 (in( 33.69/5.38 X1902, 33.69/5.38 X1890) => 33.69/5.38 singleton( 33.69/5.38 dsetconstr( 33.69/5.38 X1892, 33.69/5.38 ^[V_53]: 33.69/5.38 (( 33.69/5.38 ![X1904]: 33.69/5.38 (in( 33.69/5.38 X1904, 33.69/5.38 X1892) => 33.69/5.38 (X1894( 33.69/5.38 X1902, 33.69/5.38 X1904) => 33.69/5.38 in( 33.69/5.38 kpair( 33.69/5.38 V_53, 33.69/5.38 X1904), 33.69/5.38 X1900)))) & 33.69/5.38 X1894( 33.69/5.38 X1902, 33.69/5.38 V_53))))))))))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1906, 33.69/5.38 X1908:( 33.69/5.38 ($i * $i) > 33.69/5.38 $o)]: 33.69/5.38 breln1( 33.69/5.38 X1906, 33.69/5.38 dpsetconstr( 33.69/5.38 X1906, 33.69/5.38 X1906, 33.69/5.38 ^[V_54, 33.69/5.38 V_55]: 33.69/5.38 X1908( 33.69/5.38 V_54,V_55)))) => 33.69/5.38 ( 33.69/5.38 ( 33.69/5.38 ![X1910, 33.69/5.38 X1912]: 33.69/5.38 (breln1( 33.69/5.38 X1910, 33.69/5.38 X1912) => 33.69/5.38 (![X1914:( 33.69/5.38 ( 33.69/5.38 $i > $o))]: 33.69/5.38 (( 33.69/5.38 ![X1916]: 33.69/5.38 (in( 33.69/5.38 X1916, 33.69/5.38 X1910) => 33.69/5.38 (![X1918]: 33.69/5.38 (in( 33.69/5.38 X1918, 33.69/5.38 X1910) => 33.69/5.39 (in( 33.69/5.39 kpair( 33.69/5.39 X1916, 33.69/5.39 X1918), 33.69/5.39 X1912) => 33.69/5.39 X1914( 33.69/5.39 kpair( 33.69/5.39 X1916, 33.69/5.39 X1918))))))) => 33.69/5.39 (![X1920]: 33.69/5.39 (in( 33.69/5.39 X1920, 33.69/5.39 X1912) => 33.69/5.39 X1914( 33.69/5.39 X1920))))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1922, 33.69/5.39 X1924]: 33.69/5.39 (breln1( 33.69/5.39 X1922, 33.69/5.39 X1924) => 33.69/5.39 (![X1926]: 33.69/5.39 (breln1( 33.69/5.39 X1922, 33.69/5.39 X1926) => 33.69/5.39 (( 33.69/5.39 ![X1928]: 33.69/5.39 (in( 33.69/5.39 X1928, 33.69/5.39 X1922) => 33.69/5.39 (![X1930]: 33.69/5.39 (in( 33.69/5.39 X1930, 33.69/5.39 X1922) => 33.69/5.39 (in( 33.69/5.39 kpair( 33.69/5.39 X1928, 33.69/5.39 X1930), 33.69/5.39 X1924) => 33.69/5.39 in( 33.69/5.39 kpair( 33.69/5.39 X1928, 33.69/5.39 X1930), 33.69/5.39 X1926)))))) => 33.69/5.39 subset( 33.69/5.39 X1924, 33.69/5.39 X1926)))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1932, 33.69/5.39 X1934]: 33.69/5.39 (breln1( 33.69/5.39 X1932, 33.69/5.39 X1934) => 33.69/5.39 (![X1936]: 33.69/5.39 (breln1( 33.69/5.39 X1932, 33.69/5.39 X1936) => 33.69/5.39 (( 33.69/5.39 ![X1938]: 33.69/5.39 (in( 33.69/5.39 X1938, 33.69/5.39 X1932) => 33.69/5.39 (![X1940]: 33.69/5.39 (in( 33.69/5.39 X1940, 33.69/5.39 X1932) => 33.69/5.39 (in( 33.69/5.39 kpair( 33.69/5.39 X1938, 33.69/5.39 X1940), 33.69/5.39 X1934) => 33.69/5.39 in( 33.69/5.39 kpair( 33.69/5.39 X1938, 33.69/5.39 X1940), 33.69/5.39 X1936)))))) => 33.69/5.39 (( 33.69/5.39 ![X1942]: 33.69/5.39 (in( 33.69/5.39 X1942, 33.69/5.39 X1932) => 33.69/5.39 (![X1944]: 33.69/5.39 (in( 33.69/5.39 X1944, 33.69/5.39 X1932) => 33.69/5.39 (in( 33.69/5.39 kpair( 33.69/5.39 X1942, 33.69/5.39 X1944), 33.69/5.39 X1936) => 33.69/5.39 in( 33.69/5.39 kpair( 33.69/5.39 X1942, 33.69/5.39 X1944), 33.69/5.39 X1934)))))) => 33.69/5.39 (X1934 = 33.69/5.39 X1936))))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1946, 33.69/5.39 X1948]: 33.69/5.39 (breln1( 33.69/5.39 X1946, 33.69/5.39 X1948) => 33.69/5.39 breln1( 33.69/5.39 X1946, 33.69/5.39 breln1invset( 33.69/5.39 X1946, 33.69/5.39 X1948)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1950, 33.69/5.39 X1952]: 33.69/5.39 (breln1( 33.69/5.39 X1950, 33.69/5.39 X1952) => 33.69/5.39 (![X1954]: 33.69/5.39 (in( 33.69/5.39 X1954, 33.69/5.39 X1950) => 33.69/5.39 (![X1956]: 33.69/5.39 (in( 33.69/5.39 X1956, 33.69/5.39 X1950) => 33.69/5.39 (in( 33.69/5.39 kpair( 33.69/5.39 X1954, 33.69/5.39 X1956), 33.69/5.39 X1952) => 33.69/5.39 in( 33.69/5.39 kpair( 33.69/5.39 X1956, 33.69/5.39 X1954), 33.69/5.39 breln1invset( 33.69/5.39 X1950, 33.69/5.39 X1952))))))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1958, 33.69/5.39 X1960]: 33.69/5.39 (breln1( 33.69/5.39 X1958, 33.69/5.39 X1960) => 33.69/5.39 (![X1962]: 33.69/5.39 (in( 33.69/5.39 X1962, 33.69/5.39 X1958) => 33.69/5.39 (![X1964]: 33.69/5.39 (in( 33.69/5.39 X1964, 33.69/5.39 X1958) => 33.69/5.39 (in( 33.69/5.39 kpair( 33.69/5.39 X1964, 33.69/5.39 X1962), 33.69/5.39 breln1invset( 33.69/5.39 X1958, 33.69/5.39 X1960)) => 33.69/5.39 in( 33.69/5.39 kpair( 33.69/5.39 X1962, 33.69/5.39 X1964), 33.69/5.39 X1960)))))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1966, 33.69/5.39 X1968]: 33.69/5.39 (breln1( 33.69/5.39 X1966, 33.69/5.39 X1968) => 33.69/5.39 (![X1970]: 33.69/5.39 (breln1( 33.69/5.39 X1966, 33.69/5.39 X1970) => 33.69/5.39 breln1( 33.69/5.39 X1966, 33.69/5.39 breln1compset( 33.69/5.39 X1966, 33.69/5.39 X1968, 33.69/5.39 X1970)))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1972, 33.69/5.39 X1974]: 33.69/5.39 (breln1( 33.69/5.39 X1972, 33.69/5.39 X1974) => 33.69/5.39 (![X1976]: 33.69/5.39 (breln1( 33.69/5.39 X1972, 33.69/5.39 X1976) => 33.69/5.39 (![X1978]: 33.69/5.39 (in( 33.69/5.39 X1978, 33.69/5.39 X1972) => 33.69/5.39 (![X1980]: 33.69/5.39 (in( 33.69/5.39 X1980, 33.69/5.39 X1972) => 33.69/5.39 (![X1982]: 33.69/5.39 (in( 33.69/5.39 X1982, 33.69/5.39 X1972) => 33.69/5.39 (in( 33.69/5.39 kpair( 33.69/5.39 X1978, 33.69/5.39 X1982), 33.69/5.39 X1974) => 33.69/5.39 (in( 33.69/5.39 kpair( 33.69/5.39 X1982, 33.69/5.39 X1980), 33.69/5.39 X1976) => 33.69/5.39 in( 33.69/5.39 kpair( 33.69/5.39 X1978, 33.69/5.39 X1980), 33.69/5.39 breln1compset( 33.69/5.39 X1972, 33.69/5.39 X1974, 33.69/5.39 X1976)))))))))))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1984, 33.69/5.39 X1986]: 33.69/5.39 (breln1( 33.69/5.39 X1984, 33.69/5.39 X1986) => 33.69/5.39 (![X1988]: 33.69/5.39 (breln1( 33.69/5.39 X1984, 33.69/5.39 X1988) => 33.69/5.39 (![X1990]: 33.69/5.39 (in( 33.69/5.39 X1990, 33.69/5.39 X1984) => 33.69/5.39 (![X1992]: 33.69/5.39 (in( 33.69/5.39 X1992, 33.69/5.39 X1984) => 33.69/5.39 (in( 33.69/5.39 kpair( 33.69/5.39 X1990, 33.69/5.39 X1992), 33.69/5.39 breln1compset( 33.69/5.39 X1984, 33.69/5.39 X1986, 33.69/5.39 X1988)) => 33.69/5.39 (?[X1994]: 33.69/5.39 (in( 33.69/5.39 X1994, 33.69/5.39 X1984) & 33.69/5.39 in( 33.69/5.39 kpair( 33.69/5.39 X1990, 33.69/5.39 X1994), 33.69/5.39 X1986) & 33.69/5.39 in( 33.69/5.39 kpair( 33.69/5.39 X1994, 33.69/5.39 X1992), 33.69/5.39 X1988)))))))))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1996, 33.69/5.39 X1998]: 33.69/5.39 (breln1( 33.69/5.39 X1996, 33.69/5.39 X1998) => 33.69/5.39 (![X2000]: 33.69/5.39 (breln1( 33.69/5.39 X1996, 33.69/5.39 X2000) => 33.69/5.39 (![X2002]: 33.69/5.39 (in( 33.69/5.39 X2002, 33.69/5.39 X1996) => 33.69/5.39 (![X2004]: 33.69/5.39 (in( 33.69/5.39 X2004, 33.69/5.39 X1996) => 33.69/5.39 (in( 33.69/5.39 kpair( 33.69/5.39 X2002, 33.69/5.39 X2004), 33.69/5.39 breln1compset( 33.69/5.39 X1996, 33.69/5.39 X1998, 33.69/5.39 X2000)) => 33.69/5.39 (![X2006:$o]: 33.69/5.39 (( 33.69/5.39 ![X2008]: 33.69/5.39 (in( 33.69/5.39 X2008, 33.69/5.39 X1996) => 33.69/5.39 (in( 33.69/5.39 kpair( 33.69/5.39 X2002, 33.69/5.39 X2008), 33.69/5.39 X1998) => 33.69/5.39 (in( 33.69/5.39 kpair( 33.69/5.39 X2008, 33.69/5.39 X2004), 33.69/5.39 X2000) => 33.69/5.39 X2006)))) => 33.69/5.39 X2006))))))))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X2010, 33.69/5.39 X2012]: 33.69/5.39 (breln1( 33.69/5.39 X2010, 33.69/5.39 X2012) => 33.69/5.39 (![X2014]: 33.69/5.39 (breln1( 33.69/5.39 X2010, 33.69/5.39 X2014) => 33.69/5.39 breln1( 33.69/5.39 X2010, 33.69/5.39 binunion( 33.69/5.39 X2012, 33.69/5.39 X2014)))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X2016, 33.69/5.39 X2018]: 33.69/5.39 (breln1( 33.69/5.39 X2016, 33.69/5.39 X2018) => 33.69/5.39 (![X2020]: 33.69/5.39 (breln1( 33.69/5.39 X2016, 33.69/5.39 X2020) => 33.69/5.39 (![X2022]: 33.69/5.39 (in( 33.69/5.39 X2022, 33.69/5.39 X2016) => 33.69/5.39 (![X2024]: 33.69/5.39 (in( 33.69/5.39 X2024, 33.69/5.39 X2016) => 33.69/5.39 (in( 33.69/5.39 kpair( 33.69/5.39 X2022, 33.69/5.39 X2024), 33.69/5.39 X2018) => 33.69/5.39 in( 33.69/5.39 kpair( 33.69/5.39 X2022, 33.69/5.39 X2024), 33.69/5.39 binunion( 33.69/5.39 X2018, 33.69/5.39 X2020))))))))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X2026, 33.69/5.39 X2028]: 33.69/5.39 (breln1( 33.69/5.39 X2026, 33.69/5.39 X2028) => 33.69/5.39 (![X2030]: 33.69/5.39 (breln1( 33.69/5.39 X2026, 33.69/5.39 X2030) => 33.69/5.39 (![X2032]: 33.69/5.39 (in( 33.69/5.39 X2032, 33.69/5.39 X2026) => 33.69/5.39 (![X2034]: 33.69/5.39 (in( 33.69/5.39 X2034, 33.69/5.39 X2026) => 33.69/5.39 (in( 33.69/5.39 kpair( 33.69/5.39 X2032, 33.69/5.39 X2034), 33.69/5.39 X2030) => 33.69/5.39 in( 33.69/5.39 kpair( 33.69/5.39 X2032, 33.69/5.39 X2034), 33.69/5.39 binunion( 33.69/5.39 X2028, 33.69/5.39 X2030))))))))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X2036, 33.69/5.39 X2038]: 33.69/5.39 (breln1( 33.69/5.39 X2036, 33.69/5.39 X2038) => 33.69/5.39 (![X2040]: 33.69/5.39 (breln1( 33.69/5.39 X2036, 33.69/5.39 X2040) => 33.69/5.39 (![X2042]: 33.69/5.39 (in( 33.69/5.39 X2042, 33.69/5.39 X2036) => 33.69/5.39 (![X2044]: 33.69/5.39 (in( 33.69/5.39 X2044, 33.69/5.39 X2036) => 33.69/5.39 (( 33.69/5.39 in( 33.69/5.39 kpair( 33.69/5.39 X2042, 33.69/5.39 X2044), 33.69/5.39 X2040) | 33.69/5.39 in( 33.69/5.39 kpair( 33.69/5.39 X2042, 33.69/5.39 X2044), 33.69/5.39 X2038)) => 33.69/5.39 in( 33.69/5.39 kpair( 33.69/5.39 X2042, 33.69/5.39 X2044), 33.69/5.39 binunion( 33.69/5.39 X2038, 33.69/5.39 X2040))))))))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X2046, 33.69/5.39 X2048]: 33.69/5.39 (breln1( 33.69/5.39 X2046, 33.69/5.39 X2048) => 33.69/5.39 (![X2050]: 33.69/5.39 (breln1( 33.69/5.39 X2046, 33.69/5.39 X2050) => 33.69/5.39 (![X2052]: 33.69/5.39 (in( 33.69/5.39 X2052, 33.69/5.39 X2046) => 33.69/5.39 (![X2054]: 33.69/5.39 (in( 33.69/5.39 X2054, 33.69/5.39 X2046) => 33.69/5.39 (in( 33.69/5.39 kpair( 33.69/5.39 X2052, 33.69/5.39 X2054), 33.69/5.39 binunion( 33.69/5.39 X2048, 33.69/5.39 X2050)) => 33.69/5.39 (in( 33.69/5.39 kpair( 33.69/5.39 X2052, 33.69/5.39 X2054), 33.69/5.39 X2050) | 33.69/5.39 in( 33.69/5.39 kpair( 33.69/5.39 X2052, 33.69/5.39 X2054), 33.69/5.39 X2048))))))))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X2056, 33.69/5.39 X2058]: 33.69/5.39 (breln1( 33.69/5.39 X2056, 33.69/5.39 X2058) => 33.69/5.39 (![X2060]: 33.69/5.39 (breln1( 33.69/5.39 X2056, 33.69/5.39 X2060) => 33.69/5.39 (![X2062]: 33.69/5.39 (in( 33.69/5.39 X2062, 33.69/5.39 X2056) => 33.69/5.39 (![X2064]: 33.69/5.39 (in( 33.69/5.39 X2064, 33.69/5.39 X2056) => 33.69/5.39 (in( 33.69/5.39 kpair( 33.69/5.39 X2062, 33.69/5.39 X2064), 33.69/5.39 binunion( 33.69/5.39 X2058, 33.69/5.39 X2060)) => 33.69/5.39 (![X2066:$o]: 33.69/5.39 (( 33.69/5.39 in( 33.69/5.39 kpair( 33.69/5.39 X2062, 33.69/5.39 X2064), 33.69/5.39 X2058) => 33.69/5.39 X2066) => 33.69/5.39 (( 33.69/5.39 in( 33.69/5.39 kpair( 33.69/5.39 X2062, 33.69/5.39 X2064), 33.69/5.39 X2060) => 33.69/5.39 X2066) => 33.69/5.39 X2066)))))))))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X2068, 33.69/5.39 X2070]: 33.69/5.39 (breln1( 33.69/5.39 X2068, 33.69/5.39 X2070) => 33.69/5.39 (![X2072]: 33.69/5.39 (breln1( 33.69/5.39 X2068, 33.69/5.39 X2072) => 33.69/5.39 (binunion( 33.69/5.39 X2070, 33.69/5.39 X2072) = 33.69/5.39 binunion( 33.69/5.39 X2072, 33.69/5.39 X2070)))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X2074, 33.69/5.39 X2076]: 33.69/5.39 (breln1( 33.69/5.39 X2074, 33.69/5.39 X2076) => 33.69/5.39 (X2076 = 33.69/5.39 breln1invset( 33.69/5.39 X2074, 33.69/5.39 breln1invset( 33.69/5.39 X2074, 33.69/5.39 X2076))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X2078, 33.69/5.39 X2080]: 33.69/5.39 (breln1( 33.69/5.39 X2078, 33.69/5.39 X2080) => 33.69/5.39 (![X2082]: 33.69/5.39 (breln1( 33.69/5.39 X2078, 33.69/5.39 X2082) => 33.69/5.39 (breln1invset( 33.69/5.39 X2078, 33.69/5.39 breln1compset( 33.69/5.39 X2078, 33.69/5.39 X2080, 33.69/5.39 X2082)) = 33.69/5.39 breln1compset( 33.69/5.39 X2078, 33.69/5.39 breln1invset( 33.69/5.39 X2078, 33.69/5.39 X2082), 33.69/5.39 breln1invset( 33.69/5.39 X2078, 33.69/5.39 X2080))))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X2084, 33.69/5.39 X2086]: 33.69/5.39 (breln1( 33.69/5.39 X2084, 33.69/5.39 X2086) => 33.69/5.39 (![X2088]: 33.69/5.39 (breln1( 33.69/5.39 X2084, 33.69/5.39 X2088) => 33.69/5.39 (![X2090]: 33.69/5.39 (breln1( 33.69/5.39 X2084, 33.69/5.39 X2090) => 33.69/5.39 (breln1compset( 33.69/5.39 X2084, 33.69/5.39 binunion( 33.69/5.39 X2086, 33.69/5.39 X2088), 33.69/5.39 X2090) = 33.69/5.39 binunion( 33.69/5.39 breln1compset( 33.69/5.39 X2084, 33.69/5.39 X2086, 33.69/5.39 X2090), 33.69/5.39 breln1compset( 33.69/5.39 X2084, 33.69/5.39 X2088, 33.69/5.39 X2090))))))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X2092, 33.69/5.39 X2094]: 33.69/5.39 (breln1( 33.69/5.39 X2092, 33.69/5.39 X2094) => 33.69/5.39 (![X2096]: 33.69/5.39 (breln1( 33.69/5.39 X2092, 33.69/5.39 X2096) => 33.69/5.39 (![X2098]: 33.69/5.39 (breln1( 33.69/5.39 X2092, 33.69/5.39 X2098) => 33.69/5.39 (breln1compset( 33.69/5.39 X2092, 33.69/5.39 binunion( 33.69/5.39 X2094, 33.69/5.39 X2096), 33.69/5.39 X2098) = 33.69/5.39 binunion( 33.69/5.39 breln1invset( 33.69/5.39 X2092, 33.69/5.39 breln1compset( 33.69/5.39 X2092, 33.69/5.39 breln1invset( 33.69/5.39 X2092, 33.69/5.39 X2098), 33.69/5.39 breln1invset( 33.69/5.39 X2092, 33.69/5.39 X2096))), 33.69/5.39 breln1invset( 33.69/5.39 X2092, 33.69/5.39 breln1compset( 33.69/5.39 X2092, 33.69/5.39 breln1invset( 33.69/5.39 X2092, 33.69/5.39 X2098), 33.69/5.39 breln1invset( 33.69/5.39 X2092, 33.69/5.39 X2094))))))))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X2100, 33.69/5.39 X2102:( 33.69/5.39 ( 33.69/5.39 $i > $i))]: 33.69/5.39 (?[X2104]: 33.69/5.39 (![X2106]: 33.69/5.39 (in( 33.69/5.39 X2106, 33.69/5.39 X2104) <=> 33.69/5.39 (?[X2108]: 33.69/5.39 (in( 33.69/5.39 X2108, 33.69/5.39 X2100) & 33.69/5.39 (X2106 = 33.69/5.39 X2102( 33.69/5.39 X2108)))))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X2110, 33.69/5.39 X2112:( 33.69/5.39 ( 33.69/5.39 $i > $i))]: 33.69/5.39 (?[X2114]: 33.69/5.39 (( 33.69/5.39 ![X2122]: 33.69/5.39 (in( 33.69/5.39 X2122, 33.69/5.39 X2114) <=> 33.69/5.39 (?[X2124]: 33.69/5.39 (in( 33.69/5.39 X2124, 33.69/5.39 X2110) & 33.69/5.39 (X2122 = 33.69/5.39 X2112( 33.69/5.39 X2124)))))) & 33.69/5.39 (![X2116]: 33.69/5.39 (( 33.69/5.39 ![X2118]: 33.69/5.39 (in( 33.69/5.39 X2118, 33.69/5.39 X2116) <=> 33.69/5.39 (?[X2120]: 33.69/5.39 (in( 33.69/5.39 X2120, 33.69/5.39 X2110) & 33.69/5.39 (X2118 = 33.69/5.39 X2112( 33.69/5.39 X2120)))))) => 33.69/5.39 (X2114 = 33.69/5.39 X2116)))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X2126, 33.69/5.39 X2128:( 33.69/5.39 ( 33.69/5.39 $i > $i)), 33.69/5.39 X2130]: 33.69/5.39 (in( 33.69/5.39 X2130, 33.69/5.39 image1( 33.69/5.39 X2126, 33.69/5.39 ^[V_56]: 33.69/5.39 X2128( 33.69/5.39 V_56))) <=> 33.69/5.39 (?[X2132]: 33.69/5.39 (in( 33.69/5.39 X2132, 33.69/5.39 X2126) & 33.69/5.39 (X2130 = 33.69/5.39 X2128( 33.69/5.39 X2132)))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X2134, 33.69/5.39 X2136:( 33.69/5.39 ( 33.69/5.39 $i > $i)), 33.69/5.39 X2138]: 33.69/5.39 (in( 33.69/5.39 X2138, 33.69/5.39 image1( 33.69/5.39 X2134, 33.69/5.39 ^[V_57]: 33.69/5.39 X2136( 33.69/5.39 V_57))) => 33.69/5.39 (?[X2140]: 33.69/5.39 (in( 33.69/5.39 X2140, 33.69/5.39 X2134) & 33.69/5.39 (X2138 = 33.69/5.39 X2136( 33.69/5.39 X2140)))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X2142, 33.69/5.39 X2144:( 33.69/5.39 ( 33.69/5.39 $i > $i)), 33.69/5.39 X2146]: 33.69/5.39 (( 33.69/5.39 ?[X2148]: 33.69/5.39 (in( 33.69/5.39 X2148, 33.69/5.39 X2142) & 33.69/5.39 (X2146 = 33.69/5.39 X2144( 33.69/5.39 X2148)))) => 33.69/5.39 in( 33.69/5.39 X2146, 33.69/5.39 image1( 33.69/5.39 X2142, 33.69/5.39 ^[V_58]: 33.69/5.39 X2144( 33.69/5.39 V_58))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X2150, 33.69/5.39 X2152, 33.69/5.39 X2154]: 33.69/5.39 (in( 33.69/5.39 X2154, 33.69/5.39 funcSet( 33.69/5.39 X2150, 33.69/5.39 X2152)) => 33.69/5.39 (injective( 33.69/5.39 X2150, 33.69/5.39 X2152, 33.69/5.39 X2154) => 33.69/5.39 in( 33.69/5.39 X2154, 33.69/5.39 injFuncSet( 33.69/5.39 X2150, 33.69/5.39 X2152))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X2156, 33.69/5.39 X2158, 33.69/5.39 X2160]: 33.69/5.39 (in( 33.69/5.39 X2160, 33.69/5.39 injFuncSet( 33.69/5.39 X2156, 33.69/5.39 X2158)) => 33.69/5.39 in( 33.69/5.39 X2160, 33.69/5.39 funcSet( 33.69/5.39 X2156, 33.69/5.39 X2158)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X2162, 33.69/5.39 X2164, 33.69/5.39 X2166]: 33.69/5.39 (in( 33.69/5.39 X2166, 33.69/5.39 injFuncSet( 33.69/5.39 X2162, 33.69/5.39 X2164)) => 33.69/5.39 injective( 33.69/5.39 X2162, 33.69/5.39 X2164, 33.69/5.39 X2166))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X2168, 33.69/5.39 X2170, 33.69/5.39 X2172]: 33.69/5.39 (in( 33.69/5.39 X2172, 33.69/5.39 surjFuncSet( 33.69/5.39 X2168, 33.69/5.39 X2170)) => 33.69/5.39 in( 33.69/5.39 X2172, 33.69/5.39 funcSet( 33.69/5.39 X2168, 33.69/5.39 X2170)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X2174, 33.69/5.39 X2176, 33.69/5.39 X2178]: 33.69/5.39 (in( 33.69/5.39 X2178, 33.69/5.39 surjFuncSet( 33.69/5.39 X2174, 33.69/5.39 X2176)) => 33.69/5.39 surjective( 33.69/5.39 X2174, 33.69/5.39 X2176, 33.69/5.39 X2178))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X2180, 33.69/5.39 X2182, 33.69/5.39 X2184:( 33.69/5.39 ( 33.69/5.39 $i > $i))]: 33.69/5.39 (( 33.69/5.39 ![X2186]: 33.69/5.39 (in( 33.69/5.39 X2186, 33.69/5.39 X2180) => 33.69/5.39 in( 33.69/5.39 X2184( 33.69/5.39 X2186), 33.69/5.39 X2182))) => 33.69/5.39 (![X2188]: 33.69/5.39 (in( 33.69/5.39 X2188, 33.69/5.39 funcSet( 33.69/5.39 X2182, 33.69/5.39 X2180)) => 33.69/5.39 (( 33.69/5.39 ![X2190]: 33.69/5.39 (in( 33.69/5.39 X2190, 33.69/5.39 X2180) => 33.69/5.39 (ap( 33.69/5.39 X2182, 33.69/5.39 X2180, 33.69/5.39 X2188, 33.69/5.39 X2184( 33.69/5.39 X2190)) = 33.69/5.39 X2190))) => 33.69/5.39 surjective( 33.69/5.39 X2182, 33.69/5.39 X2180, 33.69/5.39 X2188)))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X2192, 33.69/5.39 X2194]: 33.69/5.39 (in( 33.69/5.39 X2194, 33.69/5.39 funcSet( 33.69/5.39 X2192, 33.69/5.39 powerset( 33.69/5.39 X2192))) => 33.69/5.39 (~ 33.69/5.39 surjective( 33.69/5.39 X2192, 33.69/5.39 powerset( 33.69/5.39 X2192), 33.69/5.39 X2194)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X2196]: 33.69/5.39 (( 33.69/5.39 X2196 != 33.69/5.39 emptyset) => 33.69/5.39 (?[X2198]: 33.69/5.39 (in( 33.69/5.39 X2198, 33.69/5.39 X2196) & 33.69/5.39 (binintersect( 33.69/5.39 X2198, 33.69/5.39 X2196) = 33.69/5.39 emptyset))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X2200]: 33.69/5.39 (~ 33.69/5.39 in( 33.69/5.39 X2200, 33.69/5.39 X2200))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X2202, 33.69/5.39 X2204]: 33.69/5.39 (in( 33.69/5.39 X2202, 33.69/5.39 X2204) => 33.69/5.39 (~ 33.69/5.39 in( 33.69/5.39 X2204, 33.69/5.39 X2202)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X2206]: 33.69/5.39 (in( 33.69/5.39 X2206, 33.69/5.39 omega) => 33.69/5.39 in( 33.69/5.39 setadjoin( 33.69/5.39 X2206, 33.69/5.39 X2206), 33.69/5.39 omega))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X2208]: 33.69/5.39 (in( 33.69/5.39 X2208, 33.69/5.39 omega) => 33.69/5.39 in( 33.69/5.39 setadjoin( 33.69/5.39 X2208, 33.69/5.39 X2208), 33.69/5.39 omega))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X2210]: 33.69/5.39 (in( 33.69/5.39 X2210, 33.69/5.39 omega) => 33.69/5.39 (setadjoin( 33.69/5.39 X2210, 33.69/5.39 X2210) != 33.69/5.39 emptyset))) => 33.69/5.39 ( 33.69/5.39 ![X2212]: 33.69/5.39 (in( 33.69/5.39 X2212, 33.69/5.39 omega) => 33.69/5.39 (![X2214]: 33.69/5.39 (in( 33.69/5.39 X2214, 33.69/5.39 omega) => 33.69/5.39 (( 33.69/5.39 setadjoin( 33.69/5.39 X2212, 33.69/5.39 X2212) = 33.69/5.39 setadjoin( 33.69/5.39 X2214, 33.69/5.39 X2214)) => 33.69/5.39 (X2212 = 33.69/5.39 X2214)))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))). 33.69/5.39 tff(zf_stmt_1, type, zip_tseitin_6 : ($i * $i * ($i > $i) * $i) > $o). 33.69/5.39 tff(zf_stmt_2, axiom, 33.69/5.39 (zip_tseitin_6(X2108,X2106,X2102,X2100) <=> 33.69/5.39 ((X2106 = X2102(X2108)) & in(X2108,X2100)))). 33.69/5.39 tff(zf_stmt_3, type, zip_tseitin_5 : ($i * ($i > $o)) > $o). 33.69/5.39 tff(zf_stmt_4, axiom, 33.69/5.39 (zip_tseitin_5(X422,X414) <=> 33.69/5.39 ((![X424]: zip_tseitin_4(X424,X422,X414)) & X414(X422)))). 33.69/5.39 tff(zf_stmt_5, type, zip_tseitin_4 : ($i * $i * ($i > $o)) > $o). 33.69/5.39 tff(zf_stmt_6, axiom, 33.69/5.39 (zip_tseitin_4(X424,X422,X414) <=> (X414(X424) => (X422 = X424)))). 33.69/5.39 tff(zf_stmt_7, type, zip_tseitin_3 : ($i * $i * $i * ($i * $i) > $o) > $o). 33.69/5.39 tff(zf_stmt_8, axiom, 33.69/5.39 (zip_tseitin_3(X52,X50,X40,X38) <=> (X38(X52,X50) & in(X52,X40)))). 33.69/5.39 tff(zf_stmt_9, type, zip_tseitin_2 : ($i * $i * $i) > $o). 33.69/5.39 tff(zf_stmt_10, axiom, 33.69/5.39 (zip_tseitin_2(X28,X26,X24) <=> (in(X28,X24) & in(X26,X28)))). 33.69/5.39 tff(zf_stmt_11, type, zip_tseitin_1 : ($i * $i * $i) > $o). 33.69/5.39 tff(zf_stmt_12, axiom, 33.69/5.39 (zip_tseitin_1(X22,X20,X18) <=> (in(X22,X20) => in(X22,X18)))). 33.69/5.39 tff(zf_stmt_13, type, zip_tseitin_0 : ($i * $i * $i) > $o). 33.69/5.39 tff(zf_stmt_14, axiom, 33.69/5.39 (zip_tseitin_0(X16,X14,X12) <=> ((X16 = X12) | in(X16,X14)))). 33.69/5.39 tff(zf_stmt_15, conjecture, 33.69/5.39 ((![X4,X6]: ((![X8]: (in(X8,X4) <=> in(X8,X6))) => (X4 = X6))) => 33.69/5.39 ((![X10]: (~in(X10,emptyset))) => 33.69/5.39 ((![X12,X14,X16]: 33.69/5.39 (in(X16,setadjoin(X12,X14)) <=> zip_tseitin_0(X16,X14,X12))) => 33.69/5.39 ((![X18,X20]: 33.69/5.39 (in(X20,powerset(X18)) <=> (![X22]: zip_tseitin_1(X22,X20,X18)))) => 33.69/5.39 ((![X24,X26]: 33.69/5.39 (in(X26,setunion(X24)) <=> (?[X28]: zip_tseitin_2(X28,X26,X24)))) => 33.69/5.39 (in(emptyset,omega) => 33.69/5.39 ((![X30]: (in(X30,omega) => in(setadjoin(X30,X30),omega))) => 33.69/5.39 ((![X32]: 33.69/5.39 ((in(emptyset,X32) & 33.69/5.39 (![X34]: 33.69/5.39 ((in(X34,omega) & in(X34,X32)) => 33.69/5.39 in(setadjoin(X34,X34),X32)))) => 33.69/5.39 (![X36]: (in(X36,omega) => in(X36,X32))))) => 33.69/5.39 ((![X38:(($i * $i) > $o),X40]: 33.69/5.39 ((![X42]: 33.69/5.39 (in(X42,X40) => 33.69/5.39 (?[X44]: 33.69/5.39 ((![X46]: (X38(X42,X46) => (X44 = X46))) & X38(X42,X44))))) => 33.69/5.39 (?[X48]: 33.69/5.39 (![X50]: 33.69/5.39 (in(X50,X48) <=> 33.69/5.39 (?[X52]: zip_tseitin_3(X52,X50,X40,X38))))))) => 33.69/5.39 ((![X54]: 33.69/5.39 ((?[X56]: in(X56,X54)) => 33.69/5.39 (?[X58]: 33.69/5.39 ((~(?[X60]: (in(X60,X54) & in(X60,X58)))) & in(X58,X54))))) => 33.69/5.39 ((![X62]: 33.69/5.39 (?[X64]: 33.69/5.39 ((![X66]: 33.69/5.39 (((![X68]: (in(X68,X66) => in(X68,X62))) & 33.69/5.39 (?[X70]: in(X70,X66))) => 33.69/5.39 (?[X72,X74]: 33.69/5.39 ((![X76]: 33.69/5.39 (in(X76,X64) => 33.69/5.39 ((![X78]: (in(X78,X76) => in(X78,X72))) | 33.69/5.39 in(X74,X76)))) & 33.69/5.39 (~(?[X80]: (in(X80,X66) & in(X80,X72)))) & 33.69/5.39 in(X74,X66) & in(X72,X64))))) & 33.69/5.39 (![X82,X84]: 33.69/5.39 ((in(X82,X64) & in(X84,X64)) => 33.69/5.39 ((![X86]: (in(X86,X82) => in(X86,X84))) | 33.69/5.39 (![X88]: (in(X88,X84) => in(X88,X82)))))) & 33.69/5.39 (![X90,X92]: 33.69/5.39 ((in(X90,X62) & in(X92,X62)) => 33.69/5.39 ((![X94]: 33.69/5.39 (in(X94,X64) => (in(X90,X94) <=> in(X92,X94)))) => 33.69/5.39 (X90 = X92)))) & 33.69/5.39 (![X96]: 33.69/5.39 (in(X96,X64) => (![X98]: (in(X98,X96) => in(X98,X62)))))))) => 33.69/5.39 ((![X100:(($i > $o))]: 33.69/5.39 ((?[X102]: 33.69/5.39 ((![X104]: (X100(X104) => (X102 = X104))) & X100(X102))) => 33.69/5.39 X100(descr(^[V_1]: X100(V_1))))) => 33.69/5.39 ((![X106,X108:(($i > $o)),X110]: 33.69/5.39 (in(X110,X106) => 33.69/5.39 (X108(X110) => in(X110,dsetconstr(X106,^[V_2]: X108(V_2)))))) => 33.69/5.39 ((![X112,X114:(($i > $o)),X116]: 33.69/5.39 (in(X116,dsetconstr(X112,^[V_3]: X114(V_3))) => 33.69/5.39 in(X116,X112))) => 33.69/5.39 ((![X118,X120:(($i > $o)),X122]: 33.69/5.39 (in(X122,dsetconstr(X118,^[V_4]: X120(V_4))) => 33.69/5.39 X120(X122))) => 33.69/5.39 ((![X124:(($i > $o))]: 33.69/5.39 ((?[X126]: 33.69/5.39 ((![X128]: (X124(X128) => (X126 = X128))) & 33.69/5.39 X124(X126))) => 33.69/5.39 (?[X130]: 33.69/5.39 ((![X132]: (X124(X132) => (X130 = X132))) & 33.69/5.39 X124(X130))))) => 33.69/5.39 ((![X134:$o,X136]: (in(X136,prop2set(X134)) => X134)) => 33.69/5.39 ((![X138]: (in(X138,emptyset) => (![X140:$o]: X140))) => 33.69/5.39 ((![X142]: (~in(X142,emptyset))) => 33.69/5.39 ((![X144]: (~in(X144,emptyset))) => 33.69/5.39 ((![X146:(($i > $o))]: 33.69/5.39 ((?[X148]: 33.69/5.39 ((![X150]: (X146(X150) => (X148 = X150))) & 33.69/5.39 X146(X148))) => 33.69/5.39 (?[X152]: X146(X152)))) => 33.69/5.39 ((![X154,X156]: 33.69/5.39 ((![X158]: (in(X158,X154) => in(X158,X156))) => 33.69/5.39 ((![X160]: (in(X160,X156) => in(X160,X154))) => 33.69/5.39 (X154 = X156)))) => 33.69/5.39 ((![X162]: 33.69/5.39 ((![X164]: (~in(X164,X162))) => (X162 = emptyset))) => 33.69/5.39 ((![X166]: 33.69/5.39 ((![X168]: (~in(X168,X166))) => 33.69/5.39 (X166 = emptyset))) => 33.69/5.39 ((![X170,X172:(($i > $o)),X174]: 33.69/5.39 (in(X174,X170) => 33.69/5.39 (in(X174,dsetconstr(X170,^[V_5]: X172(V_5))) <=> 33.69/5.39 X172(X174)))) => 33.69/5.39 ((![X176]: 33.69/5.39 ((X176 != emptyset) => 33.69/5.39 (?[X178]: in(X178,X176)))) => 33.69/5.39 ((![X180,X182:(($i > $o)),X184]: 33.69/5.39 (in(X184,X180) => 33.69/5.39 (X182(X184) => 33.69/5.39 (dsetconstr(X180,^[V_6]: X182(V_6)) != 33.69/5.39 emptyset)))) => 33.69/5.39 ((![X186]: 33.69/5.39 ((?[X188]: in(X188,X186)) => 33.69/5.39 (X186 != emptyset))) => 33.69/5.39 ((![X190,X192]: in(X190,setadjoin(X190,X192))) => 33.69/5.39 (in(emptyset,setadjoin(emptyset,emptyset)) => 33.69/5.39 ((![X194,X196,X198]: 33.69/5.39 (in(X198,X196) => 33.69/5.39 in(X198,setadjoin(X194,X196)))) => 33.69/5.39 ((![X200,X202,X204]: 33.69/5.39 (in(X204,setadjoin(X200,X202)) => 33.69/5.39 (![X206:$o]: 33.69/5.39 (((X204 = X200) => X206) => 33.69/5.39 ((in(X204,X202) => X206) => X206))))) => 33.69/5.39 ((![X208,X210,X212]: 33.69/5.39 (in(X212,setadjoin(X208,X210)) => 33.69/5.39 ((X212 = X208) | in(X212,X210)))) => 33.69/5.39 ((![X214]: 33.69/5.39 (dsetconstr(X214,^[V_7]: $true) = X214)) => 33.69/5.39 ((![X216,X218]: 33.69/5.39 ((![X220]: 33.69/5.39 (in(X220,X218) => in(X220,X216))) => 33.69/5.39 in(X218,powerset(X216)))) => 33.69/5.39 ((![X222]: in(emptyset,powerset(X222))) => 33.69/5.39 ((![X224]: in(emptyset,powerset(X224))) => 33.69/5.39 ((![X226,X228,X230]: 33.69/5.39 (in(X228,powerset(X226)) => 33.69/5.39 (in(X230,X228) => in(X230,X226)))) => 33.69/5.39 ((![X232,X234,X236]: 33.69/5.39 (in(X234,X236) => 33.69/5.39 (in(X236,X232) => 33.69/5.39 in(X234,setunion(X232))))) => 33.69/5.39 ((![X238,X240]: 33.69/5.39 (in(X240,setunion(X238)) => 33.69/5.39 (![X242:$o]: 33.69/5.39 ((![X244]: 33.69/5.39 (in(X240,X244) => 33.69/5.39 (in(X244,X238) => X242))) => 33.69/5.39 X242)))) => 33.69/5.39 ((![X246,X248]: 33.69/5.39 (in(X248,X246) => 33.69/5.39 in(X248, 33.69/5.39 powerset(setunion(X246))))) => 33.69/5.39 ((![X250:(($i > $o))]: 33.69/5.39 ((?[X252]: 33.69/5.39 ((![X254]: 33.69/5.39 (X250(X254) => 33.69/5.39 (X252 = X254))) & 33.69/5.39 X250(X252))) => 33.69/5.39 (?[X256]: 33.69/5.39 (![X258]: 33.69/5.39 (X250(X258) <=> 33.69/5.39 (X258 = X256)))))) => 33.69/5.39 ((![X260]: 33.69/5.39 ((X260 != emptyset) => 33.69/5.39 (?[X262]: in(X262,X260)))) => 33.69/5.39 ((![X264,X266]: 33.69/5.39 (in(X264, 33.69/5.39 setadjoin(X266,emptyset)) => 33.69/5.39 (X264 = X266))) => 33.69/5.39 ((![X268,X270]: 33.69/5.39 ((X268 != X270) => 33.69/5.39 (~ 33.69/5.39 in(X270, 33.69/5.39 setadjoin(X268, 33.69/5.39 emptyset))))) => 33.69/5.39 ((![X272,X274]: 33.69/5.39 ((X272 = X274) => 33.69/5.39 in(X272, 33.69/5.39 setadjoin(X274, 33.69/5.39 emptyset)))) => 33.69/5.39 ((![X276,X278]: 33.69/5.39 (in(X276, 33.69/5.39 setadjoin(X278, 33.69/5.39 emptyset)) => 33.69/5.39 in(X278, 33.69/5.39 setadjoin(X276, 33.69/5.39 emptyset)))) => 33.69/5.39 ((![X280,X282,X284]: 33.69/5.39 (in(X284, 33.69/5.39 setadjoin(X280, 33.69/5.39 setadjoin( 33.69/5.39 X282, 33.69/5.39 emptyset))) => 33.69/5.39 ((X284 = X280) | 33.69/5.39 (X284 = X282)))) => 33.69/5.39 ((![X286,X288]: 33.69/5.39 in(X286, 33.69/5.39 setadjoin(X286, 33.69/5.39 setadjoin( 33.69/5.39 X288, 33.69/5.39 emptyset)))) => 33.69/5.39 ((![X290,X292]: 33.69/5.39 in(X292, 33.69/5.39 setadjoin(X290, 33.69/5.39 setadjoin( 33.69/5.39 X292, 33.69/5.39 emptyset)))) => 33.69/5.39 ((![X294,X296:(($i > $o))]: 33.69/5.39 ((?[X298]: 33.69/5.39 (X296(X298) & 33.69/5.39 in(X298,X294))) => 33.69/5.39 (dsetconstr( 33.69/5.39 X294, 33.69/5.39 ^[V_8]: X296(V_8)) != 33.69/5.39 emptyset))) => 33.69/5.39 ((![X300:(($i > $o)), 33.69/5.39 X302]: 33.69/5.39 (in(X302,emptyset) => 33.69/5.39 X300(X302))) => 33.69/5.39 ((![X304, 33.69/5.39 X306:(($i > $o))]: 33.69/5.39 ((~ 33.69/5.39 (![X308]: 33.69/5.39 (in(X308,X304) => 33.69/5.39 X306(X308)))) => 33.69/5.39 (?[X310]: 33.69/5.39 ((~X306(X310)) & 33.69/5.39 in(X310,X304))))) => 33.69/5.39 ((![X312, 33.69/5.39 X314:(($i > $o))]: 33.69/5.39 ((![X316]: 33.69/5.39 (in(X316,X312) => 33.69/5.39 (~X314(X316)))) => 33.69/5.39 (~ 33.69/5.39 (?[X318]: 33.69/5.39 (X314(X318) & 33.69/5.39 in( 33.69/5.39 X318,X312)))))) => 33.69/5.39 ((![X320, 33.69/5.39 X322:(($i > $o))]: 33.69/5.39 ((~ 33.69/5.39 (?[X324]: 33.69/5.39 (X322(X324) & 33.69/5.39 in( 33.69/5.39 X324,X320)))) => 33.69/5.39 (![X326]: 33.69/5.39 (in(X326,X320) => 33.69/5.39 (~X322(X326)))))) => 33.69/5.39 ((![X328, 33.69/5.39 X330:(($i > $o))]: 33.69/5.39 ((?[X332]: 33.69/5.39 ((~ 33.69/5.39 X330( 33.69/5.39 X332)) & 33.69/5.39 in( 33.69/5.39 X332,X328))) => 33.69/5.39 (~ 33.69/5.39 (![X334]: 33.69/5.39 (in( 33.69/5.39 X334,X328) => 33.69/5.39 X330( 33.69/5.39 X334)))))) => 33.69/5.39 ((![X336:$o]: 33.69/5.39 (X336 => 33.69/5.39 in(emptyset, 33.69/5.39 prop2set( 33.69/5.39 X336)))) => 33.69/5.39 ((![X338:$o]: 33.69/5.39 (X338 => 33.69/5.39 set2prop( 33.69/5.39 prop2set( 33.69/5.39 X338)))) => 33.69/5.39 ((![X340, 33.69/5.39 X342:( 33.69/5.39 ($i > $o))]: 33.69/5.39 ((~ 33.69/5.39 (?[X344]: 33.69/5.39 (X342( 33.69/5.39 X344) & 33.69/5.39 in( 33.69/5.39 X344,X340)))) => 33.69/5.39 (![X346]: 33.69/5.39 ( 33.69/5.39 in( 33.69/5.39 X346,X340) => 33.69/5.39 ( 33.69/5.39 ~ 33.69/5.39 X342( 33.69/5.39 X346)))))) => 33.69/5.39 ((![X348, 33.69/5.39 X350:( 33.69/5.39 ($i > $o))]: 33.69/5.39 ((~ 33.69/5.39 ( 33.69/5.39 ![X352]: 33.69/5.39 (in( 33.69/5.39 X352,X348) => 33.69/5.39 X350( 33.69/5.39 X352)))) => 33.69/5.39 (?[X354]: 33.69/5.39 (( 33.69/5.39 ~ 33.69/5.39 X350( 33.69/5.39 X354)) & 33.69/5.39 in( 33.69/5.39 X354,X348))))) => 33.69/5.39 ((![X356:( 33.69/5.39 ($i > $o))]: 33.69/5.39 ((?[X358]: 33.69/5.39 (( 33.69/5.39 ![X360]: 33.69/5.39 (X356( 33.69/5.39 X360) => 33.69/5.39 (X358 = 33.69/5.39 X360))) & 33.69/5.39 X356( 33.69/5.39 X358))) => 33.69/5.39 (?[X362]: 33.69/5.39 (( 33.69/5.39 ![X364]: 33.69/5.39 (X356( 33.69/5.39 X364) => 33.69/5.39 (X362 = 33.69/5.39 X364))) & 33.69/5.39 X356( 33.69/5.39 X362))))) => 33.69/5.39 ((![X366:( 33.69/5.39 ($i > $o))]: 33.69/5.39 (( 33.69/5.39 ?[X368]: 33.69/5.39 X366( 33.69/5.39 X368)) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X370, 33.69/5.39 X372]: 33.69/5.39 (X366( 33.69/5.39 X370) => 33.69/5.39 (X366( 33.69/5.39 X372) => 33.69/5.39 (X370 = 33.69/5.39 X372)))) => 33.69/5.39 ( 33.69/5.39 ?[X374]: 33.69/5.39 (( 33.69/5.39 ![X376]: 33.69/5.39 (X366( 33.69/5.39 X376) => 33.69/5.39 (X374 = 33.69/5.39 X376))) & 33.69/5.39 X366( 33.69/5.39 X374)))))) => 33.69/5.39 ((![X378:( 33.69/5.39 ( 33.69/5.39 $i > $o))]: 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ?[X380]: 33.69/5.39 (![X382]: 33.69/5.39 (X378( 33.69/5.39 X382) <=> 33.69/5.39 (X382 = 33.69/5.39 X380)))) => 33.69/5.39 ( 33.69/5.39 ?[X384]: 33.69/5.39 (( 33.69/5.39 ![X386]: 33.69/5.39 (X378( 33.69/5.39 X386) => 33.69/5.39 (X384 = 33.69/5.39 X386))) & 33.69/5.39 X378( 33.69/5.39 X384))))) => 33.69/5.39 ((![X388, 33.69/5.39 X390]: 33.69/5.39 (( 33.69/5.39 X388 = 33.69/5.39 X390) => 33.69/5.39 (![X392, 33.69/5.39 X394]: 33.69/5.39 (( 33.69/5.39 X392 = 33.69/5.39 X394) => 33.69/5.39 (in( 33.69/5.39 X392,X388) => 33.69/5.39 in( 33.69/5.39 X394,X390)))))) => 33.69/5.39 ((![X396, 33.69/5.39 X398]: 33.69/5.39 (( 33.69/5.39 X396 = 33.69/5.39 X398) => 33.69/5.39 (![X400, 33.69/5.39 X402]: 33.69/5.39 (( 33.69/5.39 X400 = 33.69/5.39 X402) => 33.69/5.39 (in( 33.69/5.39 X400,X396) <=> 33.69/5.39 in( 33.69/5.39 X402,X398)))))) => 33.69/5.39 (( 33.69/5.39 ![X404:( 33.69/5.39 ( 33.69/5.39 $i > $o))]: 33.69/5.39 (( 33.69/5.39 ?[X406]: 33.69/5.39 (( 33.69/5.39 ![X408]: 33.69/5.39 (X404( 33.69/5.39 X408) => 33.69/5.39 (X406 = 33.69/5.39 X408))) & 33.69/5.39 X404( 33.69/5.39 X406))) => 33.69/5.39 (![X410, 33.69/5.39 X412]: 33.69/5.39 (X404( 33.69/5.39 X410) => 33.69/5.39 (X404( 33.69/5.39 X412) => 33.69/5.39 (X410 = 33.69/5.39 X412)))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X414:( 33.69/5.39 ( 33.69/5.39 $i > $o)), 33.69/5.39 X416:( 33.69/5.39 ( 33.69/5.39 $i > $o))]: 33.69/5.39 (( 33.69/5.39 ![X418, 33.69/5.39 X420]: 33.69/5.39 (( 33.69/5.39 X418 = 33.69/5.39 X420) => 33.69/5.39 (X414( 33.69/5.39 X418) <=> 33.69/5.39 X416( 33.69/5.39 X420)))) => 33.69/5.39 (( 33.69/5.39 ?[X422]: 33.69/5.39 zip_tseitin_5( 33.69/5.39 X422,X414)) <=> 33.69/5.39 (?[X426]: 33.69/5.39 zip_tseitin_5( 33.69/5.39 X426,X416))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 emptyset = 33.69/5.39 emptyset) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X430, 33.69/5.39 X432]: 33.69/5.39 (( 33.69/5.39 X430 = 33.69/5.39 X432) => 33.69/5.39 (![X434, 33.69/5.39 X436]: 33.69/5.39 (( 33.69/5.39 X434 = 33.69/5.39 X436) => 33.69/5.39 (setadjoin( 33.69/5.39 X430,X434) = 33.69/5.39 setadjoin( 33.69/5.39 X432,X436)))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X438, 33.69/5.39 X440]: 33.69/5.39 (( 33.69/5.39 X438 = 33.69/5.39 X440) => 33.69/5.39 (powerset( 33.69/5.39 X438) = 33.69/5.39 powerset( 33.69/5.39 X440)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X442, 33.69/5.39 X444]: 33.69/5.39 (( 33.69/5.39 X442 = 33.69/5.39 X444) => 33.69/5.39 (setunion( 33.69/5.39 X442) = 33.69/5.39 setunion( 33.69/5.39 X444)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 omega = 33.69/5.39 omega) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X446:( 33.69/5.39 ( 33.69/5.39 $i > $o))]: 33.69/5.39 (( 33.69/5.39 ?[X448]: 33.69/5.39 (( 33.69/5.39 ![X450]: 33.69/5.39 (X446( 33.69/5.39 X450) => 33.69/5.39 (X448 = 33.69/5.39 X450))) & 33.69/5.39 X446( 33.69/5.39 X448))) => 33.69/5.39 (![X452, 33.69/5.39 X454]: 33.69/5.39 (X446( 33.69/5.39 X452) => 33.69/5.39 (X446( 33.69/5.39 X454) => 33.69/5.39 (X452 = 33.69/5.39 X454)))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X456:( 33.69/5.39 ( 33.69/5.39 $i > $o)), 33.69/5.39 X458:( 33.69/5.39 ( 33.69/5.39 $i > $o))]: 33.69/5.39 (( 33.69/5.39 ![X460, 33.69/5.39 X462]: 33.69/5.39 (( 33.69/5.39 X460 = 33.69/5.39 X462) => 33.69/5.39 (X456( 33.69/5.39 X460) <=> 33.69/5.39 X458( 33.69/5.39 X462)))) => 33.69/5.39 (( 33.69/5.39 ?[X464]: 33.69/5.39 (( 33.69/5.39 ![X466]: 33.69/5.39 (X456( 33.69/5.39 X466) => 33.69/5.39 (X464 = 33.69/5.39 X466))) & 33.69/5.39 X456( 33.69/5.39 X464))) => 33.69/5.39 (( 33.69/5.39 ?[X468]: 33.69/5.39 (( 33.69/5.39 ![X470]: 33.69/5.39 (X458( 33.69/5.39 X470) => 33.69/5.39 (X468 = 33.69/5.39 X470))) & 33.69/5.39 X458( 33.69/5.39 X468))) => 33.69/5.39 (descr( 33.69/5.39 ^[V_9]: 33.69/5.39 X456(V_9)) = 33.69/5.39 descr( 33.69/5.39 ^[V_10]: 33.69/5.39 X458( 33.69/5.39 V_10))))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X472, 33.69/5.39 X474]: 33.69/5.39 (( 33.69/5.39 X472 = 33.69/5.39 X474) => 33.69/5.39 (![X476:( 33.69/5.39 ( 33.69/5.39 $i > $o)), 33.69/5.39 X478:( 33.69/5.39 ( 33.69/5.39 $i > $o))]: 33.69/5.39 (( 33.69/5.39 ![X480]: 33.69/5.39 (in( 33.69/5.39 X480,X472) => 33.69/5.39 (![X482]: 33.69/5.39 (in( 33.69/5.39 X482,X474) => 33.69/5.39 (( 33.69/5.39 X480 = 33.69/5.39 X482) => 33.69/5.39 (X476( 33.69/5.39 X480) <=> 33.69/5.39 X478( 33.69/5.39 X482))))))) => 33.69/5.39 (dsetconstr( 33.69/5.39 X472, 33.69/5.39 ^[V_11]: 33.69/5.39 X476( 33.69/5.39 V_11)) = 33.69/5.39 dsetconstr( 33.69/5.39 X474, 33.69/5.39 ^[V_12]: 33.69/5.39 X478( 33.69/5.39 V_12))))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X484, 33.69/5.39 X486]: 33.69/5.39 (( 33.69/5.39 ![X488]: 33.69/5.39 (in( 33.69/5.39 X488,X484) => 33.69/5.39 in( 33.69/5.39 X488,X486))) => 33.69/5.39 subset( 33.69/5.39 X484,X486))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X490, 33.69/5.39 X492]: 33.69/5.39 (( 33.69/5.39 X490 = 33.69/5.39 X492) => 33.69/5.39 subset( 33.69/5.39 X492,X490))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X494, 33.69/5.39 X496]: 33.69/5.39 (( 33.69/5.39 X494 = 33.69/5.39 X496) => 33.69/5.39 subset( 33.69/5.39 X494,X496))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X498, 33.69/5.39 X500]: 33.69/5.39 (( 33.69/5.39 ![X502]: 33.69/5.39 (in( 33.69/5.39 X502,X498) => 33.69/5.39 in( 33.69/5.39 X502,X500))) => 33.69/5.39 subset( 33.69/5.39 X498,X500))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X504]: 33.69/5.39 subset( 33.69/5.39 emptyset, 33.69/5.39 X504)) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X506, 33.69/5.39 X508,X510]: 33.69/5.39 (subset( 33.69/5.39 X506,X508) => 33.69/5.39 (in( 33.69/5.39 X510,X506) => 33.69/5.39 in( 33.69/5.39 X510,X508)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X512, 33.69/5.39 X514,X516]: 33.69/5.39 (subset( 33.69/5.39 X512,X514) => 33.69/5.39 (( 33.69/5.39 ~ 33.69/5.39 in( 33.69/5.39 X516,X514)) => 33.69/5.39 (~ 33.69/5.39 in( 33.69/5.39 X516,X512))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X518, 33.69/5.39 X520,X522]: 33.69/5.39 (in( 33.69/5.39 X522,X518) => 33.69/5.39 (( 33.69/5.39 ~ 33.69/5.39 in( 33.69/5.39 X522,X520)) => 33.69/5.39 (~ 33.69/5.39 subset( 33.69/5.39 X518,X520))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X524, 33.69/5.39 X526]: 33.69/5.39 (( 33.69/5.39 ~ 33.69/5.39 subset( 33.69/5.39 X524,X526)) => 33.69/5.39 (X524 != 33.69/5.39 X526))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X528, 33.69/5.39 X530,X532]: 33.69/5.39 (in( 33.69/5.39 X532,X528) => 33.69/5.39 (( 33.69/5.39 ~ 33.69/5.39 in( 33.69/5.39 X532,X530)) => 33.69/5.39 (X528 != 33.69/5.39 X530)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X534]: 33.69/5.39 subset( 33.69/5.39 X534,X534)) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X536, 33.69/5.39 X538,X540]: 33.69/5.39 (subset( 33.69/5.39 X536,X538) => 33.69/5.39 (subset( 33.69/5.39 X538,X540) => 33.69/5.39 subset( 33.69/5.39 X536,X540)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X542, 33.69/5.39 X544]: 33.69/5.39 subset( 33.69/5.39 X544, 33.69/5.39 setadjoin( 33.69/5.39 X542,X544))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X546, 33.69/5.39 X548,X550]: 33.69/5.39 (subset( 33.69/5.39 X546,X550) => 33.69/5.39 subset( 33.69/5.39 X546, 33.69/5.39 setadjoin( 33.69/5.39 X548,X550)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X552, 33.69/5.39 X554]: 33.69/5.39 (subset( 33.69/5.39 X552,X554) => 33.69/5.39 in( 33.69/5.39 X552, 33.69/5.39 powerset( 33.69/5.39 X554)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X556, 33.69/5.39 X558]: 33.69/5.39 (subset( 33.69/5.39 X556,X558) => 33.69/5.39 (subset( 33.69/5.39 X558,X556) => 33.69/5.39 (X556 = 33.69/5.39 X558)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X560]: 33.69/5.39 (subset( 33.69/5.39 X560, 33.69/5.39 emptyset) => 33.69/5.39 (X560 = 33.69/5.39 emptyset))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X562, 33.69/5.39 X564]: 33.69/5.39 (subset( 33.69/5.39 X564,X562) => 33.69/5.39 in( 33.69/5.39 X564, 33.69/5.39 powerset( 33.69/5.39 X562)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X566, 33.69/5.39 X568]: 33.69/5.39 (in( 33.69/5.39 X568, 33.69/5.39 powerset( 33.69/5.39 X566)) => 33.69/5.39 subset( 33.69/5.39 X568,X566))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X570]: 33.69/5.39 in( 33.69/5.39 X570, 33.69/5.39 powerset( 33.69/5.39 X570))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X572, 33.69/5.39 X574]: 33.69/5.39 (subset( 33.69/5.39 X572,X574) => 33.69/5.39 subset( 33.69/5.39 powerset( 33.69/5.39 X572), 33.69/5.39 powerset( 33.69/5.39 X574)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X576, 33.69/5.39 X578:( 33.69/5.39 ( 33.69/5.39 $i > $o))]: 33.69/5.39 in( 33.69/5.39 dsetconstr( 33.69/5.39 X576, 33.69/5.39 ^[V_13]: 33.69/5.39 X578( 33.69/5.39 V_13)), 33.69/5.39 powerset( 33.69/5.39 X576))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X580, 33.69/5.39 X582:( 33.69/5.39 ( 33.69/5.39 $i > $o))]: 33.69/5.39 subset( 33.69/5.39 dsetconstr( 33.69/5.39 X580, 33.69/5.39 ^[V_14]: 33.69/5.39 X582( 33.69/5.39 V_14)), 33.69/5.39 X580)) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X584, 33.69/5.39 X586,X588]: 33.69/5.39 (in( 33.69/5.39 X588,X584) => 33.69/5.39 in( 33.69/5.39 X588, 33.69/5.39 binunion( 33.69/5.39 X584,X586)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X590, 33.69/5.39 X592]: 33.69/5.39 in( 33.69/5.39 X592, 33.69/5.39 setadjoin( 33.69/5.39 X590, 33.69/5.39 setadjoin( 33.69/5.39 X592, 33.69/5.39 emptyset)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X594, 33.69/5.39 X596,X598]: 33.69/5.39 (in( 33.69/5.39 X598,X596) => 33.69/5.39 in( 33.69/5.39 X598, 33.69/5.39 binunion( 33.69/5.39 X594,X596)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X600, 33.69/5.39 X602, 33.69/5.39 X604, 33.69/5.39 X606:$o]: 33.69/5.39 (in( 33.69/5.39 X604, 33.69/5.39 binunion( 33.69/5.39 X600,X602)) => 33.69/5.39 (( 33.69/5.39 in( 33.69/5.39 X604,X600) => 33.69/5.39 X606) => 33.69/5.39 (( 33.69/5.39 in( 33.69/5.39 X604,X602) => 33.69/5.39 X606) => 33.69/5.39 X606)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X608, 33.69/5.39 X610,X612]: 33.69/5.39 (in( 33.69/5.39 X612, 33.69/5.39 binunion( 33.69/5.39 X608,X610)) => 33.69/5.39 (in( 33.69/5.39 X612,X608) | 33.69/5.39 in( 33.69/5.39 X612,X610)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X614, 33.69/5.39 X616]: 33.69/5.39 subset( 33.69/5.39 X614, 33.69/5.39 binunion( 33.69/5.39 X614,X616))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X618, 33.69/5.39 X620]: 33.69/5.39 subset( 33.69/5.39 X620, 33.69/5.39 binunion( 33.69/5.39 X618,X620))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X622, 33.69/5.39 X624,X626]: 33.69/5.39 (in( 33.69/5.39 X626,X622) => 33.69/5.39 (in( 33.69/5.39 X626,X624) => 33.69/5.39 in( 33.69/5.39 X626, 33.69/5.39 binintersect( 33.69/5.39 X622,X624))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X628, 33.69/5.39 X630,X632]: 33.69/5.39 (subset( 33.69/5.39 X632,X628) => 33.69/5.39 (subset( 33.69/5.39 X632,X630) => 33.69/5.39 subset( 33.69/5.39 X632, 33.69/5.39 binintersect( 33.69/5.39 X628,X630))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X634, 33.69/5.39 X636,X638]: 33.69/5.39 (in( 33.69/5.39 X638, 33.69/5.39 binintersect( 33.69/5.39 X634,X636)) => 33.69/5.39 in( 33.69/5.39 X638,X634))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X640, 33.69/5.39 X642]: 33.69/5.39 subset( 33.69/5.39 binintersect( 33.69/5.39 X640,X642), 33.69/5.39 X640)) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X644, 33.69/5.39 X646]: 33.69/5.39 (subset( 33.69/5.39 X644,X646) => 33.69/5.39 (binintersect( 33.69/5.39 X644,X646) = 33.69/5.39 X644))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X648, 33.69/5.39 X650]: 33.69/5.39 (( 33.69/5.39 binintersect( 33.69/5.39 X648,X650) = 33.69/5.39 X650) => 33.69/5.39 subset( 33.69/5.39 X650,X648))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X652, 33.69/5.39 X654,X656]: 33.69/5.39 (in( 33.69/5.39 X656, 33.69/5.39 binintersect( 33.69/5.39 X652,X654)) => 33.69/5.39 in( 33.69/5.39 X656,X654))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X658, 33.69/5.39 X660]: 33.69/5.39 (( 33.69/5.39 ~ 33.69/5.39 ( 33.69/5.39 ?[X662]: 33.69/5.39 (in( 33.69/5.39 X662,X660) & 33.69/5.39 in( 33.69/5.39 X662,X658)))) => 33.69/5.39 (binintersect( 33.69/5.39 X658,X660) = 33.69/5.39 emptyset))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X664, 33.69/5.39 X666]: 33.69/5.39 subset( 33.69/5.39 binintersect( 33.69/5.39 X664,X666), 33.69/5.39 X666)) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X668, 33.69/5.39 X670]: 33.69/5.39 (subset( 33.69/5.39 X670,X668) => 33.69/5.39 (binintersect( 33.69/5.39 X668,X670) = 33.69/5.39 X670))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X672, 33.69/5.39 X674]: 33.69/5.39 (( 33.69/5.39 binintersect( 33.69/5.39 X672,X674) = 33.69/5.39 X672) => 33.69/5.39 subset( 33.69/5.39 X672,X674))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X676, 33.69/5.39 X678,X680]: 33.69/5.39 (binintersect( 33.69/5.39 X676, 33.69/5.39 binunion( 33.69/5.39 X678,X680)) = 33.69/5.39 binunion( 33.69/5.39 binintersect( 33.69/5.39 X676,X678), 33.69/5.39 binintersect( 33.69/5.39 X676,X680)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X682, 33.69/5.39 X684,X686]: 33.69/5.39 (in( 33.69/5.39 X686,X682) => 33.69/5.39 (( 33.69/5.39 ~ 33.69/5.39 in( 33.69/5.39 X686,X684)) => 33.69/5.39 in( 33.69/5.39 X686, 33.69/5.39 setminus( 33.69/5.39 X682,X684))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X688, 33.69/5.39 X690,X692]: 33.69/5.39 (in( 33.69/5.39 X692, 33.69/5.39 setminus( 33.69/5.39 X688,X690)) => 33.69/5.39 in( 33.69/5.39 X692,X688))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X694, 33.69/5.39 X696,X698]: 33.69/5.39 (in( 33.69/5.39 X698, 33.69/5.39 setminus( 33.69/5.39 X694,X696)) => 33.69/5.39 (~ 33.69/5.39 in( 33.69/5.39 X698,X696)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X700, 33.69/5.39 X702]: 33.69/5.39 (subset( 33.69/5.39 X700,X702) => 33.69/5.39 (setminus( 33.69/5.39 X700,X702) = 33.69/5.39 emptyset))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X704, 33.69/5.39 X706,X708]: 33.69/5.39 (( 33.69/5.39 ~ 33.69/5.39 in( 33.69/5.39 X708, 33.69/5.39 setminus( 33.69/5.39 X704,X706))) => 33.69/5.39 (in( 33.69/5.39 X708,X704) => 33.69/5.39 in( 33.69/5.39 X708,X706)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X710, 33.69/5.39 X712,X714]: 33.69/5.39 (( 33.69/5.39 ~ 33.69/5.39 in( 33.69/5.39 X714, 33.69/5.39 setminus( 33.69/5.39 X710,X712))) => 33.69/5.39 (( 33.69/5.39 ~ 33.69/5.39 in( 33.69/5.39 X714,X712)) => 33.69/5.39 (~ 33.69/5.39 in( 33.69/5.39 X714,X710))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X716, 33.69/5.39 X718,X720]: 33.69/5.39 (( 33.69/5.39 ~ 33.69/5.39 in( 33.69/5.39 X720,X716)) => 33.69/5.39 (~ 33.69/5.39 in( 33.69/5.39 X720, 33.69/5.39 setminus( 33.69/5.39 X716,X718))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X722, 33.69/5.39 X724,X726]: 33.69/5.39 (in( 33.69/5.39 X726,X724) => 33.69/5.39 (~ 33.69/5.39 in( 33.69/5.39 X726, 33.69/5.39 setminus( 33.69/5.39 X722,X724))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X728, 33.69/5.39 X730]: 33.69/5.39 subset( 33.69/5.39 setminus( 33.69/5.39 X728,X730), 33.69/5.39 X728)) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X732, 33.69/5.39 X734]: 33.69/5.39 (( 33.69/5.39 setminus( 33.69/5.39 X732,X734) = 33.69/5.39 emptyset) => 33.69/5.39 subset( 33.69/5.39 X732,X734))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X736, 33.69/5.39 X738,X740]: 33.69/5.39 (in( 33.69/5.39 X740, 33.69/5.39 symdiff( 33.69/5.39 X736,X738)) => 33.69/5.39 (![X742:$o]: 33.69/5.39 (( 33.69/5.39 in( 33.69/5.39 X740,X736) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ~ 33.69/5.39 in( 33.69/5.39 X740,X738)) => 33.69/5.39 X742)) => 33.69/5.39 (( 33.69/5.39 ( 33.69/5.39 ~ 33.69/5.39 in( 33.69/5.39 X740,X736)) => 33.69/5.39 ( 33.69/5.39 in( 33.69/5.39 X740,X738) => 33.69/5.39 X742)) => 33.69/5.39 X742))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X744, 33.69/5.39 X746,X748]: 33.69/5.39 (in( 33.69/5.39 X748,X744) => 33.69/5.39 (( 33.69/5.39 ~ 33.69/5.39 in( 33.69/5.39 X748,X746)) => 33.69/5.39 in( 33.69/5.39 X748, 33.69/5.39 symdiff( 33.69/5.39 X744,X746))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X750, 33.69/5.39 X752,X754]: 33.69/5.39 (( 33.69/5.39 ~ 33.69/5.39 in( 33.69/5.39 X754,X750)) => 33.69/5.39 (in( 33.69/5.39 X754,X752) => 33.69/5.39 in( 33.69/5.39 X754, 33.69/5.39 symdiff( 33.69/5.39 X750,X752))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X756, 33.69/5.39 X758,X760]: 33.69/5.39 (in( 33.69/5.39 X760,X756) => 33.69/5.39 (in( 33.69/5.39 X760,X758) => 33.69/5.39 (~ 33.69/5.39 in( 33.69/5.39 X760, 33.69/5.39 symdiff( 33.69/5.39 X756,X758)))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X762, 33.69/5.39 X764,X766]: 33.69/5.39 (( 33.69/5.39 ~ 33.69/5.39 in( 33.69/5.39 X766,X762)) => 33.69/5.39 (( 33.69/5.39 ~ 33.69/5.39 in( 33.69/5.39 X766,X764)) => 33.69/5.39 (~ 33.69/5.39 in( 33.69/5.39 X766, 33.69/5.39 symdiff( 33.69/5.39 X762,X764)))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X768, 33.69/5.39 X770]: 33.69/5.39 in( 33.69/5.39 X770, 33.69/5.39 setadjoin( 33.69/5.39 X768, 33.69/5.39 setadjoin( 33.69/5.39 X770, 33.69/5.39 emptyset)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X772, 33.69/5.39 X774]: 33.69/5.39 in( 33.69/5.39 X772, 33.69/5.39 setunion( 33.69/5.39 setadjoin( 33.69/5.39 setadjoin( 33.69/5.39 X772, 33.69/5.39 emptyset), 33.69/5.39 setadjoin( 33.69/5.39 setadjoin( 33.69/5.39 X772, 33.69/5.39 setadjoin( 33.69/5.39 X774, 33.69/5.39 emptyset)), 33.69/5.39 emptyset))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X776, 33.69/5.39 X778]: 33.69/5.39 in( 33.69/5.39 X778, 33.69/5.39 setunion( 33.69/5.39 setadjoin( 33.69/5.39 setadjoin( 33.69/5.39 X776, 33.69/5.39 emptyset), 33.69/5.39 setadjoin( 33.69/5.39 setadjoin( 33.69/5.39 X776, 33.69/5.39 setadjoin( 33.69/5.39 X778, 33.69/5.39 emptyset)), 33.69/5.39 emptyset))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X780, 33.69/5.39 X782]: 33.69/5.39 iskpair( 33.69/5.39 setadjoin( 33.69/5.39 setadjoin( 33.69/5.39 X780, 33.69/5.39 emptyset), 33.69/5.39 setadjoin( 33.69/5.39 setadjoin( 33.69/5.39 X780, 33.69/5.39 setadjoin( 33.69/5.39 X782, 33.69/5.39 emptyset)), 33.69/5.39 emptyset)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X784, 33.69/5.39 X786]: 33.69/5.39 iskpair( 33.69/5.39 kpair( 33.69/5.39 X784,X786))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X788, 33.69/5.39 X790]: 33.69/5.39 (in( 33.69/5.39 X790,X788) => 33.69/5.39 subset( 33.69/5.39 setadjoin( 33.69/5.39 X790, 33.69/5.39 emptyset), 33.69/5.39 X788))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X792, 33.69/5.39 X794]: 33.69/5.39 (in( 33.69/5.39 X794,X792) => 33.69/5.39 in( 33.69/5.39 setadjoin( 33.69/5.39 X794, 33.69/5.39 emptyset), 33.69/5.39 powerset( 33.69/5.39 X792)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X796, 33.69/5.39 X798,X800]: 33.69/5.39 (in( 33.69/5.39 X800,X796) => 33.69/5.39 in( 33.69/5.39 setadjoin( 33.69/5.39 X800, 33.69/5.39 emptyset), 33.69/5.39 powerset( 33.69/5.39 binunion( 33.69/5.39 X796,X798))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X802, 33.69/5.39 X804,X806]: 33.69/5.39 (in( 33.69/5.39 X806, 33.69/5.39 setadjoin( 33.69/5.39 X802, 33.69/5.39 setadjoin( 33.69/5.39 X804, 33.69/5.39 emptyset))) => 33.69/5.39 (( 33.69/5.39 X806 = 33.69/5.39 X802) | 33.69/5.39 (X806 = 33.69/5.39 X804)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X808, 33.69/5.39 X810,X812]: 33.69/5.39 (in( 33.69/5.39 X812,X808) => 33.69/5.39 (![X814]: 33.69/5.39 (in( 33.69/5.39 X814,X810) => 33.69/5.39 subset( 33.69/5.39 setadjoin( 33.69/5.39 X812, 33.69/5.39 setadjoin( 33.69/5.39 X814, 33.69/5.39 emptyset)), 33.69/5.39 binunion( 33.69/5.39 X808,X810)))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X816, 33.69/5.39 X818,X820]: 33.69/5.39 (in( 33.69/5.39 X820,X816) => 33.69/5.39 (![X822]: 33.69/5.39 (in( 33.69/5.39 X822,X818) => 33.69/5.39 in( 33.69/5.39 setadjoin( 33.69/5.39 X820, 33.69/5.39 setadjoin( 33.69/5.39 X822, 33.69/5.39 emptyset)), 33.69/5.39 powerset( 33.69/5.39 binunion( 33.69/5.39 X816,X818))))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X824, 33.69/5.39 X826,X828]: 33.69/5.39 (in( 33.69/5.39 X828,X824) => 33.69/5.39 (![X830]: 33.69/5.39 (in( 33.69/5.39 X830,X826) => 33.69/5.39 subset( 33.69/5.39 setadjoin( 33.69/5.39 setadjoin( 33.69/5.39 X828, 33.69/5.39 emptyset), 33.69/5.39 setadjoin( 33.69/5.39 setadjoin( 33.69/5.39 X828, 33.69/5.39 setadjoin( 33.69/5.39 X830, 33.69/5.39 emptyset)), 33.69/5.39 emptyset)), 33.69/5.39 powerset( 33.69/5.39 binunion( 33.69/5.39 X824,X826))))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X832, 33.69/5.39 X834,X836]: 33.69/5.39 (in( 33.69/5.39 X836,X832) => 33.69/5.39 (![X838]: 33.69/5.39 (in( 33.69/5.39 X838,X834) => 33.69/5.39 in( 33.69/5.39 setadjoin( 33.69/5.39 setadjoin( 33.69/5.39 X836, 33.69/5.39 emptyset), 33.69/5.39 setadjoin( 33.69/5.39 setadjoin( 33.69/5.39 X836, 33.69/5.39 setadjoin( 33.69/5.39 X838, 33.69/5.39 emptyset)), 33.69/5.39 emptyset)), 33.69/5.39 powerset( 33.69/5.39 powerset( 33.69/5.39 binunion( 33.69/5.39 X832,X834)))))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X840, 33.69/5.39 X842,X844]: 33.69/5.39 (in( 33.69/5.39 X844,X840) => 33.69/5.39 (![X846]: 33.69/5.39 (in( 33.69/5.39 X846,X842) => 33.69/5.39 in( 33.69/5.39 kpair( 33.69/5.39 X844,X846), 33.69/5.39 powerset( 33.69/5.39 powerset( 33.69/5.39 binunion( 33.69/5.39 X840,X842)))))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X848, 33.69/5.39 X850,X852]: 33.69/5.39 (in( 33.69/5.39 X852,X848) => 33.69/5.39 (![X854]: 33.69/5.39 (in( 33.69/5.39 X854,X850) => 33.69/5.39 in( 33.69/5.39 kpair( 33.69/5.39 X852,X854), 33.69/5.39 cartprod( 33.69/5.39 X848,X850)))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X856, 33.69/5.39 X858,X860]: 33.69/5.39 (in( 33.69/5.39 X860, 33.69/5.39 cartprod( 33.69/5.39 X856,X858)) => 33.69/5.39 (?[X862]: 33.69/5.39 (( 33.69/5.39 ?[X864]: 33.69/5.39 (( 33.69/5.39 X860 = 33.69/5.39 kpair( 33.69/5.39 X862,X864)) & 33.69/5.39 in( 33.69/5.39 X864,X858))) & 33.69/5.39 in( 33.69/5.39 X862,X856))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X866, 33.69/5.39 X868,X870]: 33.69/5.39 (in( 33.69/5.39 X870, 33.69/5.39 cartprod( 33.69/5.39 X866,X868)) => 33.69/5.39 iskpair( 33.69/5.39 X870))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X872, 33.69/5.39 X874]: 33.69/5.39 (in( 33.69/5.39 X874, 33.69/5.39 setunion( 33.69/5.39 X872)) => 33.69/5.39 (?[X876]: 33.69/5.39 (in( 33.69/5.39 X874,X876) & 33.69/5.39 in( 33.69/5.39 X876,X872))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X878]: 33.69/5.39 subset( 33.69/5.39 setunion( 33.69/5.39 setadjoin( 33.69/5.39 X878, 33.69/5.39 emptyset)), 33.69/5.39 X878)) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X880]: 33.69/5.39 subset( 33.69/5.39 X880, 33.69/5.39 setunion( 33.69/5.39 setadjoin( 33.69/5.39 X880, 33.69/5.39 emptyset)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X882]: 33.69/5.39 (setunion( 33.69/5.39 setadjoin( 33.69/5.39 X882, 33.69/5.39 emptyset)) = 33.69/5.39 X882)) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X884, 33.69/5.39 X886:( 33.69/5.39 ( 33.69/5.39 $i > $o))]: 33.69/5.39 (( 33.69/5.39 ![X888]: 33.69/5.39 (in( 33.69/5.39 X888,X884) => 33.69/5.39 (![X890]: 33.69/5.39 (in( 33.69/5.39 X890,X884) => 33.69/5.39 (X886( 33.69/5.39 X888) => 33.69/5.39 (X886( 33.69/5.39 X890) => 33.69/5.39 (X888 = 33.69/5.39 X890))))))) => 33.69/5.39 (( 33.69/5.39 ?[X892]: 33.69/5.39 (X886( 33.69/5.39 X892) & 33.69/5.39 in( 33.69/5.39 X892,X884))) => 33.69/5.39 singleton( 33.69/5.39 dsetconstr( 33.69/5.39 X884, 33.69/5.39 ^[V_15]: 33.69/5.39 X886( 33.69/5.39 V_15)))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X894, 33.69/5.39 X896:( 33.69/5.39 ( 33.69/5.39 $i > $o))]: 33.69/5.39 (ex1( 33.69/5.39 X894, 33.69/5.39 ^[V_16]: 33.69/5.39 X896( 33.69/5.39 V_16)) => 33.69/5.39 (?[X898]: 33.69/5.39 (X896( 33.69/5.39 X898) & 33.69/5.39 in( 33.69/5.39 X898,X894))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X900, 33.69/5.39 X902:( 33.69/5.39 ( 33.69/5.39 $i > $o)), 33.69/5.39 X904]: 33.69/5.39 (in( 33.69/5.39 X904,X900) => 33.69/5.39 (X902( 33.69/5.39 X904) => 33.69/5.39 (( 33.69/5.39 ![X906]: 33.69/5.39 (in( 33.69/5.39 X906,X900) => 33.69/5.39 (X902( 33.69/5.39 X906) => 33.69/5.39 (X906 = 33.69/5.39 X904)))) => 33.69/5.39 ex1( 33.69/5.39 X900, 33.69/5.39 ^[V_17]: 33.69/5.39 X902( 33.69/5.39 V_17)))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X908, 33.69/5.39 X910:( 33.69/5.39 ( 33.69/5.39 $i > $o))]: 33.69/5.39 (( 33.69/5.39 ![X912]: 33.69/5.39 (in( 33.69/5.39 X912,X908) => 33.69/5.39 (![X914]: 33.69/5.39 (in( 33.69/5.39 X914,X908) => 33.69/5.39 (X910( 33.69/5.39 X912) => 33.69/5.39 (X910( 33.69/5.39 X914) => 33.69/5.39 (X912 = 33.69/5.39 X914))))))) => 33.69/5.39 (( 33.69/5.39 ?[X916]: 33.69/5.39 (X910( 33.69/5.39 X916) & 33.69/5.39 in( 33.69/5.39 X916,X908))) => 33.69/5.39 ex1( 33.69/5.39 X908, 33.69/5.39 ^[V_18]: 33.69/5.39 X910( 33.69/5.39 V_18))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X918, 33.69/5.39 X920]: 33.69/5.39 (( 33.69/5.39 setadjoin( 33.69/5.39 X918, 33.69/5.39 emptyset) = 33.69/5.39 setadjoin( 33.69/5.39 X920, 33.69/5.39 emptyset)) => 33.69/5.39 (X918 = 33.69/5.39 X920))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X922, 33.69/5.39 X924,X926]: 33.69/5.39 (in( 33.69/5.39 setadjoin( 33.69/5.39 X926, 33.69/5.39 emptyset), 33.69/5.39 setadjoin( 33.69/5.39 setadjoin( 33.69/5.39 X922, 33.69/5.39 emptyset), 33.69/5.39 setadjoin( 33.69/5.39 setadjoin( 33.69/5.39 X922, 33.69/5.39 setadjoin( 33.69/5.39 X924, 33.69/5.39 emptyset)), 33.69/5.39 emptyset))) => 33.69/5.39 (X922 = 33.69/5.39 X926))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X928]: 33.69/5.39 (iskpair( 33.69/5.39 X928) => 33.69/5.39 singleton( 33.69/5.39 dsetconstr( 33.69/5.39 setunion( 33.69/5.39 X928), 33.69/5.39 ^[V_19]: 33.69/5.39 in( 33.69/5.39 setadjoin( 33.69/5.39 V_19, 33.69/5.39 emptyset), 33.69/5.39 X928))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X930]: 33.69/5.39 (singleton( 33.69/5.39 X930) => 33.69/5.39 in( 33.69/5.39 setunion( 33.69/5.39 X930), 33.69/5.39 X930))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X932, 33.69/5.39 X934]: 33.69/5.39 (kfst( 33.69/5.39 kpair( 33.69/5.39 X932,X934)) = 33.69/5.39 X932)) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X936, 33.69/5.39 X938,X940]: 33.69/5.39 (in( 33.69/5.39 X940, 33.69/5.39 cartprod( 33.69/5.39 X936,X938)) => 33.69/5.39 in( 33.69/5.39 kfst( 33.69/5.39 X940), 33.69/5.39 X936))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X942, 33.69/5.39 X944, 33.69/5.39 X946,X948]: 33.69/5.39 (( 33.69/5.39 setadjoin( 33.69/5.39 setadjoin( 33.69/5.39 X942, 33.69/5.39 emptyset), 33.69/5.39 setadjoin( 33.69/5.39 setadjoin( 33.69/5.39 X942, 33.69/5.39 setadjoin( 33.69/5.39 X944, 33.69/5.39 emptyset)), 33.69/5.39 emptyset)) = 33.69/5.39 setadjoin( 33.69/5.39 setadjoin( 33.69/5.39 X946, 33.69/5.39 emptyset), 33.69/5.39 setadjoin( 33.69/5.39 setadjoin( 33.69/5.39 X946, 33.69/5.39 setadjoin( 33.69/5.39 X948, 33.69/5.39 emptyset)), 33.69/5.39 emptyset))) => 33.69/5.39 (X942 = 33.69/5.39 X946))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X950, 33.69/5.39 X952, 33.69/5.39 X954,X956]: 33.69/5.39 (( 33.69/5.39 kpair( 33.69/5.39 X950,X952) = 33.69/5.39 kpair( 33.69/5.39 X954,X956)) => 33.69/5.39 (X950 = 33.69/5.39 X954))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X958, 33.69/5.39 X960]: 33.69/5.39 (( 33.69/5.39 X958 = 33.69/5.39 X960) => 33.69/5.39 (setadjoin( 33.69/5.39 X958, 33.69/5.39 setadjoin( 33.69/5.39 X960, 33.69/5.39 emptyset)) = 33.69/5.39 setadjoin( 33.69/5.39 X958, 33.69/5.39 emptyset)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X962, 33.69/5.39 X964]: 33.69/5.39 (( 33.69/5.39 X962 = 33.69/5.39 X964) => 33.69/5.39 (setadjoin( 33.69/5.39 setadjoin( 33.69/5.39 X962, 33.69/5.39 emptyset), 33.69/5.39 setadjoin( 33.69/5.39 setadjoin( 33.69/5.39 X962, 33.69/5.39 setadjoin( 33.69/5.39 X964, 33.69/5.39 emptyset)), 33.69/5.39 emptyset)) = 33.69/5.39 setadjoin( 33.69/5.39 setadjoin( 33.69/5.39 X962, 33.69/5.39 emptyset), 33.69/5.39 emptyset)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X966, 33.69/5.39 X968, 33.69/5.39 X970,X972]: 33.69/5.39 (( 33.69/5.39 setadjoin( 33.69/5.39 setadjoin( 33.69/5.39 X966, 33.69/5.39 emptyset), 33.69/5.39 setadjoin( 33.69/5.39 setadjoin( 33.69/5.39 X966, 33.69/5.39 setadjoin( 33.69/5.39 X968, 33.69/5.39 emptyset)), 33.69/5.39 emptyset)) = 33.69/5.39 setadjoin( 33.69/5.39 setadjoin( 33.69/5.39 X970, 33.69/5.39 emptyset), 33.69/5.39 setadjoin( 33.69/5.39 setadjoin( 33.69/5.39 X970, 33.69/5.39 setadjoin( 33.69/5.39 X972, 33.69/5.39 emptyset)), 33.69/5.39 emptyset))) => 33.69/5.39 (( 33.69/5.39 X970 = 33.69/5.39 X972) => 33.69/5.39 (X968 = 33.69/5.39 X972)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X974, 33.69/5.39 X976,X978]: 33.69/5.39 (( 33.69/5.39 setadjoin( 33.69/5.39 X974, 33.69/5.39 setadjoin( 33.69/5.39 X976, 33.69/5.39 emptyset)) = 33.69/5.39 setadjoin( 33.69/5.39 X978, 33.69/5.39 emptyset)) => 33.69/5.39 (X974 = 33.69/5.39 X976))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X980, 33.69/5.39 X982, 33.69/5.39 X984,X986]: 33.69/5.39 (( 33.69/5.39 setadjoin( 33.69/5.39 setadjoin( 33.69/5.39 X980, 33.69/5.39 emptyset), 33.69/5.39 setadjoin( 33.69/5.39 setadjoin( 33.69/5.39 X980, 33.69/5.39 setadjoin( 33.69/5.39 X982, 33.69/5.39 emptyset)), 33.69/5.39 emptyset)) = 33.69/5.39 setadjoin( 33.69/5.39 setadjoin( 33.69/5.39 X984, 33.69/5.39 emptyset), 33.69/5.39 setadjoin( 33.69/5.39 setadjoin( 33.69/5.39 X984, 33.69/5.39 setadjoin( 33.69/5.39 X986, 33.69/5.39 emptyset)), 33.69/5.39 emptyset))) => 33.69/5.39 (X982 = 33.69/5.39 X986))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X988, 33.69/5.39 X990, 33.69/5.39 X992,X994]: 33.69/5.39 (( 33.69/5.39 kpair( 33.69/5.39 X988,X990) = 33.69/5.39 kpair( 33.69/5.39 X992,X994)) => 33.69/5.39 (X990 = 33.69/5.39 X994))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X996]: 33.69/5.39 (iskpair( 33.69/5.39 X996) => 33.69/5.39 singleton( 33.69/5.39 dsetconstr( 33.69/5.39 setunion( 33.69/5.39 X996), 33.69/5.39 ^[V_20]: 33.69/5.39 (X996 = 33.69/5.39 kpair( 33.69/5.39 kfst( 33.69/5.39 X996), 33.69/5.39 V_20)))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X998, 33.69/5.39 X1000]: 33.69/5.39 (ksnd( 33.69/5.39 kpair( 33.69/5.39 X998, 33.69/5.39 X1000)) = 33.69/5.39 X1000)) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1002]: 33.69/5.39 (iskpair( 33.69/5.39 X1002) => 33.69/5.39 (kpair( 33.69/5.39 kfst( 33.69/5.39 X1002), 33.69/5.39 ksnd( 33.69/5.39 X1002)) = 33.69/5.39 X1002))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1004, 33.69/5.39 X1006, 33.69/5.39 X1008]: 33.69/5.39 (in( 33.69/5.39 X1008, 33.69/5.39 cartprod( 33.69/5.39 X1004, 33.69/5.39 X1006)) => 33.69/5.39 in( 33.69/5.39 ksnd( 33.69/5.39 X1008), 33.69/5.39 X1006))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1010, 33.69/5.39 X1012, 33.69/5.39 X1014, 33.69/5.39 X1016]: 33.69/5.39 (in( 33.69/5.39 kpair( 33.69/5.39 X1014, 33.69/5.39 X1016), 33.69/5.39 cartprod( 33.69/5.39 X1010, 33.69/5.39 X1012)) => 33.69/5.39 in( 33.69/5.39 X1014, 33.69/5.39 X1010))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1018, 33.69/5.39 X1020, 33.69/5.39 X1022, 33.69/5.39 X1024]: 33.69/5.39 (in( 33.69/5.39 kpair( 33.69/5.39 X1022, 33.69/5.39 X1024), 33.69/5.39 cartprod( 33.69/5.39 X1018, 33.69/5.39 X1020)) => 33.69/5.39 in( 33.69/5.39 X1024, 33.69/5.39 X1020))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1026, 33.69/5.39 X1028, 33.69/5.39 X1030]: 33.69/5.39 (in( 33.69/5.39 X1030, 33.69/5.39 X1026) => 33.69/5.39 (![X1032]: 33.69/5.39 (in( 33.69/5.39 X1032, 33.69/5.39 X1028) => 33.69/5.39 (kpair( 33.69/5.39 X1030, 33.69/5.39 X1032) = 33.69/5.39 kpair( 33.69/5.39 X1030, 33.69/5.39 X1032)))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1034, 33.69/5.39 X1036, 33.69/5.39 X1038]: 33.69/5.39 (in( 33.69/5.39 X1038, 33.69/5.39 X1034) => 33.69/5.39 (![X1040]: 33.69/5.39 (in( 33.69/5.39 X1040, 33.69/5.39 X1036) => 33.69/5.39 (kfst( 33.69/5.39 kpair( 33.69/5.39 X1038, 33.69/5.39 X1040)) = 33.69/5.39 X1038))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1042, 33.69/5.39 X1044, 33.69/5.39 X1046]: 33.69/5.39 (in( 33.69/5.39 X1046, 33.69/5.39 X1042) => 33.69/5.39 (![X1048]: 33.69/5.39 (in( 33.69/5.39 X1048, 33.69/5.39 X1044) => 33.69/5.39 (ksnd( 33.69/5.39 kpair( 33.69/5.39 X1046, 33.69/5.39 X1048)) = 33.69/5.39 X1048))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1050, 33.69/5.39 X1052, 33.69/5.39 X1054]: 33.69/5.39 (in( 33.69/5.39 X1054, 33.69/5.39 cartprod( 33.69/5.39 X1050, 33.69/5.39 X1052)) => 33.69/5.39 (kpair( 33.69/5.39 kfst( 33.69/5.39 X1054), 33.69/5.39 ksnd( 33.69/5.39 X1054)) = 33.69/5.39 X1054))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1056, 33.69/5.39 X1058, 33.69/5.39 X1060:( 33.69/5.39 ($i * $i) > 33.69/5.39 $o),X1062]: 33.69/5.39 (in( 33.69/5.39 X1062, 33.69/5.39 X1056) => 33.69/5.39 (![X1064]: 33.69/5.39 (in( 33.69/5.39 X1064, 33.69/5.39 X1058) => 33.69/5.39 (X1060( 33.69/5.39 X1062, 33.69/5.39 X1064) => 33.69/5.39 in( 33.69/5.39 kpair( 33.69/5.39 X1062, 33.69/5.39 X1064), 33.69/5.39 dpsetconstr( 33.69/5.39 X1056, 33.69/5.39 X1058, 33.69/5.39 ^[V_21, 33.69/5.39 V_22]: 33.69/5.39 X1060( 33.69/5.39 V_21,V_22)))))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1066, 33.69/5.39 X1068, 33.69/5.39 X1070:( 33.69/5.39 ($i * $i) > 33.69/5.39 $o)]: 33.69/5.39 subset( 33.69/5.39 dpsetconstr( 33.69/5.39 X1066, 33.69/5.39 X1068, 33.69/5.39 ^[V_23, 33.69/5.39 V_24]: 33.69/5.39 X1070( 33.69/5.39 V_23,V_24)), 33.69/5.39 cartprod( 33.69/5.39 X1066, 33.69/5.39 X1068))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1072, 33.69/5.39 X1074, 33.69/5.39 X1076:( 33.69/5.39 ($i * $i) > 33.69/5.39 $o)]: 33.69/5.39 breln( 33.69/5.39 X1072, 33.69/5.39 X1074, 33.69/5.39 dpsetconstr( 33.69/5.39 X1072, 33.69/5.39 X1074, 33.69/5.39 ^[V_25, 33.69/5.39 V_26]: 33.69/5.39 X1076( 33.69/5.39 V_25,V_26)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1078, 33.69/5.39 X1080, 33.69/5.39 X1082:( 33.69/5.39 ($i * $i) > 33.69/5.39 $o),X1084]: 33.69/5.39 (in( 33.69/5.39 X1084, 33.69/5.39 X1078) => 33.69/5.39 (![X1086]: 33.69/5.39 (in( 33.69/5.39 X1086, 33.69/5.39 X1080) => 33.69/5.39 (in( 33.69/5.39 kpair( 33.69/5.39 X1084, 33.69/5.39 X1086), 33.69/5.39 dpsetconstr( 33.69/5.39 X1078, 33.69/5.39 X1080, 33.69/5.39 ^[V_27, 33.69/5.39 V_28]: 33.69/5.39 X1082( 33.69/5.39 V_27,V_28))) => 33.69/5.39 X1082( 33.69/5.39 X1084, 33.69/5.39 X1086)))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1088, 33.69/5.39 X1090, 33.69/5.39 X1092:( 33.69/5.39 ($i * $i) > 33.69/5.39 $o), 33.69/5.39 X1094, 33.69/5.39 X1096]: 33.69/5.39 (in( 33.69/5.39 kpair( 33.69/5.39 X1094, 33.69/5.39 X1096), 33.69/5.39 dpsetconstr( 33.69/5.39 X1088, 33.69/5.39 X1090, 33.69/5.39 ^[V_29, 33.69/5.39 V_30]: 33.69/5.39 X1092( 33.69/5.39 V_29,V_30))) => 33.69/5.39 in( 33.69/5.39 X1094, 33.69/5.39 X1088))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1098, 33.69/5.39 X1100, 33.69/5.39 X1102:( 33.69/5.39 ($i * $i) > 33.69/5.39 $o), 33.69/5.39 X1104, 33.69/5.39 X1106]: 33.69/5.39 (in( 33.69/5.39 kpair( 33.69/5.39 X1104, 33.69/5.39 X1106), 33.69/5.39 dpsetconstr( 33.69/5.39 X1098, 33.69/5.39 X1100, 33.69/5.39 ^[V_31, 33.69/5.39 V_32]: 33.69/5.39 X1102( 33.69/5.39 V_31,V_32))) => 33.69/5.39 in( 33.69/5.39 X1106, 33.69/5.39 X1100))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1108, 33.69/5.39 X1110, 33.69/5.39 X1112:( 33.69/5.39 ($i * $i) > 33.69/5.39 $o), 33.69/5.39 X1114, 33.69/5.39 X1116]: 33.69/5.39 (in( 33.69/5.39 kpair( 33.69/5.39 X1114, 33.69/5.39 X1116), 33.69/5.39 dpsetconstr( 33.69/5.39 X1108, 33.69/5.39 X1110, 33.69/5.39 ^[V_33, 33.69/5.39 V_34]: 33.69/5.39 X1112( 33.69/5.39 V_33,V_34))) => 33.69/5.39 X1112( 33.69/5.39 X1114, 33.69/5.39 X1116))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1118, 33.69/5.39 X1120, 33.69/5.39 X1122]: 33.69/5.39 (func( 33.69/5.39 X1118, 33.69/5.39 X1120, 33.69/5.39 X1122) => 33.69/5.39 (![X1124]: 33.69/5.39 (in( 33.69/5.39 X1124, 33.69/5.39 X1118) => 33.69/5.39 singleton( 33.69/5.39 dsetconstr( 33.69/5.39 X1120, 33.69/5.39 ^[V_35]: 33.69/5.39 in( 33.69/5.39 kpair( 33.69/5.39 X1124, 33.69/5.39 V_35), 33.69/5.39 X1122))))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1126, 33.69/5.39 X1128, 33.69/5.39 X1130]: 33.69/5.39 (func( 33.69/5.39 X1126, 33.69/5.39 X1128, 33.69/5.39 X1130) => 33.69/5.39 (![X1132]: 33.69/5.39 (in( 33.69/5.39 X1132, 33.69/5.39 X1126) => 33.69/5.39 in( 33.69/5.39 setunion( 33.69/5.39 dsetconstr( 33.69/5.39 X1128, 33.69/5.39 ^[V_36]: 33.69/5.39 in( 33.69/5.39 kpair( 33.69/5.39 X1132, 33.69/5.39 V_36), 33.69/5.39 X1130))), 33.69/5.39 X1128))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1134, 33.69/5.39 X1136, 33.69/5.39 X1138]: 33.69/5.39 (func( 33.69/5.39 X1134, 33.69/5.39 X1136, 33.69/5.39 X1138) => 33.69/5.39 (![X1140]: 33.69/5.39 (in( 33.69/5.39 X1140, 33.69/5.39 X1134) => 33.69/5.39 in( 33.69/5.39 ap( 33.69/5.39 X1134, 33.69/5.39 X1136, 33.69/5.39 X1138, 33.69/5.39 X1140), 33.69/5.39 X1136))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1142, 33.69/5.39 X1144, 33.69/5.39 X1146]: 33.69/5.39 (in( 33.69/5.39 X1146, 33.69/5.39 funcSet( 33.69/5.39 X1142, 33.69/5.39 X1144)) => 33.69/5.39 func( 33.69/5.39 X1142, 33.69/5.39 X1144, 33.69/5.39 X1146))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1148, 33.69/5.39 X1150, 33.69/5.39 X1152]: 33.69/5.39 (in( 33.69/5.39 X1152, 33.69/5.39 funcSet( 33.69/5.39 X1148, 33.69/5.39 X1150)) => 33.69/5.39 (![X1154]: 33.69/5.39 (in( 33.69/5.39 X1154, 33.69/5.39 X1148) => 33.69/5.39 in( 33.69/5.39 ap( 33.69/5.39 X1148, 33.69/5.39 X1150, 33.69/5.39 X1152, 33.69/5.39 X1154), 33.69/5.39 X1150))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1156, 33.69/5.39 X1158, 33.69/5.39 X1160]: 33.69/5.39 (func( 33.69/5.39 X1156, 33.69/5.39 X1158, 33.69/5.39 X1160) => 33.69/5.39 in( 33.69/5.39 X1160, 33.69/5.39 funcSet( 33.69/5.39 X1156, 33.69/5.39 X1158)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1162, 33.69/5.39 X1164, 33.69/5.39 X1166:( 33.69/5.39 ( 33.69/5.39 $i > $i))]: 33.69/5.39 (( 33.69/5.39 ![X1168]: 33.69/5.39 (in( 33.69/5.39 X1168, 33.69/5.39 X1162) => 33.69/5.39 in( 33.69/5.39 X1166( 33.69/5.39 X1168), 33.69/5.39 X1164))) => 33.69/5.39 func( 33.69/5.39 X1162, 33.69/5.39 X1164, 33.69/5.39 dpsetconstr( 33.69/5.39 X1162, 33.69/5.39 X1164, 33.69/5.39 ^[V_37, 33.69/5.39 V_38]: 33.69/5.39 (X1166( 33.69/5.39 V_37) = 33.69/5.39 V_38))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1170, 33.69/5.39 X1172, 33.69/5.39 X1174:( 33.69/5.39 ( 33.69/5.39 $i > $i))]: 33.69/5.39 (( 33.69/5.39 ![X1176]: 33.69/5.39 (in( 33.69/5.39 X1176, 33.69/5.39 X1170) => 33.69/5.39 in( 33.69/5.39 X1174( 33.69/5.39 X1176), 33.69/5.39 X1172))) => 33.69/5.39 func( 33.69/5.39 X1170, 33.69/5.39 X1172, 33.69/5.39 lam( 33.69/5.39 X1170, 33.69/5.39 X1172, 33.69/5.39 ^[V_39]: 33.69/5.39 X1174( 33.69/5.39 V_39))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1178, 33.69/5.39 X1180, 33.69/5.39 X1182:( 33.69/5.39 ( 33.69/5.39 $i > $i))]: 33.69/5.39 (( 33.69/5.39 ![X1184]: 33.69/5.39 (in( 33.69/5.39 X1184, 33.69/5.39 X1178) => 33.69/5.39 in( 33.69/5.39 X1182( 33.69/5.39 X1184), 33.69/5.39 X1180))) => 33.69/5.39 in( 33.69/5.39 lam( 33.69/5.39 X1178, 33.69/5.39 X1180, 33.69/5.39 ^[V_40]: 33.69/5.39 X1182( 33.69/5.39 V_40)), 33.69/5.39 funcSet( 33.69/5.39 X1178, 33.69/5.39 X1180)))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1186, 33.69/5.39 X1188, 33.69/5.39 X1190]: 33.69/5.39 (breln( 33.69/5.39 X1186, 33.69/5.39 X1188, 33.69/5.39 X1190) => 33.69/5.39 (![X1192:( 33.69/5.39 ( 33.69/5.39 $i > $o))]: 33.69/5.39 (( 33.69/5.39 ![X1194]: 33.69/5.39 (in( 33.69/5.39 X1194, 33.69/5.39 X1186) => 33.69/5.39 (![X1196]: 33.69/5.39 (in( 33.69/5.39 X1196, 33.69/5.39 X1188) => 33.69/5.39 (in( 33.69/5.39 kpair( 33.69/5.39 X1194, 33.69/5.39 X1196), 33.69/5.39 X1190) => 33.69/5.39 X1192( 33.69/5.39 kpair( 33.69/5.39 X1194, 33.69/5.39 X1196))))))) => 33.69/5.39 (![X1198]: 33.69/5.39 (in( 33.69/5.39 X1198, 33.69/5.39 X1190) => 33.69/5.39 X1192( 33.69/5.39 X1198))))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1200, 33.69/5.39 X1202, 33.69/5.39 X1204]: 33.69/5.39 (breln( 33.69/5.39 X1200, 33.69/5.39 X1202, 33.69/5.39 X1204) => 33.69/5.39 (![X1206:( 33.69/5.39 ( 33.69/5.39 $i > $o))]: 33.69/5.39 (( 33.69/5.39 ![X1208]: 33.69/5.39 (in( 33.69/5.39 X1208, 33.69/5.39 X1200) => 33.69/5.39 (![X1210]: 33.69/5.39 (in( 33.69/5.39 X1210, 33.69/5.39 X1202) => 33.69/5.39 (in( 33.69/5.39 kpair( 33.69/5.39 X1208, 33.69/5.39 X1210), 33.69/5.39 X1204) => 33.69/5.39 X1206( 33.69/5.39 kpair( 33.69/5.39 X1208, 33.69/5.39 X1210))))))) => 33.69/5.39 (![X1212]: 33.69/5.39 (in( 33.69/5.39 X1212, 33.69/5.39 X1204) => 33.69/5.39 X1206( 33.69/5.39 X1212))))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1214, 33.69/5.39 X1216:( 33.69/5.39 ( 33.69/5.39 $i > $o))]: 33.69/5.39 (ex1( 33.69/5.39 X1214, 33.69/5.39 ^[V_41]: 33.69/5.39 X1216( 33.69/5.39 V_41)) => 33.69/5.39 (![X1218]: 33.69/5.39 (in( 33.69/5.39 X1218, 33.69/5.39 X1214) => 33.69/5.39 (![X1220]: 33.69/5.39 (in( 33.69/5.39 X1220, 33.69/5.39 X1214) => 33.69/5.39 (X1216( 33.69/5.39 X1218) => 33.69/5.39 (X1216( 33.69/5.39 X1220) => 33.69/5.39 (X1218 = 33.69/5.39 X1220))))))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1222, 33.69/5.39 X1224, 33.69/5.39 X1226]: 33.69/5.39 (func( 33.69/5.39 X1222, 33.69/5.39 X1224, 33.69/5.39 X1226) => 33.69/5.39 (![X1228]: 33.69/5.39 (in( 33.69/5.39 X1228, 33.69/5.39 X1222) => 33.69/5.39 in( 33.69/5.39 kpair( 33.69/5.39 X1228, 33.69/5.39 ap( 33.69/5.39 X1222, 33.69/5.39 X1224, 33.69/5.39 X1226, 33.69/5.39 X1228)), 33.69/5.39 X1226))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1230, 33.69/5.39 X1232, 33.69/5.39 X1234]: 33.69/5.39 (in( 33.69/5.39 X1234, 33.69/5.39 funcSet( 33.69/5.39 X1230, 33.69/5.39 X1232)) => 33.69/5.39 (![X1236]: 33.69/5.39 (in( 33.69/5.39 X1236, 33.69/5.39 X1230) => 33.69/5.39 in( 33.69/5.39 kpair( 33.69/5.39 X1236, 33.69/5.39 ap( 33.69/5.39 X1230, 33.69/5.39 X1232, 33.69/5.39 X1234, 33.69/5.39 X1236)), 33.69/5.39 X1234))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1238, 33.69/5.39 X1240, 33.69/5.39 X1242]: 33.69/5.39 (func( 33.69/5.39 X1238, 33.69/5.39 X1240, 33.69/5.39 X1242) => 33.69/5.39 (![X1244]: 33.69/5.39 (in( 33.69/5.39 X1244, 33.69/5.39 X1238) => 33.69/5.39 (![X1246]: 33.69/5.39 (in( 33.69/5.39 X1246, 33.69/5.39 X1240) => 33.69/5.39 (in( 33.69/5.39 kpair( 33.69/5.39 X1244, 33.69/5.39 X1246), 33.69/5.39 X1242) => 33.69/5.39 (ap( 33.69/5.39 X1238, 33.69/5.39 X1240, 33.69/5.39 X1242, 33.69/5.39 X1244) = 33.69/5.39 X1246)))))))) => 33.69/5.39 ( 33.69/5.39 ( 33.69/5.39 ![X1248, 33.69/5.39 X1250, 33.69/5.39 X1252]: 33.69/5.39 (func( 33.69/5.39 X1248, 33.69/5.39 X1250, 33.69/5.39 X1252) => 33.69/5.39 (![X1254]: 33.69/5.39 (func( 33.69/5.39 X1248, 33.69/5.39 X1250, 33.69/5.39 X1254) => 33.69/5.39 (( 33.69/5.39 ![X1256]: 33.69/5.39 (in( 33.69/5.39 X1256, 33.69/5.39 X1248) => 33.69/5.39 (ap( 33.69/5.40 X1248, 33.69/5.40 X1250, 33.69/5.40 X1252, 33.69/5.40 X1256) = 33.69/5.40 ap( 33.69/5.40 X1248, 33.69/5.40 X1250, 33.69/5.40 X1254, 33.69/5.40 X1256)))) => 33.69/5.40 (![X1258]: 33.69/5.40 (in( 33.69/5.40 X1258, 33.69/5.40 X1248) => 33.69/5.40 (![X1260]: 33.69/5.40 (in( 33.69/5.40 X1260, 33.69/5.40 X1250) => 33.69/5.40 (in( 33.69/5.40 kpair( 33.69/5.40 X1258, 33.69/5.40 X1260), 33.69/5.40 X1254) => 33.69/5.40 in( 33.69/5.40 kpair( 33.69/5.40 X1258, 33.69/5.40 X1260), 33.69/5.40 X1252))))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1262, 33.69/5.40 X1264, 33.69/5.40 X1266]: 33.69/5.40 (in( 33.69/5.40 X1266, 33.69/5.40 funcSet( 33.69/5.40 X1262, 33.69/5.40 X1264)) => 33.69/5.40 (![X1268]: 33.69/5.40 (in( 33.69/5.40 X1268, 33.69/5.40 X1262) => 33.69/5.40 (![X1270]: 33.69/5.40 (in( 33.69/5.40 X1270, 33.69/5.40 X1264) => 33.69/5.40 (in( 33.69/5.40 kpair( 33.69/5.40 X1268, 33.69/5.40 X1270), 33.69/5.40 X1266) => 33.69/5.40 (ap( 33.69/5.40 X1262, 33.69/5.40 X1264, 33.69/5.40 X1266, 33.69/5.40 X1268) = 33.69/5.40 X1270)))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1272, 33.69/5.40 X1274, 33.69/5.40 X1276]: 33.69/5.40 (breln( 33.69/5.40 X1272, 33.69/5.40 X1274, 33.69/5.40 X1276) => 33.69/5.40 (![X1278]: 33.69/5.40 (breln( 33.69/5.40 X1272, 33.69/5.40 X1274, 33.69/5.40 X1278) => 33.69/5.40 (( 33.69/5.40 ![X1280]: 33.69/5.40 (in( 33.69/5.40 X1280, 33.69/5.40 X1272) => 33.69/5.40 (![X1282]: 33.69/5.40 (in( 33.69/5.40 X1282, 33.69/5.40 X1274) => 33.69/5.40 (in( 33.69/5.40 kpair( 33.69/5.40 X1280, 33.69/5.40 X1282), 33.69/5.40 X1276) => 33.69/5.40 in( 33.69/5.40 kpair( 33.69/5.40 X1280, 33.69/5.40 X1282), 33.69/5.40 X1278)))))) => 33.69/5.40 subset( 33.69/5.40 X1276, 33.69/5.40 X1278)))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1284, 33.69/5.40 X1286, 33.69/5.40 X1288]: 33.69/5.40 (breln( 33.69/5.40 X1284, 33.69/5.40 X1286, 33.69/5.40 X1288) => 33.69/5.40 (![X1290]: 33.69/5.40 (breln( 33.69/5.40 X1284, 33.69/5.40 X1286, 33.69/5.40 X1290) => 33.69/5.40 (( 33.69/5.40 ![X1292]: 33.69/5.40 (in( 33.69/5.40 X1292, 33.69/5.40 X1284) => 33.69/5.40 (![X1294]: 33.69/5.40 (in( 33.69/5.40 X1294, 33.69/5.40 X1286) => 33.69/5.40 (in( 33.69/5.40 kpair( 33.69/5.40 X1292, 33.69/5.40 X1294), 33.69/5.40 X1288) => 33.69/5.40 in( 33.69/5.40 kpair( 33.69/5.40 X1292, 33.69/5.40 X1294), 33.69/5.40 X1290)))))) => 33.69/5.40 (( 33.69/5.40 ![X1296]: 33.69/5.40 (in( 33.69/5.40 X1296, 33.69/5.40 X1284) => 33.69/5.40 (![X1298]: 33.69/5.40 (in( 33.69/5.40 X1298, 33.69/5.40 X1286) => 33.69/5.40 (in( 33.69/5.40 kpair( 33.69/5.40 X1296, 33.69/5.40 X1298), 33.69/5.40 X1290) => 33.69/5.40 in( 33.69/5.40 kpair( 33.69/5.40 X1296, 33.69/5.40 X1298), 33.69/5.40 X1288)))))) => 33.69/5.40 (X1288 = 33.69/5.40 X1290))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1300, 33.69/5.40 X1302, 33.69/5.40 X1304]: 33.69/5.40 (func( 33.69/5.40 X1300, 33.69/5.40 X1302, 33.69/5.40 X1304) => 33.69/5.40 (![X1306]: 33.69/5.40 (func( 33.69/5.40 X1300, 33.69/5.40 X1302, 33.69/5.40 X1306) => 33.69/5.40 (( 33.69/5.40 ![X1308]: 33.69/5.40 (in( 33.69/5.40 X1308, 33.69/5.40 X1300) => 33.69/5.40 (ap( 33.69/5.40 X1300, 33.69/5.40 X1302, 33.69/5.40 X1304, 33.69/5.40 X1308) = 33.69/5.40 ap( 33.69/5.40 X1300, 33.69/5.40 X1302, 33.69/5.40 X1306, 33.69/5.40 X1308)))) => 33.69/5.40 (X1304 = 33.69/5.40 X1306)))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1310, 33.69/5.40 X1312, 33.69/5.40 X1314]: 33.69/5.40 (in( 33.69/5.40 X1314, 33.69/5.40 funcSet( 33.69/5.40 X1310, 33.69/5.40 X1312)) => 33.69/5.40 (![X1316]: 33.69/5.40 (in( 33.69/5.40 X1316, 33.69/5.40 funcSet( 33.69/5.40 X1310, 33.69/5.40 X1312)) => 33.69/5.40 (( 33.69/5.40 ![X1318]: 33.69/5.40 (in( 33.69/5.40 X1318, 33.69/5.40 X1310) => 33.69/5.40 (ap( 33.69/5.40 X1310, 33.69/5.40 X1312, 33.69/5.40 X1314, 33.69/5.40 X1318) = 33.69/5.40 ap( 33.69/5.40 X1310, 33.69/5.40 X1312, 33.69/5.40 X1316, 33.69/5.40 X1318)))) => 33.69/5.40 (X1314 = 33.69/5.40 X1316)))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1320, 33.69/5.40 X1322, 33.69/5.40 X1324]: 33.69/5.40 (in( 33.69/5.40 X1324, 33.69/5.40 funcSet( 33.69/5.40 X1320, 33.69/5.40 X1322)) => 33.69/5.40 (![X1326]: 33.69/5.40 (in( 33.69/5.40 X1326, 33.69/5.40 X1320) => 33.69/5.40 (ap( 33.69/5.40 X1320, 33.69/5.40 X1322, 33.69/5.40 X1324, 33.69/5.40 X1326) = 33.69/5.40 ap( 33.69/5.40 X1320, 33.69/5.40 X1322, 33.69/5.40 X1324, 33.69/5.40 X1326)))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1328, 33.69/5.40 X1330, 33.69/5.40 X1332]: 33.69/5.40 (func( 33.69/5.40 X1328, 33.69/5.40 X1330, 33.69/5.40 X1332) => 33.69/5.40 (![X1334]: 33.69/5.40 (in( 33.69/5.40 X1334, 33.69/5.40 X1328) => 33.69/5.40 (ap( 33.69/5.40 X1328, 33.69/5.40 X1330, 33.69/5.40 X1332, 33.69/5.40 X1334) = 33.69/5.40 ap( 33.69/5.40 X1328, 33.69/5.40 X1330, 33.69/5.40 X1332, 33.69/5.40 X1334)))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1336, 33.69/5.40 X1338, 33.69/5.40 X1340:( 33.69/5.40 ( 33.69/5.40 $i > $i))]: 33.69/5.40 (( 33.69/5.40 ![X1342]: 33.69/5.40 (in( 33.69/5.40 X1342, 33.69/5.40 X1336) => 33.69/5.40 in( 33.69/5.40 X1340( 33.69/5.40 X1342), 33.69/5.40 X1338))) => 33.69/5.40 (![X1344]: 33.69/5.40 (in( 33.69/5.40 X1344, 33.69/5.40 X1336) => 33.69/5.40 (ap( 33.69/5.40 X1336, 33.69/5.40 X1338, 33.69/5.40 lam( 33.69/5.40 X1336, 33.69/5.40 X1338, 33.69/5.40 ^[V_42]: 33.69/5.40 X1340( 33.69/5.40 V_42)), 33.69/5.40 X1344) = 33.69/5.40 X1340( 33.69/5.40 X1344)))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1346, 33.69/5.40 X1348, 33.69/5.40 X1350]: 33.69/5.40 (func( 33.69/5.40 X1346, 33.69/5.40 X1348, 33.69/5.40 X1350) => 33.69/5.40 (lam( 33.69/5.40 X1346, 33.69/5.40 X1348, 33.69/5.40 ^[V_43]: 33.69/5.40 ap( 33.69/5.40 X1346, 33.69/5.40 X1348, 33.69/5.40 X1350, 33.69/5.40 V_43)) = 33.69/5.40 X1350))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1352, 33.69/5.40 X1354, 33.69/5.40 X1356:( 33.69/5.40 ( 33.69/5.40 $i > $i))]: 33.69/5.40 (( 33.69/5.40 ![X1358]: 33.69/5.40 (in( 33.69/5.40 X1358, 33.69/5.40 X1352) => 33.69/5.40 in( 33.69/5.40 X1356( 33.69/5.40 X1358), 33.69/5.40 X1354))) => 33.69/5.40 (lam( 33.69/5.40 X1352, 33.69/5.40 X1354, 33.69/5.40 ^[V_44]: 33.69/5.40 X1356( 33.69/5.40 V_44)) = 33.69/5.40 lam( 33.69/5.40 X1352, 33.69/5.40 X1354, 33.69/5.40 ^[V_45]: 33.69/5.40 X1356( 33.69/5.40 V_45))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1360, 33.69/5.40 X1362, 33.69/5.40 X1364:( 33.69/5.40 ( 33.69/5.40 $i > $i))]: 33.69/5.40 (( 33.69/5.40 ![X1366]: 33.69/5.40 (in( 33.69/5.40 X1366, 33.69/5.40 X1360) => 33.69/5.40 in( 33.69/5.40 X1364( 33.69/5.40 X1366), 33.69/5.40 X1362))) => 33.69/5.40 (![X1368]: 33.69/5.40 (in( 33.69/5.40 X1368, 33.69/5.40 X1360) => 33.69/5.40 (ap( 33.69/5.40 X1360, 33.69/5.40 X1362, 33.69/5.40 lam( 33.69/5.40 X1360, 33.69/5.40 X1362, 33.69/5.40 ^[V_46]: 33.69/5.40 X1364( 33.69/5.40 V_46)), 33.69/5.40 X1368) = 33.69/5.40 X1364( 33.69/5.40 X1368)))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1370, 33.69/5.40 X1372, 33.69/5.40 X1374]: 33.69/5.40 (in( 33.69/5.40 X1374, 33.69/5.40 funcSet( 33.69/5.40 X1370, 33.69/5.40 X1372)) => 33.69/5.40 (lam( 33.69/5.40 X1370, 33.69/5.40 X1372, 33.69/5.40 ^[V_47]: 33.69/5.40 ap( 33.69/5.40 X1370, 33.69/5.40 X1372, 33.69/5.40 X1374, 33.69/5.40 V_47)) = 33.69/5.40 X1374))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1376, 33.69/5.40 X1378:$o, 33.69/5.40 X1380]: 33.69/5.40 (in( 33.69/5.40 X1380, 33.69/5.40 X1376) => 33.69/5.40 (![X1382]: 33.69/5.40 (in( 33.69/5.40 X1382, 33.69/5.40 X1376) => 33.69/5.40 (( 33.69/5.40 ~X1378) => 33.69/5.40 in( 33.69/5.40 X1382, 33.69/5.40 dsetconstr( 33.69/5.40 X1376, 33.69/5.40 ^[V_48]: 33.69/5.40 (( 33.69/5.40 ( 33.69/5.40 V_48 = 33.69/5.40 X1382) & 33.69/5.40 ( 33.69/5.40 ~X1378)) | 33.69/5.40 (( 33.69/5.40 V_48 = 33.69/5.40 X1380) & 33.69/5.40 X1378))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1384, 33.69/5.40 X1386:$o, 33.69/5.40 X1388]: 33.69/5.40 (in( 33.69/5.40 X1388, 33.69/5.40 X1384) => 33.69/5.40 (![X1390]: 33.69/5.40 (in( 33.69/5.40 X1390, 33.69/5.40 X1384) => 33.69/5.40 (( 33.69/5.40 ~X1386) => 33.69/5.40 (dsetconstr( 33.69/5.40 X1384, 33.69/5.40 ^[V_49]: 33.69/5.40 (( 33.69/5.40 ( 33.69/5.40 V_49 = 33.69/5.40 X1390) & 33.69/5.40 ( 33.69/5.40 ~X1386)) | 33.69/5.40 (( 33.69/5.40 V_49 = 33.69/5.40 X1388) & 33.69/5.40 X1386))) = 33.69/5.40 setadjoin( 33.69/5.40 X1390, 33.69/5.40 emptyset))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1392, 33.69/5.40 X1394:$o, 33.69/5.40 X1396]: 33.69/5.40 (in( 33.69/5.40 X1396, 33.69/5.40 X1392) => 33.69/5.40 (![X1398]: 33.69/5.40 (in( 33.69/5.40 X1398, 33.69/5.40 X1392) => 33.69/5.40 (X1394 => 33.69/5.40 in( 33.69/5.40 X1396, 33.69/5.40 dsetconstr( 33.69/5.40 X1392, 33.69/5.40 ^[V_50]: 33.69/5.40 (( 33.69/5.40 ( 33.69/5.40 V_50 = 33.69/5.40 X1398) & 33.69/5.40 ( 33.69/5.40 ~X1394)) | 33.69/5.40 (( 33.69/5.40 V_50 = 33.69/5.40 X1396) & 33.69/5.40 X1394))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1400, 33.69/5.40 X1402:$o, 33.69/5.40 X1404]: 33.69/5.40 (in( 33.69/5.40 X1404, 33.69/5.40 X1400) => 33.69/5.40 (![X1406]: 33.69/5.40 (in( 33.69/5.40 X1406, 33.69/5.40 X1400) => 33.69/5.40 (X1402 => 33.69/5.40 (dsetconstr( 33.69/5.40 X1400, 33.69/5.40 ^[V_51]: 33.69/5.40 (( 33.69/5.40 ( 33.69/5.40 V_51 = 33.69/5.40 X1406) & 33.69/5.40 ( 33.69/5.40 ~X1402)) | 33.69/5.40 (( 33.69/5.40 V_51 = 33.69/5.40 X1404) & 33.69/5.40 X1402))) = 33.69/5.40 setadjoin( 33.69/5.40 X1404, 33.69/5.40 emptyset))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1408, 33.69/5.40 X1410:$o, 33.69/5.40 X1412]: 33.69/5.40 (in( 33.69/5.40 X1412, 33.69/5.40 X1408) => 33.69/5.40 (![X1414]: 33.69/5.40 (in( 33.69/5.40 X1414, 33.69/5.40 X1408) => 33.69/5.40 singleton( 33.69/5.40 dsetconstr( 33.69/5.40 X1408, 33.69/5.40 ^[V_52]: 33.69/5.40 (( 33.69/5.40 ( 33.69/5.40 V_52 = 33.69/5.40 X1414) & 33.69/5.40 ( 33.69/5.40 ~X1410)) | 33.69/5.40 (( 33.69/5.40 V_52 = 33.69/5.40 X1412) & 33.69/5.40 X1410)))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1416, 33.69/5.40 X1418:$o, 33.69/5.40 X1420]: 33.69/5.40 (in( 33.69/5.40 X1420, 33.69/5.40 X1416) => 33.69/5.40 (![X1422]: 33.69/5.40 (in( 33.69/5.40 X1422, 33.69/5.40 X1416) => 33.69/5.40 in( 33.69/5.40 if( 33.69/5.40 X1416, 33.69/5.40 X1418, 33.69/5.40 X1420, 33.69/5.40 X1422), 33.69/5.40 X1416))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1424]: 33.69/5.40 (singleton( 33.69/5.40 X1424) => 33.69/5.40 (![X1426]: 33.69/5.40 (in( 33.69/5.40 X1426, 33.69/5.40 X1424) => 33.69/5.40 (setunion( 33.69/5.40 X1424) = 33.69/5.40 X1426))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1428, 33.69/5.40 X1430:$o, 33.69/5.40 X1432]: 33.69/5.40 (in( 33.69/5.40 X1432, 33.69/5.40 X1428) => 33.69/5.40 (![X1434]: 33.69/5.40 (in( 33.69/5.40 X1434, 33.69/5.40 X1428) => 33.69/5.40 (X1430 => 33.69/5.40 (if( 33.69/5.40 X1428, 33.69/5.40 X1430, 33.69/5.40 X1432, 33.69/5.40 X1434) = 33.69/5.40 X1432)))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1436, 33.69/5.40 X1438:$o, 33.69/5.40 X1440]: 33.69/5.40 (in( 33.69/5.40 X1440, 33.69/5.40 X1436) => 33.69/5.40 (![X1442]: 33.69/5.40 (in( 33.69/5.40 X1442, 33.69/5.40 X1436) => 33.69/5.40 (( 33.69/5.40 ~X1438) => 33.69/5.40 (if( 33.69/5.40 X1436, 33.69/5.40 X1438, 33.69/5.40 X1440, 33.69/5.40 X1442) = 33.69/5.40 X1442)))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1444, 33.69/5.40 X1446:$o, 33.69/5.40 X1448]: 33.69/5.40 (in( 33.69/5.40 X1448, 33.69/5.40 X1444) => 33.69/5.40 (![X1450]: 33.69/5.40 (in( 33.69/5.40 X1450, 33.69/5.40 X1444) => 33.69/5.40 in( 33.69/5.40 if( 33.69/5.40 X1444, 33.69/5.40 X1446, 33.69/5.40 X1448, 33.69/5.40 X1450), 33.69/5.40 setadjoin( 33.69/5.40 X1448, 33.69/5.40 setadjoin( 33.69/5.40 X1450, 33.69/5.40 emptyset))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1452, 33.69/5.40 X1454]: 33.69/5.40 (in( 33.69/5.40 X1454, 33.69/5.40 powerset( 33.69/5.40 X1452)) => 33.69/5.40 (![X1456]: 33.69/5.40 (in( 33.69/5.40 X1456, 33.69/5.40 powerset( 33.69/5.40 X1452)) => 33.69/5.40 in( 33.69/5.40 binintersect( 33.69/5.40 X1454, 33.69/5.40 X1456), 33.69/5.40 powerset( 33.69/5.40 X1452)))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1458, 33.69/5.40 X1460]: 33.69/5.40 (in( 33.69/5.40 X1460, 33.69/5.40 powerset( 33.69/5.40 X1458)) => 33.69/5.40 (![X1462]: 33.69/5.40 (in( 33.69/5.40 X1462, 33.69/5.40 powerset( 33.69/5.40 X1458)) => 33.69/5.40 in( 33.69/5.40 binunion( 33.69/5.40 X1460, 33.69/5.40 X1462), 33.69/5.40 powerset( 33.69/5.40 X1458)))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1464, 33.69/5.40 X1466]: 33.69/5.40 (in( 33.69/5.40 X1466, 33.69/5.40 powerset( 33.69/5.40 X1464)) => 33.69/5.40 in( 33.69/5.40 powerset( 33.69/5.40 X1466), 33.69/5.40 powerset( 33.69/5.40 powerset( 33.69/5.40 X1464))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1468, 33.69/5.40 X1470]: 33.69/5.40 (in( 33.69/5.40 X1470, 33.69/5.40 powerset( 33.69/5.40 X1468)) => 33.69/5.40 (![X1472]: 33.69/5.40 (in( 33.69/5.40 X1472, 33.69/5.40 powerset( 33.69/5.40 X1468)) => 33.69/5.40 in( 33.69/5.40 setminus( 33.69/5.40 X1470, 33.69/5.40 X1472), 33.69/5.40 powerset( 33.69/5.40 X1468)))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1474, 33.69/5.40 X1476]: 33.69/5.40 (in( 33.69/5.40 X1476, 33.69/5.40 powerset( 33.69/5.40 X1474)) => 33.69/5.40 in( 33.69/5.40 setminus( 33.69/5.40 X1474, 33.69/5.40 X1476), 33.69/5.40 powerset( 33.69/5.40 X1474)))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1478, 33.69/5.40 X1480]: 33.69/5.40 (in( 33.69/5.40 X1480, 33.69/5.40 powerset( 33.69/5.40 X1478)) => 33.69/5.40 (![X1482]: 33.69/5.40 (in( 33.69/5.40 X1482, 33.69/5.40 powerset( 33.69/5.40 X1478)) => 33.69/5.40 (( 33.69/5.40 ![X1484]: 33.69/5.40 (in( 33.69/5.40 X1484, 33.69/5.40 X1478) => 33.69/5.40 (in( 33.69/5.40 X1484, 33.69/5.40 X1480) => 33.69/5.40 in( 33.69/5.40 X1484, 33.69/5.40 X1482)))) => 33.69/5.40 (( 33.69/5.40 ![X1486]: 33.69/5.40 (in( 33.69/5.40 X1486, 33.69/5.40 X1478) => 33.69/5.40 (in( 33.69/5.40 X1486, 33.69/5.40 X1482) => 33.69/5.40 in( 33.69/5.40 X1486, 33.69/5.40 X1480)))) => 33.69/5.40 (X1480 = 33.69/5.40 X1482))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1488, 33.69/5.40 X1490]: 33.69/5.40 (in( 33.69/5.40 X1490, 33.69/5.40 powerset( 33.69/5.40 X1488)) => 33.69/5.40 (![X1492]: 33.69/5.40 (in( 33.69/5.40 X1492, 33.69/5.40 powerset( 33.69/5.40 X1488)) => 33.69/5.40 (( 33.69/5.40 ![X1494]: 33.69/5.40 (in( 33.69/5.40 X1494, 33.69/5.40 X1488) => 33.69/5.40 (in( 33.69/5.40 X1494, 33.69/5.40 X1490) => 33.69/5.40 in( 33.69/5.40 X1494, 33.69/5.40 X1492)))) => 33.69/5.40 subset( 33.69/5.40 X1490, 33.69/5.40 X1492)))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1496, 33.69/5.40 X1498]: 33.69/5.40 (in( 33.69/5.40 X1498, 33.69/5.40 powerset( 33.69/5.40 X1496)) => 33.69/5.40 (![X1500]: 33.69/5.40 (in( 33.69/5.40 X1500, 33.69/5.40 powerset( 33.69/5.40 X1496)) => 33.69/5.40 (( 33.69/5.40 ![X1502]: 33.69/5.40 (in( 33.69/5.40 X1502, 33.69/5.40 X1496) => 33.69/5.40 (in( 33.69/5.40 X1502, 33.69/5.40 X1498) => 33.69/5.40 in( 33.69/5.40 X1502, 33.69/5.40 X1500)))) => 33.69/5.40 in( 33.69/5.40 X1498, 33.69/5.40 powerset( 33.69/5.40 X1500))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1504, 33.69/5.40 X1506]: 33.69/5.40 (in( 33.69/5.40 X1506, 33.69/5.40 powerset( 33.69/5.40 X1504)) => 33.69/5.40 (![X1508]: 33.69/5.40 (in( 33.69/5.40 X1508, 33.69/5.40 powerset( 33.69/5.40 X1504)) => 33.69/5.40 (![X1510]: 33.69/5.40 (in( 33.69/5.40 X1510, 33.69/5.40 X1504) => 33.69/5.40 (in( 33.69/5.40 X1506, 33.69/5.40 powerset( 33.69/5.40 X1508)) => 33.69/5.40 (in( 33.69/5.40 X1510, 33.69/5.40 X1506) => 33.69/5.40 in( 33.69/5.40 X1510, 33.69/5.40 X1508))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1512, 33.69/5.40 X1514]: 33.69/5.40 (in( 33.69/5.40 X1514, 33.69/5.40 powerset( 33.69/5.40 X1512)) => 33.69/5.40 (![X1516]: 33.69/5.40 (in( 33.69/5.40 X1516, 33.69/5.40 X1512) => 33.69/5.40 (in( 33.69/5.40 X1516, 33.69/5.40 X1514) => 33.69/5.40 (~ 33.69/5.40 in( 33.69/5.40 X1516, 33.69/5.40 setminus( 33.69/5.40 X1512, 33.69/5.40 X1514)))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1518, 33.69/5.40 X1520]: 33.69/5.40 (in( 33.69/5.40 X1520, 33.69/5.40 powerset( 33.69/5.40 X1518)) => 33.69/5.40 (![X1522]: 33.69/5.40 (in( 33.69/5.40 X1522, 33.69/5.40 X1518) => 33.69/5.40 (( 33.69/5.40 ~ 33.69/5.40 in( 33.69/5.40 X1522, 33.69/5.40 setminus( 33.69/5.40 X1518, 33.69/5.40 X1520))) => 33.69/5.40 in( 33.69/5.40 X1522, 33.69/5.40 X1520)))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1524, 33.69/5.40 X1526]: 33.69/5.40 (in( 33.69/5.40 X1526, 33.69/5.40 powerset( 33.69/5.40 X1524)) => 33.69/5.40 (![X1528]: 33.69/5.40 (in( 33.69/5.40 X1528, 33.69/5.40 powerset( 33.69/5.40 X1524)) => 33.69/5.40 (![X1530]: 33.69/5.40 (in( 33.69/5.40 X1530, 33.69/5.40 X1524) => 33.69/5.40 (( 33.69/5.40 ~ 33.69/5.40 in( 33.69/5.40 X1530, 33.69/5.40 X1526)) => 33.69/5.40 (~ 33.69/5.40 in( 33.69/5.40 X1530, 33.69/5.40 binintersect( 33.69/5.40 X1526, 33.69/5.40 X1528)))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1532, 33.69/5.40 X1534]: 33.69/5.40 (in( 33.69/5.40 X1534, 33.69/5.40 powerset( 33.69/5.40 X1532)) => 33.69/5.40 (![X1536]: 33.69/5.40 (in( 33.69/5.40 X1536, 33.69/5.40 powerset( 33.69/5.40 X1532)) => 33.69/5.40 (![X1538]: 33.69/5.40 (in( 33.69/5.40 X1538, 33.69/5.40 X1532) => 33.69/5.40 (( 33.69/5.40 ~ 33.69/5.40 in( 33.69/5.40 X1538, 33.69/5.40 X1536)) => 33.69/5.40 (~ 33.69/5.40 in( 33.69/5.40 X1538, 33.69/5.40 binintersect( 33.69/5.40 X1534, 33.69/5.40 X1536)))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1540, 33.69/5.40 X1542]: 33.69/5.40 (in( 33.69/5.40 X1542, 33.69/5.40 powerset( 33.69/5.40 X1540)) => 33.69/5.40 (![X1544]: 33.69/5.40 (in( 33.69/5.40 X1544, 33.69/5.40 powerset( 33.69/5.40 X1540)) => 33.69/5.40 (![X1546]: 33.69/5.40 (in( 33.69/5.40 X1546, 33.69/5.40 X1540) => 33.69/5.40 (subset( 33.69/5.40 X1542, 33.69/5.40 setminus( 33.69/5.40 X1540, 33.69/5.40 X1544)) => 33.69/5.40 (in( 33.69/5.40 X1546, 33.69/5.40 X1544) => 33.69/5.40 (~ 33.69/5.40 in( 33.69/5.40 X1546, 33.69/5.40 X1542)))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1548, 33.69/5.40 X1550]: 33.69/5.40 (in( 33.69/5.40 X1550, 33.69/5.40 powerset( 33.69/5.40 X1548)) => 33.69/5.40 (![X1552]: 33.69/5.40 (in( 33.69/5.40 X1552, 33.69/5.40 powerset( 33.69/5.40 X1548)) => 33.69/5.40 (![X1554]: 33.69/5.40 (in( 33.69/5.40 X1554, 33.69/5.40 X1548) => 33.69/5.40 (subset( 33.69/5.40 X1550, 33.69/5.40 X1552) => 33.69/5.40 (( 33.69/5.40 ~ 33.69/5.40 in( 33.69/5.40 X1554, 33.69/5.40 X1552)) => 33.69/5.40 (~ 33.69/5.40 in( 33.69/5.40 X1554, 33.69/5.40 X1550)))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1556, 33.69/5.40 X1558]: 33.69/5.40 (in( 33.69/5.40 X1558, 33.69/5.40 powerset( 33.69/5.40 X1556)) => 33.69/5.40 (![X1560]: 33.69/5.40 (in( 33.69/5.40 X1560, 33.69/5.40 powerset( 33.69/5.40 X1556)) => 33.69/5.40 (subset( 33.69/5.40 X1558, 33.69/5.40 X1560) => 33.69/5.40 subset( 33.69/5.40 setminus( 33.69/5.40 X1556, 33.69/5.40 X1560), 33.69/5.40 setminus( 33.69/5.40 X1556, 33.69/5.40 X1558))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1562, 33.69/5.40 X1564]: 33.69/5.40 (in( 33.69/5.40 X1564, 33.69/5.40 powerset( 33.69/5.40 X1562)) => 33.69/5.40 (![X1566]: 33.69/5.40 (in( 33.69/5.40 X1566, 33.69/5.40 powerset( 33.69/5.40 X1562)) => 33.69/5.40 (subset( 33.69/5.40 setminus( 33.69/5.40 X1562, 33.69/5.40 X1566), 33.69/5.40 setminus( 33.69/5.40 X1562, 33.69/5.40 X1564)) => 33.69/5.40 subset( 33.69/5.40 X1564, 33.69/5.40 X1566)))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1568, 33.69/5.40 X1570]: 33.69/5.40 (in( 33.69/5.40 X1570, 33.69/5.40 powerset( 33.69/5.40 X1568)) => 33.69/5.40 (![X1572]: 33.69/5.40 (in( 33.69/5.40 X1572, 33.69/5.40 X1568) => 33.69/5.40 (in( 33.69/5.40 X1572, 33.69/5.40 X1570) => 33.69/5.40 in( 33.69/5.40 X1572, 33.69/5.40 setminus( 33.69/5.40 X1568, 33.69/5.40 setminus( 33.69/5.40 X1568, 33.69/5.40 X1570)))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1574, 33.69/5.40 X1576]: 33.69/5.40 (in( 33.69/5.40 X1576, 33.69/5.40 powerset( 33.69/5.40 X1574)) => 33.69/5.40 (![X1578]: 33.69/5.40 (in( 33.69/5.40 X1578, 33.69/5.40 X1574) => 33.69/5.40 (in( 33.69/5.40 X1578, 33.69/5.40 setminus( 33.69/5.40 X1574, 33.69/5.40 setminus( 33.69/5.40 X1574, 33.69/5.40 X1576))) => 33.69/5.40 in( 33.69/5.40 X1578, 33.69/5.40 X1576)))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1580, 33.69/5.40 X1582]: 33.69/5.40 (in( 33.69/5.40 X1582, 33.69/5.40 powerset( 33.69/5.40 X1580)) => 33.69/5.40 subset( 33.69/5.40 X1582, 33.69/5.40 setminus( 33.69/5.40 X1580, 33.69/5.40 setminus( 33.69/5.40 X1580, 33.69/5.40 X1582))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1584, 33.69/5.40 X1586]: 33.69/5.40 (in( 33.69/5.40 X1586, 33.69/5.40 powerset( 33.69/5.40 X1584)) => 33.69/5.40 subset( 33.69/5.40 setminus( 33.69/5.40 X1584, 33.69/5.40 setminus( 33.69/5.40 X1584, 33.69/5.40 X1586)), 33.69/5.40 X1586))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1588, 33.69/5.40 X1590]: 33.69/5.40 (in( 33.69/5.40 X1590, 33.69/5.40 powerset( 33.69/5.40 X1588)) => 33.69/5.40 (X1590 = 33.69/5.40 setminus( 33.69/5.40 X1588, 33.69/5.40 setminus( 33.69/5.40 X1588, 33.69/5.40 X1590))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1592, 33.69/5.40 X1594]: 33.69/5.40 (in( 33.69/5.40 X1594, 33.69/5.40 powerset( 33.69/5.40 X1592)) => 33.69/5.40 (![X1596]: 33.69/5.40 (in( 33.69/5.40 X1596, 33.69/5.40 powerset( 33.69/5.40 X1592)) => 33.69/5.40 (![X1598]: 33.69/5.40 (in( 33.69/5.40 X1598, 33.69/5.40 X1592) => 33.69/5.40 (in( 33.69/5.40 X1598, 33.69/5.40 setminus( 33.69/5.40 X1592, 33.69/5.40 X1594)) => 33.69/5.40 (~ 33.69/5.40 in( 33.69/5.40 X1598, 33.69/5.40 binintersect( 33.69/5.40 X1594, 33.69/5.40 X1596)))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1600, 33.69/5.40 X1602]: 33.69/5.40 (in( 33.69/5.40 X1602, 33.69/5.40 powerset( 33.69/5.40 X1600)) => 33.69/5.40 (![X1604]: 33.69/5.40 (in( 33.69/5.40 X1604, 33.69/5.40 powerset( 33.69/5.40 X1600)) => 33.69/5.40 (![X1606]: 33.69/5.40 (in( 33.69/5.40 X1606, 33.69/5.40 X1600) => 33.69/5.40 (in( 33.69/5.40 X1606, 33.69/5.40 setminus( 33.69/5.40 X1600, 33.69/5.40 X1602)) => 33.69/5.40 in( 33.69/5.40 X1606, 33.69/5.40 setminus( 33.69/5.40 X1600, 33.69/5.40 binintersect( 33.69/5.40 X1602, 33.69/5.40 X1604)))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1608, 33.69/5.40 X1610]: 33.69/5.40 (in( 33.69/5.40 X1610, 33.69/5.40 powerset( 33.69/5.40 X1608)) => 33.69/5.40 (![X1612]: 33.69/5.40 (in( 33.69/5.40 X1612, 33.69/5.40 powerset( 33.69/5.40 X1608)) => 33.69/5.40 subset( 33.69/5.40 setminus( 33.69/5.40 X1608, 33.69/5.40 X1610), 33.69/5.40 setminus( 33.69/5.40 X1608, 33.69/5.40 binintersect( 33.69/5.40 X1610, 33.69/5.40 X1612))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1614, 33.69/5.40 X1616]: 33.69/5.40 (in( 33.69/5.40 X1616, 33.69/5.40 powerset( 33.69/5.40 X1614)) => 33.69/5.40 (![X1618]: 33.69/5.40 (in( 33.69/5.40 X1618, 33.69/5.40 powerset( 33.69/5.40 X1614)) => 33.69/5.40 in( 33.69/5.40 setminus( 33.69/5.40 X1614, 33.69/5.40 X1616), 33.69/5.40 powerset( 33.69/5.40 setminus( 33.69/5.40 X1614, 33.69/5.40 binintersect( 33.69/5.40 X1616, 33.69/5.40 X1618)))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1620, 33.69/5.40 X1622]: 33.69/5.40 (in( 33.69/5.40 X1622, 33.69/5.40 powerset( 33.69/5.40 X1620)) => 33.69/5.40 (![X1624]: 33.69/5.40 (in( 33.69/5.40 X1624, 33.69/5.40 powerset( 33.69/5.40 X1620)) => 33.69/5.40 (subset( 33.69/5.40 X1622, 33.69/5.40 setminus( 33.69/5.40 X1620, 33.69/5.40 X1624)) => 33.69/5.40 (![X1626]: 33.69/5.40 (in( 33.69/5.40 X1626, 33.69/5.40 X1620) => 33.69/5.40 (in( 33.69/5.40 X1626, 33.69/5.40 X1624) => 33.69/5.40 in( 33.69/5.40 X1626, 33.69/5.40 setminus( 33.69/5.40 X1620, 33.69/5.40 X1622)))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1628, 33.69/5.40 X1630]: 33.69/5.40 (in( 33.69/5.40 X1630, 33.69/5.40 powerset( 33.69/5.40 X1628)) => 33.69/5.40 (![X1632]: 33.69/5.40 (in( 33.69/5.40 X1632, 33.69/5.40 powerset( 33.69/5.40 X1628)) => 33.69/5.40 (subset( 33.69/5.40 X1630, 33.69/5.40 setminus( 33.69/5.40 X1628, 33.69/5.40 X1632)) => 33.69/5.40 subset( 33.69/5.40 X1632, 33.69/5.40 setminus( 33.69/5.40 X1628, 33.69/5.40 X1630))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1634, 33.69/5.40 X1636]: 33.69/5.40 (in( 33.69/5.40 X1636, 33.69/5.40 powerset( 33.69/5.40 X1634)) => 33.69/5.40 (![X1638]: 33.69/5.40 (in( 33.69/5.40 X1638, 33.69/5.40 powerset( 33.69/5.40 X1634)) => 33.69/5.40 (![X1640]: 33.69/5.40 (in( 33.69/5.40 X1640, 33.69/5.40 X1634) => 33.69/5.40 (( 33.69/5.40 ~ 33.69/5.40 in( 33.69/5.40 X1640, 33.69/5.40 binunion( 33.69/5.40 X1636, 33.69/5.40 X1638))) => 33.69/5.40 (~ 33.69/5.40 in( 33.69/5.40 X1640, 33.69/5.40 X1636))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1642, 33.69/5.40 X1644]: 33.69/5.40 (in( 33.69/5.40 X1644, 33.69/5.40 powerset( 33.69/5.40 X1642)) => 33.69/5.40 (![X1646]: 33.69/5.40 (in( 33.69/5.40 X1646, 33.69/5.40 powerset( 33.69/5.40 X1642)) => 33.69/5.40 (![X1648]: 33.69/5.40 (in( 33.69/5.40 X1648, 33.69/5.40 X1642) => 33.69/5.40 (( 33.69/5.40 ~ 33.69/5.40 in( 33.69/5.40 X1648, 33.69/5.40 binunion( 33.69/5.40 X1644, 33.69/5.40 X1646))) => 33.69/5.40 (~ 33.69/5.40 in( 33.69/5.40 X1648, 33.69/5.40 X1646))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1650, 33.69/5.40 X1652]: 33.69/5.40 (in( 33.69/5.40 X1652, 33.69/5.40 powerset( 33.69/5.40 X1650)) => 33.69/5.40 (![X1654]: 33.69/5.40 (in( 33.69/5.40 X1654, 33.69/5.40 powerset( 33.69/5.40 X1650)) => 33.69/5.40 (![X1656]: 33.69/5.40 (in( 33.69/5.40 X1656, 33.69/5.40 powerset( 33.69/5.40 X1650)) => 33.69/5.40 (![X1658]: 33.69/5.40 (in( 33.69/5.40 X1658, 33.69/5.40 X1650) => 33.69/5.40 (in( 33.69/5.40 X1658, 33.69/5.40 binintersect( 33.69/5.40 X1652, 33.69/5.40 X1654)) => 33.69/5.40 in( 33.69/5.40 X1658, 33.69/5.40 binunion( 33.69/5.40 X1652, 33.69/5.40 X1656))))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1660, 33.69/5.40 X1662]: 33.69/5.40 (in( 33.69/5.40 X1662, 33.69/5.40 powerset( 33.69/5.40 X1660)) => 33.69/5.40 (![X1664]: 33.69/5.40 (in( 33.69/5.40 X1664, 33.69/5.40 powerset( 33.69/5.40 X1660)) => 33.69/5.40 (![X1666]: 33.69/5.40 (in( 33.69/5.40 X1666, 33.69/5.40 powerset( 33.69/5.40 X1660)) => 33.69/5.40 (![X1668]: 33.69/5.40 (in( 33.69/5.40 X1668, 33.69/5.40 X1660) => 33.69/5.40 (in( 33.69/5.40 X1668, 33.69/5.40 binintersect( 33.69/5.40 X1662, 33.69/5.40 X1664)) => 33.69/5.40 in( 33.69/5.40 X1668, 33.69/5.40 binunion( 33.69/5.40 X1664, 33.69/5.40 X1666))))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1670, 33.69/5.40 X1672]: 33.69/5.40 (in( 33.69/5.40 X1672, 33.69/5.40 powerset( 33.69/5.40 X1670)) => 33.69/5.40 (![X1674]: 33.69/5.40 (in( 33.69/5.40 X1674, 33.69/5.40 powerset( 33.69/5.40 X1670)) => 33.69/5.40 (![X1676]: 33.69/5.40 (in( 33.69/5.40 X1676, 33.69/5.40 powerset( 33.69/5.40 X1670)) => 33.69/5.40 (![X1678]: 33.69/5.40 (in( 33.69/5.40 X1678, 33.69/5.40 X1670) => 33.69/5.40 (in( 33.69/5.40 X1678, 33.69/5.40 binintersect( 33.69/5.40 X1672, 33.69/5.40 X1674)) => 33.69/5.40 in( 33.69/5.40 X1678, 33.69/5.40 binintersect( 33.69/5.40 binunion( 33.69/5.40 X1672, 33.69/5.40 X1676), 33.69/5.40 binunion( 33.69/5.40 X1674, 33.69/5.40 X1676)))))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1680, 33.69/5.40 X1682]: 33.69/5.40 (in( 33.69/5.40 X1682, 33.69/5.40 powerset( 33.69/5.40 X1680)) => 33.69/5.40 (![X1684]: 33.69/5.40 (in( 33.69/5.40 X1684, 33.69/5.40 powerset( 33.69/5.40 X1680)) => 33.69/5.40 (![X1686]: 33.69/5.40 (in( 33.69/5.40 X1686, 33.69/5.40 powerset( 33.69/5.40 X1680)) => 33.69/5.40 in( 33.69/5.40 binintersect( 33.69/5.40 X1682, 33.69/5.40 X1684), 33.69/5.40 powerset( 33.69/5.40 binintersect( 33.69/5.40 binunion( 33.69/5.40 X1682, 33.69/5.40 X1686), 33.69/5.40 binunion( 33.69/5.40 X1684, 33.69/5.40 X1686)))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1688, 33.69/5.40 X1690]: 33.69/5.40 (in( 33.69/5.40 X1690, 33.69/5.40 powerset( 33.69/5.40 X1688)) => 33.69/5.40 (![X1692]: 33.69/5.40 (in( 33.69/5.40 X1692, 33.69/5.40 powerset( 33.69/5.40 X1688)) => 33.69/5.40 (![X1694]: 33.69/5.40 (in( 33.69/5.40 X1694, 33.69/5.40 X1688) => 33.69/5.40 (in( 33.69/5.40 X1694, 33.69/5.40 setminus( 33.69/5.40 X1688, 33.69/5.40 binunion( 33.69/5.40 X1690, 33.69/5.40 X1692))) => 33.69/5.40 (~ 33.69/5.40 in( 33.69/5.40 X1694, 33.69/5.40 X1690))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1696, 33.69/5.40 X1698]: 33.69/5.40 (in( 33.69/5.40 X1698, 33.69/5.40 powerset( 33.69/5.40 X1696)) => 33.69/5.40 (![X1700]: 33.69/5.40 (in( 33.69/5.40 X1700, 33.69/5.40 powerset( 33.69/5.40 X1696)) => 33.69/5.40 (![X1702]: 33.69/5.40 (in( 33.69/5.40 X1702, 33.69/5.40 X1696) => 33.69/5.40 (in( 33.69/5.40 X1702, 33.69/5.40 setminus( 33.69/5.40 X1696, 33.69/5.40 binunion( 33.69/5.40 X1698, 33.69/5.40 X1700))) => 33.69/5.40 in( 33.69/5.40 X1702, 33.69/5.40 setminus( 33.69/5.40 X1696, 33.69/5.40 X1698))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1704, 33.69/5.40 X1706]: 33.69/5.40 (in( 33.69/5.40 X1706, 33.69/5.40 powerset( 33.69/5.40 X1704)) => 33.69/5.40 (![X1708]: 33.69/5.40 (in( 33.69/5.40 X1708, 33.69/5.40 powerset( 33.69/5.40 X1704)) => 33.69/5.40 (![X1710:$o, 33.69/5.40 X1712]: 33.69/5.40 (in( 33.69/5.40 X1712, 33.69/5.40 X1704) => 33.69/5.40 (in( 33.69/5.40 X1712, 33.69/5.40 binunion( 33.69/5.40 X1706, 33.69/5.40 X1708)) => 33.69/5.40 (( 33.69/5.40 in( 33.69/5.40 X1712, 33.69/5.40 X1706) => 33.69/5.40 X1710) => 33.69/5.40 (( 33.69/5.40 in( 33.69/5.40 X1712, 33.69/5.40 X1708) => 33.69/5.40 X1710) => 33.69/5.40 X1710))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1714, 33.69/5.40 X1716]: 33.69/5.40 (in( 33.69/5.40 X1716, 33.69/5.40 powerset( 33.69/5.40 X1714)) => 33.69/5.40 (![X1718]: 33.69/5.40 (in( 33.69/5.40 X1718, 33.69/5.40 powerset( 33.69/5.40 X1714)) => 33.69/5.40 (![X1720]: 33.69/5.40 (in( 33.69/5.40 X1720, 33.69/5.40 X1714) => 33.69/5.40 (( 33.69/5.40 ~ 33.69/5.40 in( 33.69/5.40 X1720, 33.69/5.40 X1716)) => 33.69/5.40 (( 33.69/5.40 ~ 33.69/5.40 in( 33.69/5.40 X1720, 33.69/5.40 X1718)) => 33.69/5.40 (~ 33.69/5.40 in( 33.69/5.40 X1720, 33.69/5.40 binunion( 33.69/5.40 X1716, 33.69/5.40 X1718))))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1722, 33.69/5.40 X1724]: 33.69/5.40 (in( 33.69/5.40 X1724, 33.69/5.40 powerset( 33.69/5.40 X1722)) => 33.69/5.40 (![X1726]: 33.69/5.40 (in( 33.69/5.40 X1726, 33.69/5.40 powerset( 33.69/5.40 X1722)) => 33.69/5.40 (![X1728]: 33.69/5.40 (in( 33.69/5.40 X1728, 33.69/5.40 X1722) => 33.69/5.40 (in( 33.69/5.40 X1728, 33.69/5.40 setminus( 33.69/5.40 X1722, 33.69/5.40 binunion( 33.69/5.40 X1724, 33.69/5.40 X1726))) => 33.69/5.40 in( 33.69/5.40 X1728, 33.69/5.40 setminus( 33.69/5.40 X1722, 33.69/5.40 X1724))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1730, 33.69/5.40 X1732]: 33.69/5.40 (in( 33.69/5.40 X1732, 33.69/5.40 powerset( 33.69/5.40 X1730)) => 33.69/5.40 (![X1734]: 33.69/5.40 (in( 33.69/5.40 X1734, 33.69/5.40 powerset( 33.69/5.40 X1730)) => 33.69/5.40 in( 33.69/5.40 setminus( 33.69/5.40 X1730, 33.69/5.40 binunion( 33.69/5.40 X1732, 33.69/5.40 X1734)), 33.69/5.40 powerset( 33.69/5.40 setminus( 33.69/5.40 X1730, 33.69/5.40 X1732))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1736, 33.69/5.40 X1738]: 33.69/5.40 (in( 33.69/5.40 X1738, 33.69/5.40 powerset( 33.69/5.40 X1736)) => 33.69/5.40 (![X1740]: 33.69/5.40 (in( 33.69/5.40 X1740, 33.69/5.40 powerset( 33.69/5.40 X1736)) => 33.69/5.40 (![X1742]: 33.69/5.40 (in( 33.69/5.40 X1742, 33.69/5.40 X1736) => 33.69/5.40 (in( 33.69/5.40 X1742, 33.69/5.40 setminus( 33.69/5.40 X1736, 33.69/5.40 binunion( 33.69/5.40 X1738, 33.69/5.40 X1740))) => 33.69/5.40 in( 33.69/5.40 X1742, 33.69/5.40 setminus( 33.69/5.40 X1736, 33.69/5.40 X1740))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1744, 33.69/5.40 X1746]: 33.69/5.40 (in( 33.69/5.40 X1746, 33.69/5.40 powerset( 33.69/5.40 X1744)) => 33.69/5.40 (![X1748]: 33.69/5.40 (in( 33.69/5.40 X1748, 33.69/5.40 powerset( 33.69/5.40 X1744)) => 33.69/5.40 (![X1750]: 33.69/5.40 (in( 33.69/5.40 X1750, 33.69/5.40 X1744) => 33.69/5.40 (in( 33.69/5.40 X1750, 33.69/5.40 setminus( 33.69/5.40 X1744, 33.69/5.40 binintersect( 33.69/5.40 X1746, 33.69/5.40 X1748))) => 33.69/5.40 in( 33.69/5.40 X1750, 33.69/5.40 binunion( 33.69/5.40 setminus( 33.69/5.40 X1744, 33.69/5.40 X1746), 33.69/5.40 setminus( 33.69/5.40 X1744, 33.69/5.40 X1748)))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1752, 33.69/5.40 X1754]: 33.69/5.40 (in( 33.69/5.40 X1754, 33.69/5.40 powerset( 33.69/5.40 X1752)) => 33.69/5.40 (![X1756]: 33.69/5.40 (in( 33.69/5.40 X1756, 33.69/5.40 powerset( 33.69/5.40 X1752)) => 33.69/5.40 (![X1758]: 33.69/5.40 (in( 33.69/5.40 X1758, 33.69/5.40 X1752) => 33.69/5.40 (in( 33.69/5.40 X1758, 33.69/5.40 binunion( 33.69/5.40 setminus( 33.69/5.40 X1752, 33.69/5.40 X1754), 33.69/5.40 setminus( 33.69/5.40 X1752, 33.69/5.40 X1756))) => 33.69/5.40 in( 33.69/5.40 X1758, 33.69/5.40 setminus( 33.69/5.40 X1752, 33.69/5.40 binintersect( 33.69/5.40 X1754, 33.69/5.40 X1756)))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1760, 33.69/5.40 X1762]: 33.69/5.40 (in( 33.69/5.40 X1762, 33.69/5.40 powerset( 33.69/5.40 X1760)) => 33.69/5.40 (![X1764]: 33.69/5.40 (in( 33.69/5.40 X1764, 33.69/5.40 powerset( 33.69/5.40 X1760)) => 33.69/5.40 (setminus( 33.69/5.40 X1760, 33.69/5.40 binintersect( 33.69/5.40 X1762, 33.69/5.40 X1764)) = 33.69/5.40 binunion( 33.69/5.40 setminus( 33.69/5.40 X1760, 33.69/5.40 X1762), 33.69/5.40 setminus( 33.69/5.40 X1760, 33.69/5.40 X1764))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1766, 33.69/5.40 X1768]: 33.69/5.40 (in( 33.69/5.40 X1768, 33.69/5.40 powerset( 33.69/5.40 X1766)) => 33.69/5.40 (![X1770]: 33.69/5.40 (in( 33.69/5.40 X1770, 33.69/5.40 powerset( 33.69/5.40 X1766)) => 33.69/5.40 (![X1772]: 33.69/5.40 (in( 33.69/5.40 X1772, 33.69/5.40 X1766) => 33.69/5.40 (in( 33.69/5.40 X1772, 33.69/5.40 setminus( 33.69/5.40 X1766, 33.69/5.40 binunion( 33.69/5.40 X1768, 33.69/5.40 X1770))) => 33.69/5.40 in( 33.69/5.40 X1772, 33.69/5.40 binintersect( 33.69/5.40 setminus( 33.69/5.40 X1766, 33.69/5.40 X1768), 33.69/5.40 setminus( 33.69/5.40 X1766, 33.69/5.40 X1770)))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1774, 33.69/5.40 X1776]: 33.69/5.40 (in( 33.69/5.40 X1776, 33.69/5.40 powerset( 33.69/5.40 X1774)) => 33.69/5.40 (![X1778]: 33.69/5.40 (in( 33.69/5.40 X1778, 33.69/5.40 powerset( 33.69/5.40 X1774)) => 33.69/5.40 (![X1780]: 33.69/5.40 (in( 33.69/5.40 X1780, 33.69/5.40 X1774) => 33.69/5.40 (in( 33.69/5.40 X1780, 33.69/5.40 setminus( 33.69/5.40 X1774, 33.69/5.40 X1776)) => 33.69/5.40 (in( 33.69/5.40 X1780, 33.69/5.40 setminus( 33.69/5.40 X1774, 33.69/5.40 X1778)) => 33.69/5.40 in( 33.69/5.40 X1780, 33.69/5.40 setminus( 33.69/5.40 X1774, 33.69/5.40 binunion( 33.69/5.40 X1776, 33.69/5.40 X1778))))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1782, 33.69/5.40 X1784]: 33.69/5.40 (in( 33.69/5.40 X1784, 33.69/5.40 powerset( 33.69/5.40 X1782)) => 33.69/5.40 (![X1786]: 33.69/5.40 (in( 33.69/5.40 X1786, 33.69/5.40 powerset( 33.69/5.40 X1782)) => 33.69/5.40 (![X1788]: 33.69/5.40 (in( 33.69/5.40 X1788, 33.69/5.40 X1782) => 33.69/5.40 (in( 33.69/5.40 X1788, 33.69/5.40 binintersect( 33.69/5.40 setminus( 33.69/5.40 X1782, 33.69/5.40 X1784), 33.69/5.40 setminus( 33.69/5.40 X1782, 33.69/5.40 X1786))) => 33.69/5.40 in( 33.69/5.40 X1788, 33.69/5.40 setminus( 33.69/5.40 X1782, 33.69/5.40 binunion( 33.69/5.40 X1784, 33.69/5.40 X1786)))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1790, 33.69/5.40 X1792]: 33.69/5.40 (in( 33.69/5.40 X1792, 33.69/5.40 powerset( 33.69/5.40 X1790)) => 33.69/5.40 (![X1794]: 33.69/5.40 (in( 33.69/5.40 X1794, 33.69/5.40 powerset( 33.69/5.40 X1790)) => 33.69/5.40 (setminus( 33.69/5.40 X1790, 33.69/5.40 binunion( 33.69/5.40 X1792, 33.69/5.40 X1794)) = 33.69/5.40 binintersect( 33.69/5.40 setminus( 33.69/5.40 X1790, 33.69/5.40 X1792), 33.69/5.40 setminus( 33.69/5.40 X1790, 33.69/5.40 X1794))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1796, 33.69/5.40 X1798]: 33.69/5.40 (in( 33.69/5.40 X1798, 33.69/5.40 powerset( 33.69/5.40 X1796)) => 33.69/5.40 (![X1800]: 33.69/5.40 (in( 33.69/5.40 X1800, 33.69/5.40 powerset( 33.69/5.40 X1796)) => 33.69/5.40 (![X1802]: 33.69/5.40 (in( 33.69/5.40 X1802, 33.69/5.40 binintersect( 33.69/5.40 X1798, 33.69/5.40 X1800)) => 33.69/5.40 in( 33.69/5.40 X1802, 33.69/5.40 X1796))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1804, 33.69/5.40 X1806]: 33.69/5.40 (in( 33.69/5.40 X1806, 33.69/5.40 powerset( 33.69/5.40 X1804)) => 33.69/5.40 (![X1808]: 33.69/5.40 (in( 33.69/5.40 X1808, 33.69/5.40 powerset( 33.69/5.40 X1804)) => 33.69/5.40 (![X1810]: 33.69/5.40 (in( 33.69/5.40 X1810, 33.69/5.40 powerset( 33.69/5.40 X1804)) => 33.69/5.40 (subset( 33.69/5.40 X1806, 33.69/5.40 X1810) => 33.69/5.40 subset( 33.69/5.40 binintersect( 33.69/5.40 X1806, 33.69/5.40 X1808), 33.69/5.40 X1810)))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1812, 33.69/5.40 X1814]: 33.69/5.40 (in( 33.69/5.40 X1814, 33.69/5.40 powerset( 33.69/5.40 X1812)) => 33.69/5.40 (![X1816]: 33.69/5.40 (in( 33.69/5.40 X1816, 33.69/5.40 powerset( 33.69/5.40 X1812)) => 33.69/5.40 (![X1818]: 33.69/5.40 (in( 33.69/5.40 X1818, 33.69/5.40 powerset( 33.69/5.40 X1812)) => 33.69/5.40 (subset( 33.69/5.40 X1816, 33.69/5.40 X1818) => 33.69/5.40 subset( 33.69/5.40 binintersect( 33.69/5.40 X1814, 33.69/5.40 X1816), 33.69/5.40 X1818)))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1820, 33.69/5.40 X1822]: 33.69/5.40 (in( 33.69/5.40 X1822, 33.69/5.40 powerset( 33.69/5.40 X1820)) => 33.69/5.40 (![X1824]: 33.69/5.40 (in( 33.69/5.40 X1824, 33.69/5.40 powerset( 33.69/5.40 X1820)) => 33.69/5.40 (![X1826]: 33.69/5.40 (in( 33.69/5.40 X1826, 33.69/5.40 powerset( 33.69/5.40 X1820)) => 33.69/5.40 (subset( 33.69/5.40 X1822, 33.69/5.40 X1824) => 33.69/5.40 (subset( 33.69/5.40 X1822, 33.69/5.40 X1826) => 33.69/5.40 subset( 33.69/5.40 X1822, 33.69/5.40 binintersect( 33.69/5.40 X1824, 33.69/5.40 X1826)))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1828, 33.69/5.40 X1830]: 33.69/5.40 (in( 33.69/5.40 X1830, 33.69/5.40 powerset( 33.69/5.40 X1828)) => 33.69/5.40 (![X1832]: 33.69/5.40 (in( 33.69/5.40 X1832, 33.69/5.40 powerset( 33.69/5.40 X1828)) => 33.69/5.40 (![X1834]: 33.69/5.40 (in( 33.69/5.40 X1834, 33.69/5.40 powerset( 33.69/5.40 X1828)) => 33.69/5.40 (![X1836]: 33.69/5.40 (in( 33.69/5.40 X1836, 33.69/5.40 powerset( 33.69/5.40 X1828)) => 33.69/5.40 (subset( 33.69/5.40 X1830, 33.69/5.40 X1834) => 33.69/5.40 (subset( 33.69/5.40 X1832, 33.69/5.40 X1836) => 33.69/5.40 subset( 33.69/5.40 binintersect( 33.69/5.40 X1830, 33.69/5.40 X1832), 33.69/5.40 binintersect( 33.69/5.40 X1834, 33.69/5.40 X1836)))))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1838, 33.69/5.40 X1840]: 33.69/5.40 (in( 33.69/5.40 X1840, 33.69/5.40 powerset( 33.69/5.40 X1838)) => 33.69/5.40 (![X1842]: 33.69/5.40 (in( 33.69/5.40 X1842, 33.69/5.40 powerset( 33.69/5.40 X1838)) => 33.69/5.40 in( 33.69/5.40 setminus( 33.69/5.40 X1838, 33.69/5.40 X1840), 33.69/5.40 powerset( 33.69/5.40 setminus( 33.69/5.40 X1838, 33.69/5.40 binintersect( 33.69/5.40 X1840, 33.69/5.40 X1842)))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1844, 33.69/5.40 X1846]: 33.69/5.40 (in( 33.69/5.40 X1846, 33.69/5.40 powerset( 33.69/5.40 X1844)) => 33.69/5.40 (![X1848]: 33.69/5.40 (in( 33.69/5.40 X1848, 33.69/5.40 powerset( 33.69/5.40 X1844)) => 33.69/5.40 (![X1850]: 33.69/5.40 (in( 33.69/5.40 X1850, 33.69/5.40 powerset( 33.69/5.40 X1844)) => 33.69/5.40 (![X1852]: 33.69/5.40 (in( 33.69/5.40 X1852, 33.69/5.40 powerset( 33.69/5.40 X1844)) => 33.69/5.40 (setminus( 33.69/5.40 X1844, 33.69/5.40 binintersect( 33.69/5.40 binunion( 33.69/5.40 X1846, 33.69/5.40 X1848), 33.69/5.40 binunion( 33.69/5.40 X1850, 33.69/5.40 X1852))) = 33.69/5.40 binunion( 33.69/5.40 binintersect( 33.69/5.40 setminus( 33.69/5.40 X1844, 33.69/5.40 X1846), 33.69/5.40 setminus( 33.69/5.40 X1844, 33.69/5.40 X1848)), 33.69/5.40 binintersect( 33.69/5.40 setminus( 33.69/5.40 X1844, 33.69/5.40 X1850), 33.69/5.40 setminus( 33.69/5.40 X1844, 33.69/5.40 X1852)))))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1854, 33.69/5.40 X1856]: 33.69/5.40 (in( 33.69/5.40 X1856, 33.69/5.40 powerset( 33.69/5.40 X1854)) => 33.69/5.40 (![X1858]: 33.69/5.40 (in( 33.69/5.40 X1858, 33.69/5.40 powerset( 33.69/5.40 X1854)) => 33.69/5.40 (![X1860]: 33.69/5.40 (in( 33.69/5.40 X1860, 33.69/5.40 powerset( 33.69/5.40 X1854)) => 33.69/5.40 in( 33.69/5.40 binintersect( 33.69/5.40 X1856, 33.69/5.40 X1858), 33.69/5.40 powerset( 33.69/5.40 binintersect( 33.69/5.40 binunion( 33.69/5.40 X1856, 33.69/5.40 X1860), 33.69/5.40 binunion( 33.69/5.40 X1858, 33.69/5.40 X1860)))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1862, 33.69/5.40 X1864]: 33.69/5.40 (in( 33.69/5.40 X1864, 33.69/5.40 powerset( 33.69/5.40 X1862)) => 33.69/5.40 (![X1866]: 33.69/5.40 (in( 33.69/5.40 X1866, 33.69/5.40 powerset( 33.69/5.40 X1862)) => 33.69/5.40 (subset( 33.69/5.40 X1864, 33.69/5.40 setminus( 33.69/5.40 X1862, 33.69/5.40 X1866)) => 33.69/5.40 subset( 33.69/5.40 X1866, 33.69/5.40 setminus( 33.69/5.40 X1862, 33.69/5.40 X1864))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1868, 33.69/5.40 X1870]: 33.69/5.40 (in( 33.69/5.40 X1870, 33.69/5.40 powerset( 33.69/5.40 X1868)) => 33.69/5.40 (![X1872]: 33.69/5.40 (in( 33.69/5.40 X1872, 33.69/5.40 powerset( 33.69/5.40 X1868)) => 33.69/5.40 in( 33.69/5.40 setminus( 33.69/5.40 X1868, 33.69/5.40 binunion( 33.69/5.40 X1870, 33.69/5.40 X1872)), 33.69/5.40 powerset( 33.69/5.40 setminus( 33.69/5.40 X1868, 33.69/5.40 X1870))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1874, 33.69/5.40 X1876]: 33.69/5.40 (breln1( 33.69/5.40 X1874, 33.69/5.40 X1876) => 33.69/5.40 (![X1878:( 33.69/5.40 ( 33.69/5.40 $i > $o))]: 33.69/5.40 (( 33.69/5.40 ![X1880]: 33.69/5.40 (in( 33.69/5.40 X1880, 33.69/5.40 X1874) => 33.69/5.40 (![X1882]: 33.69/5.40 (in( 33.69/5.40 X1882, 33.69/5.40 X1874) => 33.69/5.40 (in( 33.69/5.40 kpair( 33.69/5.40 X1880, 33.69/5.40 X1882), 33.69/5.40 X1876) => 33.69/5.40 X1878( 33.69/5.40 kpair( 33.69/5.40 X1880, 33.69/5.40 X1882))))))) => 33.69/5.40 (![X1884]: 33.69/5.40 (in( 33.69/5.40 X1884, 33.69/5.40 X1876) => 33.69/5.40 X1878( 33.69/5.40 X1884))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1886, 33.69/5.40 X1888]: 33.69/5.40 (in( 33.69/5.40 X1888, 33.69/5.40 breln1Set( 33.69/5.40 X1886)) => 33.69/5.40 breln1( 33.69/5.40 X1886, 33.69/5.40 X1888))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1890, 33.69/5.40 X1892, 33.69/5.40 X1894:( 33.69/5.40 ($i * $i) > 33.69/5.40 $o)]: 33.69/5.40 (( 33.69/5.40 ![X1896]: 33.69/5.40 (in( 33.69/5.40 X1896, 33.69/5.40 X1890) => 33.69/5.40 (?[X1898]: 33.69/5.40 (X1894( 33.69/5.40 X1896, 33.69/5.40 X1898) & 33.69/5.40 in( 33.69/5.40 X1898, 33.69/5.40 X1892))))) => 33.69/5.40 (![X1900]: 33.69/5.40 (in( 33.69/5.40 X1900, 33.69/5.40 breln1Set( 33.69/5.40 X1892)) => 33.69/5.40 (reflwellordering( 33.69/5.40 X1892, 33.69/5.40 X1900) => 33.69/5.40 (![X1902]: 33.69/5.40 (in( 33.69/5.40 X1902, 33.69/5.40 X1890) => 33.69/5.40 singleton( 33.69/5.40 dsetconstr( 33.69/5.40 X1892, 33.69/5.40 ^[V_53]: 33.69/5.40 (( 33.69/5.40 ![X1904]: 33.69/5.40 (in( 33.69/5.40 X1904, 33.69/5.40 X1892) => 33.69/5.40 (X1894( 33.69/5.40 X1902, 33.69/5.40 X1904) => 33.69/5.40 in( 33.69/5.40 kpair( 33.69/5.40 V_53, 33.69/5.40 X1904), 33.69/5.40 X1900)))) & 33.69/5.40 X1894( 33.69/5.40 X1902, 33.69/5.40 V_53))))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1906, 33.69/5.40 X1908:( 33.69/5.40 ($i * $i) > 33.69/5.40 $o)]: 33.69/5.40 breln1( 33.69/5.40 X1906, 33.69/5.40 dpsetconstr( 33.69/5.40 X1906, 33.69/5.40 X1906, 33.69/5.40 ^[V_54, 33.69/5.40 V_55]: 33.69/5.40 X1908( 33.69/5.40 V_54,V_55)))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1910, 33.69/5.40 X1912]: 33.69/5.40 (breln1( 33.69/5.40 X1910, 33.69/5.40 X1912) => 33.69/5.40 (![X1914:( 33.69/5.40 ( 33.69/5.40 $i > $o))]: 33.69/5.40 (( 33.69/5.40 ![X1916]: 33.69/5.40 (in( 33.69/5.40 X1916, 33.69/5.40 X1910) => 33.69/5.40 (![X1918]: 33.69/5.40 (in( 33.69/5.40 X1918, 33.69/5.40 X1910) => 33.69/5.40 (in( 33.69/5.40 kpair( 33.69/5.40 X1916, 33.69/5.40 X1918), 33.69/5.40 X1912) => 33.69/5.40 X1914( 33.69/5.40 kpair( 33.69/5.40 X1916, 33.69/5.40 X1918))))))) => 33.69/5.40 (![X1920]: 33.69/5.40 (in( 33.69/5.40 X1920, 33.69/5.40 X1912) => 33.69/5.40 X1914( 33.69/5.40 X1920))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1922, 33.69/5.40 X1924]: 33.69/5.40 (breln1( 33.69/5.40 X1922, 33.69/5.40 X1924) => 33.69/5.40 (![X1926]: 33.69/5.40 (breln1( 33.69/5.40 X1922, 33.69/5.40 X1926) => 33.69/5.40 (( 33.69/5.40 ![X1928]: 33.69/5.40 (in( 33.69/5.40 X1928, 33.69/5.40 X1922) => 33.69/5.40 (![X1930]: 33.69/5.40 (in( 33.69/5.40 X1930, 33.69/5.40 X1922) => 33.69/5.40 (in( 33.69/5.40 kpair( 33.69/5.40 X1928, 33.69/5.40 X1930), 33.69/5.40 X1924) => 33.69/5.40 in( 33.69/5.40 kpair( 33.69/5.40 X1928, 33.69/5.40 X1930), 33.69/5.40 X1926)))))) => 33.69/5.40 subset( 33.69/5.40 X1924, 33.69/5.40 X1926)))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1932, 33.69/5.40 X1934]: 33.69/5.40 (breln1( 33.69/5.40 X1932, 33.69/5.40 X1934) => 33.69/5.40 (![X1936]: 33.69/5.40 (breln1( 33.69/5.40 X1932, 33.69/5.40 X1936) => 33.69/5.40 (( 33.69/5.40 ![X1938]: 33.69/5.40 (in( 33.69/5.40 X1938, 33.69/5.40 X1932) => 33.69/5.40 (![X1940]: 33.69/5.40 (in( 33.69/5.40 X1940, 33.69/5.40 X1932) => 33.69/5.40 (in( 33.69/5.40 kpair( 33.69/5.40 X1938, 33.69/5.40 X1940), 33.69/5.40 X1934) => 33.69/5.40 in( 33.69/5.40 kpair( 33.69/5.40 X1938, 33.69/5.40 X1940), 33.69/5.40 X1936)))))) => 33.69/5.40 (( 33.69/5.40 ![X1942]: 33.69/5.40 (in( 33.69/5.40 X1942, 33.69/5.40 X1932) => 33.69/5.40 (![X1944]: 33.69/5.40 (in( 33.69/5.40 X1944, 33.69/5.40 X1932) => 33.69/5.40 (in( 33.69/5.40 kpair( 33.69/5.40 X1942, 33.69/5.40 X1944), 33.69/5.40 X1936) => 33.69/5.40 in( 33.69/5.40 kpair( 33.69/5.40 X1942, 33.69/5.40 X1944), 33.69/5.40 X1934)))))) => 33.69/5.40 (X1934 = 33.69/5.40 X1936))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1946, 33.69/5.40 X1948]: 33.69/5.40 (breln1( 33.69/5.40 X1946, 33.69/5.40 X1948) => 33.69/5.40 breln1( 33.69/5.40 X1946, 33.69/5.40 breln1invset( 33.69/5.40 X1946, 33.69/5.40 X1948)))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1950, 33.69/5.40 X1952]: 33.69/5.40 (breln1( 33.69/5.40 X1950, 33.69/5.40 X1952) => 33.69/5.40 (![X1954]: 33.69/5.40 (in( 33.69/5.40 X1954, 33.69/5.40 X1950) => 33.69/5.40 (![X1956]: 33.69/5.40 (in( 33.69/5.40 X1956, 33.69/5.40 X1950) => 33.69/5.40 (in( 33.69/5.40 kpair( 33.69/5.40 X1954, 33.69/5.40 X1956), 33.69/5.40 X1952) => 33.69/5.40 in( 33.69/5.40 kpair( 33.69/5.40 X1956, 33.69/5.40 X1954), 33.69/5.40 breln1invset( 33.69/5.40 X1950, 33.69/5.40 X1952))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1958, 33.69/5.40 X1960]: 33.69/5.40 (breln1( 33.69/5.40 X1958, 33.69/5.40 X1960) => 33.69/5.40 (![X1962]: 33.69/5.40 (in( 33.69/5.40 X1962, 33.69/5.40 X1958) => 33.69/5.40 (![X1964]: 33.69/5.40 (in( 33.69/5.40 X1964, 33.69/5.40 X1958) => 33.69/5.40 (in( 33.69/5.40 kpair( 33.69/5.40 X1964, 33.69/5.40 X1962), 33.69/5.40 breln1invset( 33.69/5.40 X1958, 33.69/5.40 X1960)) => 33.69/5.40 in( 33.69/5.40 kpair( 33.69/5.40 X1962, 33.69/5.40 X1964), 33.69/5.40 X1960)))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1966, 33.69/5.40 X1968]: 33.69/5.40 (breln1( 33.69/5.40 X1966, 33.69/5.40 X1968) => 33.69/5.40 (![X1970]: 33.69/5.40 (breln1( 33.69/5.40 X1966, 33.69/5.40 X1970) => 33.69/5.40 breln1( 33.69/5.40 X1966, 33.69/5.40 breln1compset( 33.69/5.40 X1966, 33.69/5.40 X1968, 33.69/5.40 X1970)))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1972, 33.69/5.40 X1974]: 33.69/5.40 (breln1( 33.69/5.40 X1972, 33.69/5.40 X1974) => 33.69/5.40 (![X1976]: 33.69/5.40 (breln1( 33.69/5.40 X1972, 33.69/5.40 X1976) => 33.69/5.40 (![X1978]: 33.69/5.40 (in( 33.69/5.40 X1978, 33.69/5.40 X1972) => 33.69/5.40 (![X1980]: 33.69/5.40 (in( 33.69/5.40 X1980, 33.69/5.40 X1972) => 33.69/5.40 (![X1982]: 33.69/5.40 (in( 33.69/5.40 X1982, 33.69/5.40 X1972) => 33.69/5.40 (in( 33.69/5.40 kpair( 33.69/5.40 X1978, 33.69/5.40 X1982), 33.69/5.40 X1974) => 33.69/5.40 (in( 33.69/5.40 kpair( 33.69/5.40 X1982, 33.69/5.40 X1980), 33.69/5.40 X1976) => 33.69/5.40 in( 33.69/5.40 kpair( 33.69/5.40 X1978, 33.69/5.40 X1980), 33.69/5.40 breln1compset( 33.69/5.40 X1972, 33.69/5.40 X1974, 33.69/5.40 X1976)))))))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1984, 33.69/5.40 X1986]: 33.69/5.40 (breln1( 33.69/5.40 X1984, 33.69/5.40 X1986) => 33.69/5.40 (![X1988]: 33.69/5.40 (breln1( 33.69/5.40 X1984, 33.69/5.40 X1988) => 33.69/5.40 (![X1990]: 33.69/5.40 (in( 33.69/5.40 X1990, 33.69/5.40 X1984) => 33.69/5.40 (![X1992]: 33.69/5.40 (in( 33.69/5.40 X1992, 33.69/5.40 X1984) => 33.69/5.40 (in( 33.69/5.40 kpair( 33.69/5.40 X1990, 33.69/5.40 X1992), 33.69/5.40 breln1compset( 33.69/5.40 X1984, 33.69/5.40 X1986, 33.69/5.40 X1988)) => 33.69/5.40 (?[X1994]: 33.69/5.40 (in( 33.69/5.40 kpair( 33.69/5.40 X1994, 33.69/5.40 X1992), 33.69/5.40 X1988) & 33.69/5.40 in( 33.69/5.40 kpair( 33.69/5.40 X1990, 33.69/5.40 X1994), 33.69/5.40 X1986) & 33.69/5.40 in( 33.69/5.40 X1994, 33.69/5.40 X1984)))))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X1996, 33.69/5.40 X1998]: 33.69/5.40 (breln1( 33.69/5.40 X1996, 33.69/5.40 X1998) => 33.69/5.40 (![X2000]: 33.69/5.40 (breln1( 33.69/5.40 X1996, 33.69/5.40 X2000) => 33.69/5.40 (![X2002]: 33.69/5.40 (in( 33.69/5.40 X2002, 33.69/5.40 X1996) => 33.69/5.40 (![X2004]: 33.69/5.40 (in( 33.69/5.40 X2004, 33.69/5.40 X1996) => 33.69/5.40 (in( 33.69/5.40 kpair( 33.69/5.40 X2002, 33.69/5.40 X2004), 33.69/5.40 breln1compset( 33.69/5.40 X1996, 33.69/5.40 X1998, 33.69/5.40 X2000)) => 33.69/5.40 (![X2006:$o]: 33.69/5.40 (( 33.69/5.40 ![X2008]: 33.69/5.40 (in( 33.69/5.40 X2008, 33.69/5.40 X1996) => 33.69/5.40 (in( 33.69/5.40 kpair( 33.69/5.40 X2002, 33.69/5.40 X2008), 33.69/5.40 X1998) => 33.69/5.40 (in( 33.69/5.40 kpair( 33.69/5.40 X2008, 33.69/5.40 X2004), 33.69/5.40 X2000) => 33.69/5.40 X2006)))) => 33.69/5.40 X2006))))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X2010, 33.69/5.40 X2012]: 33.69/5.40 (breln1( 33.69/5.40 X2010, 33.69/5.40 X2012) => 33.69/5.40 (![X2014]: 33.69/5.40 (breln1( 33.69/5.40 X2010, 33.69/5.40 X2014) => 33.69/5.40 breln1( 33.69/5.40 X2010, 33.69/5.40 binunion( 33.69/5.40 X2012, 33.69/5.40 X2014)))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X2016, 33.69/5.40 X2018]: 33.69/5.40 (breln1( 33.69/5.40 X2016, 33.69/5.40 X2018) => 33.69/5.40 (![X2020]: 33.69/5.40 (breln1( 33.69/5.40 X2016, 33.69/5.40 X2020) => 33.69/5.40 (![X2022]: 33.69/5.40 (in( 33.69/5.40 X2022, 33.69/5.40 X2016) => 33.69/5.40 (![X2024]: 33.69/5.40 (in( 33.69/5.40 X2024, 33.69/5.40 X2016) => 33.69/5.40 (in( 33.69/5.40 kpair( 33.69/5.40 X2022, 33.69/5.40 X2024), 33.69/5.40 X2018) => 33.69/5.40 in( 33.69/5.40 kpair( 33.69/5.40 X2022, 33.69/5.40 X2024), 33.69/5.40 binunion( 33.69/5.40 X2018, 33.69/5.40 X2020))))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X2026, 33.69/5.40 X2028]: 33.69/5.40 (breln1( 33.69/5.40 X2026, 33.69/5.40 X2028) => 33.69/5.40 (![X2030]: 33.69/5.40 (breln1( 33.69/5.40 X2026, 33.69/5.40 X2030) => 33.69/5.40 (![X2032]: 33.69/5.40 (in( 33.69/5.40 X2032, 33.69/5.40 X2026) => 33.69/5.40 (![X2034]: 33.69/5.40 (in( 33.69/5.40 X2034, 33.69/5.40 X2026) => 33.69/5.40 (in( 33.69/5.40 kpair( 33.69/5.40 X2032, 33.69/5.40 X2034), 33.69/5.40 X2030) => 33.69/5.40 in( 33.69/5.40 kpair( 33.69/5.40 X2032, 33.69/5.40 X2034), 33.69/5.40 binunion( 33.69/5.40 X2028, 33.69/5.40 X2030))))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X2036, 33.69/5.40 X2038]: 33.69/5.40 (breln1( 33.69/5.40 X2036, 33.69/5.40 X2038) => 33.69/5.40 (![X2040]: 33.69/5.40 (breln1( 33.69/5.40 X2036, 33.69/5.40 X2040) => 33.69/5.40 (![X2042]: 33.69/5.40 (in( 33.69/5.40 X2042, 33.69/5.40 X2036) => 33.69/5.40 (![X2044]: 33.69/5.40 (in( 33.69/5.40 X2044, 33.69/5.40 X2036) => 33.69/5.40 (( 33.69/5.40 in( 33.69/5.40 kpair( 33.69/5.40 X2042, 33.69/5.40 X2044), 33.69/5.40 X2038) | 33.69/5.40 in( 33.69/5.40 kpair( 33.69/5.40 X2042, 33.69/5.40 X2044), 33.69/5.40 X2040)) => 33.69/5.40 in( 33.69/5.40 kpair( 33.69/5.40 X2042, 33.69/5.40 X2044), 33.69/5.40 binunion( 33.69/5.40 X2038, 33.69/5.40 X2040))))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X2046, 33.69/5.40 X2048]: 33.69/5.40 (breln1( 33.69/5.40 X2046, 33.69/5.40 X2048) => 33.69/5.40 (![X2050]: 33.69/5.40 (breln1( 33.69/5.40 X2046, 33.69/5.40 X2050) => 33.69/5.40 (![X2052]: 33.69/5.40 (in( 33.69/5.40 X2052, 33.69/5.40 X2046) => 33.69/5.40 (![X2054]: 33.69/5.40 (in( 33.69/5.40 X2054, 33.69/5.40 X2046) => 33.69/5.40 (in( 33.69/5.40 kpair( 33.69/5.40 X2052, 33.69/5.40 X2054), 33.69/5.40 binunion( 33.69/5.40 X2048, 33.69/5.40 X2050)) => 33.69/5.40 (in( 33.69/5.40 kpair( 33.69/5.40 X2052, 33.69/5.40 X2054), 33.69/5.40 X2048) | 33.69/5.40 in( 33.69/5.40 kpair( 33.69/5.40 X2052, 33.69/5.40 X2054), 33.69/5.40 X2050))))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X2056, 33.69/5.40 X2058]: 33.69/5.40 (breln1( 33.69/5.40 X2056, 33.69/5.40 X2058) => 33.69/5.40 (![X2060]: 33.69/5.40 (breln1( 33.69/5.40 X2056, 33.69/5.40 X2060) => 33.69/5.40 (![X2062]: 33.69/5.40 (in( 33.69/5.40 X2062, 33.69/5.40 X2056) => 33.69/5.40 (![X2064]: 33.69/5.40 (in( 33.69/5.40 X2064, 33.69/5.40 X2056) => 33.69/5.40 (in( 33.69/5.40 kpair( 33.69/5.40 X2062, 33.69/5.40 X2064), 33.69/5.40 binunion( 33.69/5.40 X2058, 33.69/5.40 X2060)) => 33.69/5.40 (![X2066:$o]: 33.69/5.40 (( 33.69/5.40 in( 33.69/5.40 kpair( 33.69/5.40 X2062, 33.69/5.40 X2064), 33.69/5.40 X2058) => 33.69/5.40 X2066) => 33.69/5.40 (( 33.69/5.40 in( 33.69/5.40 kpair( 33.69/5.40 X2062, 33.69/5.40 X2064), 33.69/5.40 X2060) => 33.69/5.40 X2066) => 33.69/5.40 X2066)))))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X2068, 33.69/5.40 X2070]: 33.69/5.40 (breln1( 33.69/5.40 X2068, 33.69/5.40 X2070) => 33.69/5.40 (![X2072]: 33.69/5.40 (breln1( 33.69/5.40 X2068, 33.69/5.40 X2072) => 33.69/5.40 (binunion( 33.69/5.40 X2070, 33.69/5.40 X2072) = 33.69/5.40 binunion( 33.69/5.40 X2072, 33.69/5.40 X2070)))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X2074, 33.69/5.40 X2076]: 33.69/5.40 (breln1( 33.69/5.40 X2074, 33.69/5.40 X2076) => 33.69/5.40 (X2076 = 33.69/5.40 breln1invset( 33.69/5.40 X2074, 33.69/5.40 breln1invset( 33.69/5.40 X2074, 33.69/5.40 X2076))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X2078, 33.69/5.40 X2080]: 33.69/5.40 (breln1( 33.69/5.40 X2078, 33.69/5.40 X2080) => 33.69/5.40 (![X2082]: 33.69/5.40 (breln1( 33.69/5.40 X2078, 33.69/5.40 X2082) => 33.69/5.40 (breln1invset( 33.69/5.40 X2078, 33.69/5.40 breln1compset( 33.69/5.40 X2078, 33.69/5.40 X2080, 33.69/5.40 X2082)) = 33.69/5.40 breln1compset( 33.69/5.40 X2078, 33.69/5.40 breln1invset( 33.69/5.40 X2078, 33.69/5.40 X2082), 33.69/5.40 breln1invset( 33.69/5.40 X2078, 33.69/5.40 X2080))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X2084, 33.69/5.40 X2086]: 33.69/5.40 (breln1( 33.69/5.40 X2084, 33.69/5.40 X2086) => 33.69/5.40 (![X2088]: 33.69/5.40 (breln1( 33.69/5.40 X2084, 33.69/5.40 X2088) => 33.69/5.40 (![X2090]: 33.69/5.40 (breln1( 33.69/5.40 X2084, 33.69/5.40 X2090) => 33.69/5.40 (breln1compset( 33.69/5.40 X2084, 33.69/5.40 binunion( 33.69/5.40 X2086, 33.69/5.40 X2088), 33.69/5.40 X2090) = 33.69/5.40 binunion( 33.69/5.40 breln1compset( 33.69/5.40 X2084, 33.69/5.40 X2086, 33.69/5.40 X2090), 33.69/5.40 breln1compset( 33.69/5.40 X2084, 33.69/5.40 X2088, 33.69/5.40 X2090))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X2092, 33.69/5.40 X2094]: 33.69/5.40 (breln1( 33.69/5.40 X2092, 33.69/5.40 X2094) => 33.69/5.40 (![X2096]: 33.69/5.40 (breln1( 33.69/5.40 X2092, 33.69/5.40 X2096) => 33.69/5.40 (![X2098]: 33.69/5.40 (breln1( 33.69/5.40 X2092, 33.69/5.40 X2098) => 33.69/5.40 (breln1compset( 33.69/5.40 X2092, 33.69/5.40 binunion( 33.69/5.40 X2094, 33.69/5.40 X2096), 33.69/5.40 X2098) = 33.69/5.40 binunion( 33.69/5.40 breln1invset( 33.69/5.40 X2092, 33.69/5.40 breln1compset( 33.69/5.40 X2092, 33.69/5.40 breln1invset( 33.69/5.40 X2092, 33.69/5.40 X2098), 33.69/5.40 breln1invset( 33.69/5.40 X2092, 33.69/5.40 X2096))), 33.69/5.40 breln1invset( 33.69/5.40 X2092, 33.69/5.40 breln1compset( 33.69/5.40 X2092, 33.69/5.40 breln1invset( 33.69/5.40 X2092, 33.69/5.40 X2098), 33.69/5.40 breln1invset( 33.69/5.40 X2092, 33.69/5.40 X2094))))))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X2100, 33.69/5.40 X2102:( 33.69/5.40 ( 33.69/5.40 $i > $i))]: 33.69/5.40 (?[X2104]: 33.69/5.40 (![X2106]: 33.69/5.40 (in( 33.69/5.40 X2106, 33.69/5.40 X2104) <=> 33.69/5.40 (?[X2108]: 33.69/5.40 zip_tseitin_6( 33.69/5.40 X2108, 33.69/5.40 X2106, 33.69/5.40 X2102, 33.69/5.40 X2100)))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X2110, 33.69/5.40 X2112:( 33.69/5.40 ( 33.69/5.40 $i > $i))]: 33.69/5.40 (?[X2114]: 33.69/5.40 (( 33.69/5.40 ![X2116]: 33.69/5.40 (( 33.69/5.40 ![X2118]: 33.69/5.40 (in( 33.69/5.40 X2118, 33.69/5.40 X2116) <=> 33.69/5.40 (?[X2120]: 33.69/5.40 zip_tseitin_6( 33.69/5.40 X2120, 33.69/5.40 X2118, 33.69/5.40 X2112, 33.69/5.40 X2110)))) => 33.69/5.40 (X2114 = 33.69/5.40 X2116))) & 33.69/5.40 (![X2122]: 33.69/5.40 (in( 33.69/5.40 X2122, 33.69/5.40 X2114) <=> 33.69/5.40 (?[X2124]: 33.69/5.40 zip_tseitin_6( 33.69/5.40 X2124, 33.69/5.40 X2122, 33.69/5.40 X2112, 33.69/5.40 X2110))))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X2126, 33.69/5.40 X2128:( 33.69/5.40 ( 33.69/5.40 $i > $i)), 33.69/5.40 X2130]: 33.69/5.40 (in( 33.69/5.40 X2130, 33.69/5.40 image1( 33.69/5.40 X2126, 33.69/5.40 ^[V_56]: 33.69/5.40 X2128( 33.69/5.40 V_56))) <=> 33.69/5.40 (?[X2132]: 33.69/5.40 zip_tseitin_6( 33.69/5.40 X2132, 33.69/5.40 X2130, 33.69/5.40 X2128, 33.69/5.40 X2126)))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X2134, 33.69/5.40 X2136:( 33.69/5.40 ( 33.69/5.40 $i > $i)), 33.69/5.40 X2138]: 33.69/5.40 (in( 33.69/5.40 X2138, 33.69/5.40 image1( 33.69/5.40 X2134, 33.69/5.40 ^[V_57]: 33.69/5.40 X2136( 33.69/5.40 V_57))) => 33.69/5.40 (?[X2140]: 33.69/5.40 (( 33.69/5.40 X2138 = 33.69/5.40 X2136( 33.69/5.40 X2140)) & 33.69/5.40 in( 33.69/5.40 X2140, 33.69/5.40 X2134))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X2142, 33.69/5.40 X2144:( 33.69/5.40 ( 33.69/5.40 $i > $i)), 33.69/5.40 X2146]: 33.69/5.40 (( 33.69/5.40 ?[X2148]: 33.69/5.40 (( 33.69/5.40 X2146 = 33.69/5.40 X2144( 33.69/5.40 X2148)) & 33.69/5.40 in( 33.69/5.40 X2148, 33.69/5.40 X2142))) => 33.69/5.40 in( 33.69/5.40 X2146, 33.69/5.40 image1( 33.69/5.40 X2142, 33.69/5.40 ^[V_58]: 33.69/5.40 X2144( 33.69/5.40 V_58))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X2150, 33.69/5.40 X2152, 33.69/5.40 X2154]: 33.69/5.40 (in( 33.69/5.40 X2154, 33.69/5.40 funcSet( 33.69/5.40 X2150, 33.69/5.40 X2152)) => 33.69/5.40 (injective( 33.69/5.40 X2150, 33.69/5.40 X2152, 33.69/5.40 X2154) => 33.69/5.40 in( 33.69/5.40 X2154, 33.69/5.40 injFuncSet( 33.69/5.40 X2150, 33.69/5.40 X2152))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X2156, 33.69/5.40 X2158, 33.69/5.40 X2160]: 33.69/5.40 (in( 33.69/5.40 X2160, 33.69/5.40 injFuncSet( 33.69/5.40 X2156, 33.69/5.40 X2158)) => 33.69/5.40 in( 33.69/5.40 X2160, 33.69/5.40 funcSet( 33.69/5.40 X2156, 33.69/5.40 X2158)))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X2162, 33.69/5.40 X2164, 33.69/5.40 X2166]: 33.69/5.40 (in( 33.69/5.40 X2166, 33.69/5.40 injFuncSet( 33.69/5.40 X2162, 33.69/5.40 X2164)) => 33.69/5.40 injective( 33.69/5.40 X2162, 33.69/5.40 X2164, 33.69/5.40 X2166))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X2168, 33.69/5.40 X2170, 33.69/5.40 X2172]: 33.69/5.40 (in( 33.69/5.40 X2172, 33.69/5.40 surjFuncSet( 33.69/5.40 X2168, 33.69/5.40 X2170)) => 33.69/5.40 in( 33.69/5.40 X2172, 33.69/5.40 funcSet( 33.69/5.40 X2168, 33.69/5.40 X2170)))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X2174, 33.69/5.40 X2176, 33.69/5.40 X2178]: 33.69/5.40 (in( 33.69/5.40 X2178, 33.69/5.40 surjFuncSet( 33.69/5.40 X2174, 33.69/5.40 X2176)) => 33.69/5.40 surjective( 33.69/5.40 X2174, 33.69/5.40 X2176, 33.69/5.40 X2178))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X2180, 33.69/5.40 X2182, 33.69/5.40 X2184:( 33.69/5.40 ( 33.69/5.40 $i > $i))]: 33.69/5.40 (( 33.69/5.40 ![X2186]: 33.69/5.40 (in( 33.69/5.40 X2186, 33.69/5.40 X2180) => 33.69/5.40 in( 33.69/5.40 X2184( 33.69/5.40 X2186), 33.69/5.40 X2182))) => 33.69/5.40 (![X2188]: 33.69/5.40 (in( 33.69/5.40 X2188, 33.69/5.40 funcSet( 33.69/5.40 X2182, 33.69/5.40 X2180)) => 33.69/5.40 (( 33.69/5.40 ![X2190]: 33.69/5.40 (in( 33.69/5.40 X2190, 33.69/5.40 X2180) => 33.69/5.40 (ap( 33.69/5.40 X2182, 33.69/5.40 X2180, 33.69/5.40 X2188, 33.69/5.40 X2184( 33.69/5.40 X2190)) = 33.69/5.40 X2190))) => 33.69/5.40 surjective( 33.69/5.40 X2182, 33.69/5.40 X2180, 33.69/5.40 X2188)))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X2192, 33.69/5.40 X2194]: 33.69/5.40 (in( 33.69/5.40 X2194, 33.69/5.40 funcSet( 33.69/5.40 X2192, 33.69/5.40 powerset( 33.69/5.40 X2192))) => 33.69/5.40 (~ 33.69/5.40 surjective( 33.69/5.40 X2192, 33.69/5.40 powerset( 33.69/5.40 X2192), 33.69/5.40 X2194)))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X2196]: 33.69/5.40 (( 33.69/5.40 X2196 != 33.69/5.40 emptyset) => 33.69/5.40 (?[X2198]: 33.69/5.40 (( 33.69/5.40 binintersect( 33.69/5.40 X2198, 33.69/5.40 X2196) = 33.69/5.40 emptyset) & 33.69/5.40 in( 33.69/5.40 X2198, 33.69/5.40 X2196))))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X2200]: 33.69/5.40 (~ 33.69/5.40 in( 33.69/5.40 X2200, 33.69/5.40 X2200))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X2202, 33.69/5.40 X2204]: 33.69/5.40 (in( 33.69/5.40 X2202, 33.69/5.40 X2204) => 33.69/5.40 (~ 33.69/5.40 in( 33.69/5.40 X2204, 33.69/5.40 X2202)))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X2206]: 33.69/5.40 (in( 33.69/5.40 X2206, 33.69/5.40 omega) => 33.69/5.40 in( 33.69/5.40 setadjoin( 33.69/5.40 X2206, 33.69/5.40 X2206), 33.69/5.40 omega))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X2208]: 33.69/5.40 (in( 33.69/5.40 X2208, 33.69/5.40 omega) => 33.69/5.40 in( 33.69/5.40 setadjoin( 33.69/5.40 X2208, 33.69/5.40 X2208), 33.69/5.40 omega))) => 33.69/5.40 ( 33.69/5.40 ( 33.69/5.40 ![X2210]: 33.69/5.40 (in( 33.69/5.40 X2210, 33.69/5.40 omega) => 33.69/5.40 (setadjoin( 33.69/5.40 X2210, 33.69/5.40 X2210) != 33.69/5.40 emptyset))) => 33.69/5.40 ( 33.69/5.40 ![X2212]: 33.69/5.40 (in( 33.69/5.40 X2212, 33.69/5.40 omega) => 33.69/5.40 (![X2214]: 33.69/5.40 (in( 33.69/5.40 X2214, 33.69/5.40 omega) => 33.69/5.40 (( 33.69/5.40 setadjoin( 33.69/5.40 X2212, 33.69/5.40 X2212) = 33.69/5.40 setadjoin( 33.69/5.40 X2214, 33.69/5.40 X2214)) => 33.69/5.40 (X2212 = 33.69/5.40 X2214)))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))). 33.69/5.40 tff(zf_stmt_16, negated_conjecture, 33.69/5.40 (~ 33.69/5.40 ((![X4,X6]: ((![X8]: (in(X8,X4) <=> in(X8,X6))) => (X4 = X6))) => 33.69/5.40 ((![X10]: (~in(X10,emptyset))) => 33.69/5.40 ((![X12,X14,X16]: 33.69/5.40 (in(X16,setadjoin(X12,X14)) <=> zip_tseitin_0(X16,X14,X12))) => 33.69/5.40 ((![X18,X20]: 33.69/5.40 (in(X20,powerset(X18)) <=> (![X22]: zip_tseitin_1(X22,X20,X18)))) => 33.69/5.40 ((![X24,X26]: 33.69/5.40 (in(X26,setunion(X24)) <=> (?[X28]: zip_tseitin_2(X28,X26,X24)))) => 33.69/5.40 (in(emptyset,omega) => 33.69/5.40 ((![X30]: (in(X30,omega) => in(setadjoin(X30,X30),omega))) => 33.69/5.40 ((![X32]: 33.69/5.40 ((in(emptyset,X32) & 33.69/5.40 (![X34]: 33.69/5.40 ((in(X34,omega) & in(X34,X32)) => 33.69/5.40 in(setadjoin(X34,X34),X32)))) => 33.69/5.40 (![X36]: (in(X36,omega) => in(X36,X32))))) => 33.69/5.40 ((![X38:(($i * $i) > $o),X40]: 33.69/5.40 ((![X42]: 33.69/5.40 (in(X42,X40) => 33.69/5.40 (?[X44]: 33.69/5.40 ((![X46]: (X38(X42,X46) => (X44 = X46))) & 33.69/5.40 X38(X42,X44))))) => 33.69/5.40 (?[X48]: 33.69/5.40 (![X50]: 33.69/5.40 (in(X50,X48) <=> 33.69/5.40 (?[X52]: zip_tseitin_3(X52,X50,X40,X38))))))) => 33.69/5.40 ((![X54]: 33.69/5.40 ((?[X56]: in(X56,X54)) => 33.69/5.40 (?[X58]: 33.69/5.40 ((~(?[X60]: (in(X60,X54) & in(X60,X58)))) & in(X58,X54))))) => 33.69/5.40 ((![X62]: 33.69/5.40 (?[X64]: 33.69/5.40 ((![X66]: 33.69/5.40 (((![X68]: (in(X68,X66) => in(X68,X62))) & 33.69/5.40 (?[X70]: in(X70,X66))) => 33.69/5.40 (?[X72,X74]: 33.69/5.40 ((![X76]: 33.69/5.40 (in(X76,X64) => 33.69/5.40 ((![X78]: (in(X78,X76) => in(X78,X72))) | 33.69/5.40 in(X74,X76)))) & 33.69/5.40 (~(?[X80]: (in(X80,X66) & in(X80,X72)))) & 33.69/5.40 in(X74,X66) & in(X72,X64))))) & 33.69/5.40 (![X82,X84]: 33.69/5.40 ((in(X82,X64) & in(X84,X64)) => 33.69/5.40 ((![X86]: (in(X86,X82) => in(X86,X84))) | 33.69/5.40 (![X88]: (in(X88,X84) => in(X88,X82)))))) & 33.69/5.40 (![X90,X92]: 33.69/5.40 ((in(X90,X62) & in(X92,X62)) => 33.69/5.40 ((![X94]: 33.69/5.40 (in(X94,X64) => (in(X90,X94) <=> in(X92,X94)))) => 33.69/5.40 (X90 = X92)))) & 33.69/5.40 (![X96]: 33.69/5.40 (in(X96,X64) => 33.69/5.40 (![X98]: (in(X98,X96) => in(X98,X62)))))))) => 33.69/5.40 ((![X100:(($i > $o))]: 33.69/5.40 ((?[X102]: 33.69/5.40 ((![X104]: (X100(X104) => (X102 = X104))) & X100(X102))) => 33.69/5.40 X100(descr(^[V_1]: X100(V_1))))) => 33.69/5.40 ((![X106,X108:(($i > $o)),X110]: 33.69/5.40 (in(X110,X106) => 33.69/5.40 (X108(X110) => 33.69/5.40 in(X110,dsetconstr(X106,^[V_2]: X108(V_2)))))) => 33.69/5.40 ((![X112,X114:(($i > $o)),X116]: 33.69/5.40 (in(X116,dsetconstr(X112,^[V_3]: X114(V_3))) => 33.69/5.40 in(X116,X112))) => 33.69/5.40 ((![X118,X120:(($i > $o)),X122]: 33.69/5.40 (in(X122,dsetconstr(X118,^[V_4]: X120(V_4))) => 33.69/5.40 X120(X122))) => 33.69/5.40 ((![X124:(($i > $o))]: 33.69/5.40 ((?[X126]: 33.69/5.40 ((![X128]: (X124(X128) => (X126 = X128))) & 33.69/5.40 X124(X126))) => 33.69/5.40 (?[X130]: 33.69/5.40 ((![X132]: (X124(X132) => (X130 = X132))) & 33.69/5.40 X124(X130))))) => 33.69/5.40 ((![X134:$o,X136]: (in(X136,prop2set(X134)) => X134)) => 33.69/5.40 ((![X138]: (in(X138,emptyset) => (![X140:$o]: X140))) => 33.69/5.40 ((![X142]: (~in(X142,emptyset))) => 33.69/5.40 ((![X144]: (~in(X144,emptyset))) => 33.69/5.40 ((![X146:(($i > $o))]: 33.69/5.40 ((?[X148]: 33.69/5.40 ((![X150]: (X146(X150) => (X148 = X150))) & 33.69/5.40 X146(X148))) => 33.69/5.40 (?[X152]: X146(X152)))) => 33.69/5.40 ((![X154,X156]: 33.69/5.40 ((![X158]: (in(X158,X154) => in(X158,X156))) => 33.69/5.40 ((![X160]: (in(X160,X156) => in(X160,X154))) => 33.69/5.40 (X154 = X156)))) => 33.69/5.40 ((![X162]: 33.69/5.40 ((![X164]: (~in(X164,X162))) => 33.69/5.40 (X162 = emptyset))) => 33.69/5.40 ((![X166]: 33.69/5.40 ((![X168]: (~in(X168,X166))) => 33.69/5.40 (X166 = emptyset))) => 33.69/5.40 ((![X170,X172:(($i > $o)),X174]: 33.69/5.40 (in(X174,X170) => 33.69/5.40 (in(X174,dsetconstr(X170,^[V_5]: X172(V_5))) <=> 33.69/5.40 X172(X174)))) => 33.69/5.40 ((![X176]: 33.69/5.40 ((X176 != emptyset) => 33.69/5.40 (?[X178]: in(X178,X176)))) => 33.69/5.40 ((![X180,X182:(($i > $o)),X184]: 33.69/5.40 (in(X184,X180) => 33.69/5.40 (X182(X184) => 33.69/5.40 (dsetconstr(X180,^[V_6]: X182(V_6)) != 33.69/5.40 emptyset)))) => 33.69/5.40 ((![X186]: 33.69/5.40 ((?[X188]: in(X188,X186)) => 33.69/5.40 (X186 != emptyset))) => 33.69/5.40 ((![X190,X192]: in(X190,setadjoin(X190,X192))) => 33.69/5.40 (in(emptyset,setadjoin(emptyset,emptyset)) => 33.69/5.40 ((![X194,X196,X198]: 33.69/5.40 (in(X198,X196) => 33.69/5.40 in(X198,setadjoin(X194,X196)))) => 33.69/5.40 ((![X200,X202,X204]: 33.69/5.40 (in(X204,setadjoin(X200,X202)) => 33.69/5.40 (![X206:$o]: 33.69/5.40 (((X204 = X200) => X206) => 33.69/5.40 ((in(X204,X202) => X206) => X206))))) => 33.69/5.40 ((![X208,X210,X212]: 33.69/5.40 (in(X212,setadjoin(X208,X210)) => 33.69/5.40 ((X212 = X208) | in(X212,X210)))) => 33.69/5.40 ((![X214]: 33.69/5.40 (dsetconstr(X214,^[V_7]: $true) = 33.69/5.40 X214)) => 33.69/5.40 ((![X216,X218]: 33.69/5.40 ((![X220]: 33.69/5.40 (in(X220,X218) => in(X220,X216))) => 33.69/5.40 in(X218,powerset(X216)))) => 33.69/5.40 ((![X222]: in(emptyset,powerset(X222))) => 33.69/5.40 ((![X224]: 33.69/5.40 in(emptyset,powerset(X224))) => 33.69/5.40 ((![X226,X228,X230]: 33.69/5.40 (in(X228,powerset(X226)) => 33.69/5.40 (in(X230,X228) => in(X230,X226)))) => 33.69/5.40 ((![X232,X234,X236]: 33.69/5.40 (in(X234,X236) => 33.69/5.40 (in(X236,X232) => 33.69/5.40 in(X234,setunion(X232))))) => 33.69/5.40 ((![X238,X240]: 33.69/5.40 (in(X240,setunion(X238)) => 33.69/5.40 (![X242:$o]: 33.69/5.40 ((![X244]: 33.69/5.40 (in(X240,X244) => 33.69/5.40 (in(X244,X238) => 33.69/5.40 X242))) => 33.69/5.40 X242)))) => 33.69/5.40 ((![X246,X248]: 33.69/5.40 (in(X248,X246) => 33.69/5.40 in(X248, 33.69/5.40 powerset(setunion(X246))))) => 33.69/5.40 ((![X250:(($i > $o))]: 33.69/5.40 ((?[X252]: 33.69/5.40 ((![X254]: 33.69/5.40 (X250(X254) => 33.69/5.40 (X252 = X254))) & 33.69/5.40 X250(X252))) => 33.69/5.40 (?[X256]: 33.69/5.40 (![X258]: 33.69/5.40 (X250(X258) <=> 33.69/5.40 (X258 = X256)))))) => 33.69/5.40 ((![X260]: 33.69/5.40 ((X260 != emptyset) => 33.69/5.40 (?[X262]: in(X262,X260)))) => 33.69/5.40 ((![X264,X266]: 33.69/5.40 (in(X264, 33.69/5.40 setadjoin(X266, 33.69/5.40 emptyset)) => 33.69/5.40 (X264 = X266))) => 33.69/5.40 ((![X268,X270]: 33.69/5.40 ((X268 != X270) => 33.69/5.40 (~ 33.69/5.40 in(X270, 33.69/5.40 setadjoin(X268, 33.69/5.40 emptyset))))) => 33.69/5.40 ((![X272,X274]: 33.69/5.40 ((X272 = X274) => 33.69/5.40 in(X272, 33.69/5.40 setadjoin(X274, 33.69/5.40 emptyset)))) => 33.69/5.40 ((![X276,X278]: 33.69/5.40 (in(X276, 33.69/5.40 setadjoin(X278, 33.69/5.40 emptyset)) => 33.69/5.40 in(X278, 33.69/5.40 setadjoin(X276, 33.69/5.40 emptyset)))) => 33.69/5.40 ((![X280,X282,X284]: 33.69/5.40 (in(X284, 33.69/5.40 setadjoin( 33.69/5.40 X280, 33.69/5.40 setadjoin( 33.69/5.40 X282,emptyset))) => 33.69/5.40 ((X284 = X280) | 33.69/5.40 (X284 = X282)))) => 33.69/5.40 ((![X286,X288]: 33.69/5.40 in(X286, 33.69/5.40 setadjoin( 33.69/5.40 X286, 33.69/5.40 setadjoin( 33.69/5.40 X288,emptyset)))) => 33.69/5.40 ((![X290,X292]: 33.69/5.40 in(X292, 33.69/5.40 setadjoin( 33.69/5.40 X290, 33.69/5.40 setadjoin( 33.69/5.40 X292,emptyset)))) => 33.69/5.40 ((![X294, 33.69/5.40 X296:(($i > $o))]: 33.69/5.40 ((?[X298]: 33.69/5.40 (X296(X298) & 33.69/5.40 in(X298,X294))) => 33.69/5.40 (dsetconstr( 33.69/5.40 X294, 33.69/5.40 ^[V_8]: X296(V_8)) != 33.69/5.40 emptyset))) => 33.69/5.40 ((![X300:(($i > $o)), 33.69/5.40 X302]: 33.69/5.40 (in(X302,emptyset) => 33.69/5.40 X300(X302))) => 33.69/5.40 ((![X304, 33.69/5.40 X306:(($i > $o))]: 33.69/5.40 ((~ 33.69/5.40 (![X308]: 33.69/5.40 (in( 33.69/5.40 X308,X304) => 33.69/5.40 X306(X308)))) => 33.69/5.40 (?[X310]: 33.69/5.40 ((~X306(X310)) & 33.69/5.40 in(X310,X304))))) => 33.69/5.40 ((![X312, 33.69/5.40 X314:(($i > $o))]: 33.69/5.40 ((![X316]: 33.69/5.40 (in( 33.69/5.40 X316,X312) => 33.69/5.40 (~ 33.69/5.40 X314( 33.69/5.40 X316)))) => 33.69/5.40 (~ 33.69/5.40 (?[X318]: 33.69/5.40 (X314( 33.69/5.40 X318) & 33.69/5.40 in( 33.69/5.40 X318,X312)))))) => 33.69/5.40 ((![X320, 33.69/5.40 X322:(($i > $o))]: 33.69/5.40 ((~ 33.69/5.40 (?[X324]: 33.69/5.40 ( 33.69/5.40 X322( 33.69/5.40 X324) & 33.69/5.40 in( 33.69/5.40 X324,X320)))) => 33.69/5.40 (![X326]: 33.69/5.40 (in( 33.69/5.40 X326,X320) => 33.69/5.40 (~ 33.69/5.40 X322( 33.69/5.40 X326)))))) => 33.69/5.40 ((![X328, 33.69/5.40 X330:( 33.69/5.40 ($i > $o))]: 33.69/5.40 ((?[X332]: 33.69/5.40 (( 33.69/5.40 ~ 33.69/5.40 X330( 33.69/5.40 X332)) & 33.69/5.40 in( 33.69/5.40 X332,X328))) => 33.69/5.40 (~ 33.69/5.40 (![X334]: 33.69/5.40 (in( 33.69/5.40 X334,X328) => 33.69/5.40 X330( 33.69/5.40 X334)))))) => 33.69/5.40 ((![X336:$o]: 33.69/5.40 (X336 => 33.69/5.40 in(emptyset, 33.69/5.40 prop2set( 33.69/5.41 X336)))) => 33.69/5.41 ((![X338:$o]: 33.69/5.41 (X338 => 33.69/5.41 set2prop( 33.69/5.41 prop2set( 33.69/5.41 X338)))) => 33.69/5.41 ((![X340, 33.69/5.41 X342:( 33.69/5.41 ($i > $o))]: 33.69/5.41 ((~ 33.69/5.41 ( 33.69/5.41 ?[X344]: 33.69/5.41 (X342( 33.69/5.41 X344) & 33.69/5.41 in( 33.69/5.41 X344,X340)))) => 33.69/5.41 (![X346]: 33.69/5.41 (in( 33.69/5.41 X346,X340) => 33.69/5.41 (~ 33.69/5.41 X342( 33.69/5.41 X346)))))) => 33.69/5.41 ((![X348, 33.69/5.41 X350:( 33.69/5.41 ($i > $o))]: 33.69/5.41 (( 33.69/5.41 ~ 33.69/5.41 ( 33.69/5.41 ![X352]: 33.69/5.41 (in( 33.69/5.41 X352,X348) => 33.69/5.41 X350( 33.69/5.41 X352)))) => 33.69/5.41 ( 33.69/5.41 ?[X354]: 33.69/5.41 (( 33.69/5.41 ~ 33.69/5.41 X350( 33.69/5.41 X354)) & 33.69/5.41 in( 33.69/5.41 X354,X348))))) => 33.69/5.41 ((![X356:( 33.69/5.41 ( 33.69/5.41 $i > $o))]: 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ?[X358]: 33.69/5.41 (( 33.69/5.41 ![X360]: 33.69/5.41 (X356( 33.69/5.41 X360) => 33.69/5.41 (X358 = 33.69/5.41 X360))) & 33.69/5.41 X356( 33.69/5.41 X358))) => 33.69/5.41 ( 33.69/5.41 ?[X362]: 33.69/5.41 (( 33.69/5.41 ![X364]: 33.69/5.41 (X356( 33.69/5.41 X364) => 33.69/5.41 (X362 = 33.69/5.41 X364))) & 33.69/5.41 X356( 33.69/5.41 X362))))) => 33.69/5.41 ((![X366:( 33.69/5.41 ( 33.69/5.41 $i > $o))]: 33.69/5.41 (( 33.69/5.41 ?[X368]: 33.69/5.41 X366( 33.69/5.41 X368)) => 33.69/5.41 (( 33.69/5.41 ![X370, 33.69/5.41 X372]: 33.69/5.41 (X366( 33.69/5.41 X370) => 33.69/5.41 (X366( 33.69/5.41 X372) => 33.69/5.41 (X370 = 33.69/5.41 X372)))) => 33.69/5.41 (?[X374]: 33.69/5.41 (( 33.69/5.41 ![X376]: 33.69/5.41 (X366( 33.69/5.41 X376) => 33.69/5.41 (X374 = 33.69/5.41 X376))) & 33.69/5.41 X366( 33.69/5.41 X374)))))) => 33.69/5.41 ((![X378:( 33.69/5.41 ( 33.69/5.41 $i > $o))]: 33.69/5.41 (( 33.69/5.41 ?[X380]: 33.69/5.41 (![X382]: 33.69/5.41 (X378( 33.69/5.41 X382) <=> 33.69/5.41 (X382 = 33.69/5.41 X380)))) => 33.69/5.41 (?[X384]: 33.69/5.41 (( 33.69/5.41 ![X386]: 33.69/5.41 (X378( 33.69/5.41 X386) => 33.69/5.41 (X384 = 33.69/5.41 X386))) & 33.69/5.41 X378( 33.69/5.41 X384))))) => 33.69/5.41 (( 33.69/5.41 ![X388, 33.69/5.41 X390]: 33.69/5.41 (( 33.69/5.41 X388 = 33.69/5.41 X390) => 33.69/5.41 (![X392, 33.69/5.41 X394]: 33.69/5.41 (( 33.69/5.41 X392 = 33.69/5.41 X394) => 33.69/5.41 (in( 33.69/5.41 X392,X388) => 33.69/5.41 in( 33.69/5.41 X394,X390)))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X396, 33.69/5.41 X398]: 33.69/5.41 (( 33.69/5.41 X396 = 33.69/5.41 X398) => 33.69/5.41 (![X400, 33.69/5.41 X402]: 33.69/5.41 (( 33.69/5.41 X400 = 33.69/5.41 X402) => 33.69/5.41 (in( 33.69/5.41 X400,X396) <=> 33.69/5.41 in( 33.69/5.41 X402,X398)))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X404:( 33.69/5.41 ( 33.69/5.41 $i > $o))]: 33.69/5.41 (( 33.69/5.41 ?[X406]: 33.69/5.41 (( 33.69/5.41 ![X408]: 33.69/5.41 (X404( 33.69/5.41 X408) => 33.69/5.41 (X406 = 33.69/5.41 X408))) & 33.69/5.41 X404( 33.69/5.41 X406))) => 33.69/5.41 (![X410, 33.69/5.41 X412]: 33.69/5.41 (X404( 33.69/5.41 X410) => 33.69/5.41 (X404( 33.69/5.41 X412) => 33.69/5.41 (X410 = 33.69/5.41 X412)))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X414:( 33.69/5.41 ( 33.69/5.41 $i > $o)), 33.69/5.41 X416:( 33.69/5.41 ( 33.69/5.41 $i > $o))]: 33.69/5.41 (( 33.69/5.41 ![X418, 33.69/5.41 X420]: 33.69/5.41 (( 33.69/5.41 X418 = 33.69/5.41 X420) => 33.69/5.41 (X414( 33.69/5.41 X418) <=> 33.69/5.41 X416( 33.69/5.41 X420)))) => 33.69/5.41 (( 33.69/5.41 ?[X422]: 33.69/5.41 zip_tseitin_5( 33.69/5.41 X422,X414)) <=> 33.69/5.41 (?[X426]: 33.69/5.41 zip_tseitin_5( 33.69/5.41 X426,X416))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 emptyset = 33.69/5.41 emptyset) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X430, 33.69/5.41 X432]: 33.69/5.41 (( 33.69/5.41 X430 = 33.69/5.41 X432) => 33.69/5.41 (![X434, 33.69/5.41 X436]: 33.69/5.41 (( 33.69/5.41 X434 = 33.69/5.41 X436) => 33.69/5.41 (setadjoin( 33.69/5.41 X430,X434) = 33.69/5.41 setadjoin( 33.69/5.41 X432,X436)))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X438, 33.69/5.41 X440]: 33.69/5.41 (( 33.69/5.41 X438 = 33.69/5.41 X440) => 33.69/5.41 (powerset( 33.69/5.41 X438) = 33.69/5.41 powerset( 33.69/5.41 X440)))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X442, 33.69/5.41 X444]: 33.69/5.41 (( 33.69/5.41 X442 = 33.69/5.41 X444) => 33.69/5.41 (setunion( 33.69/5.41 X442) = 33.69/5.41 setunion( 33.69/5.41 X444)))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 omega = 33.69/5.41 omega) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X446:( 33.69/5.41 ( 33.69/5.41 $i > $o))]: 33.69/5.41 (( 33.69/5.41 ?[X448]: 33.69/5.41 (( 33.69/5.41 ![X450]: 33.69/5.41 (X446( 33.69/5.41 X450) => 33.69/5.41 (X448 = 33.69/5.41 X450))) & 33.69/5.41 X446( 33.69/5.41 X448))) => 33.69/5.41 (![X452, 33.69/5.41 X454]: 33.69/5.41 (X446( 33.69/5.41 X452) => 33.69/5.41 (X446( 33.69/5.41 X454) => 33.69/5.41 (X452 = 33.69/5.41 X454)))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X456:( 33.69/5.41 ( 33.69/5.41 $i > $o)), 33.69/5.41 X458:( 33.69/5.41 ( 33.69/5.41 $i > $o))]: 33.69/5.41 (( 33.69/5.41 ![X460, 33.69/5.41 X462]: 33.69/5.41 (( 33.69/5.41 X460 = 33.69/5.41 X462) => 33.69/5.41 (X456( 33.69/5.41 X460) <=> 33.69/5.41 X458( 33.69/5.41 X462)))) => 33.69/5.41 (( 33.69/5.41 ?[X464]: 33.69/5.41 (( 33.69/5.41 ![X466]: 33.69/5.41 (X456( 33.69/5.41 X466) => 33.69/5.41 (X464 = 33.69/5.41 X466))) & 33.69/5.41 X456( 33.69/5.41 X464))) => 33.69/5.41 (( 33.69/5.41 ?[X468]: 33.69/5.41 (( 33.69/5.41 ![X470]: 33.69/5.41 (X458( 33.69/5.41 X470) => 33.69/5.41 (X468 = 33.69/5.41 X470))) & 33.69/5.41 X458( 33.69/5.41 X468))) => 33.69/5.41 (descr( 33.69/5.41 ^[V_9]: 33.69/5.41 X456(V_9)) = 33.69/5.41 descr( 33.69/5.41 ^[V_10]: 33.69/5.41 X458( 33.69/5.41 V_10))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X472, 33.69/5.41 X474]: 33.69/5.41 (( 33.69/5.41 X472 = 33.69/5.41 X474) => 33.69/5.41 (![X476:( 33.69/5.41 ( 33.69/5.41 $i > $o)), 33.69/5.41 X478:( 33.69/5.41 ( 33.69/5.41 $i > $o))]: 33.69/5.41 (( 33.69/5.41 ![X480]: 33.69/5.41 (in( 33.69/5.41 X480,X472) => 33.69/5.41 (![X482]: 33.69/5.41 (in( 33.69/5.41 X482,X474) => 33.69/5.41 (( 33.69/5.41 X480 = 33.69/5.41 X482) => 33.69/5.41 (X476( 33.69/5.41 X480) <=> 33.69/5.41 X478( 33.69/5.41 X482))))))) => 33.69/5.41 (dsetconstr( 33.69/5.41 X472, 33.69/5.41 ^[V_11]: 33.69/5.41 X476( 33.69/5.41 V_11)) = 33.69/5.41 dsetconstr( 33.69/5.41 X474, 33.69/5.41 ^[V_12]: 33.69/5.41 X478( 33.69/5.41 V_12))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X484, 33.69/5.41 X486]: 33.69/5.41 (( 33.69/5.41 ![X488]: 33.69/5.41 (in( 33.69/5.41 X488,X484) => 33.69/5.41 in( 33.69/5.41 X488,X486))) => 33.69/5.41 subset( 33.69/5.41 X484,X486))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X490, 33.69/5.41 X492]: 33.69/5.41 (( 33.69/5.41 X490 = 33.69/5.41 X492) => 33.69/5.41 subset( 33.69/5.41 X492,X490))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X494, 33.69/5.41 X496]: 33.69/5.41 (( 33.69/5.41 X494 = 33.69/5.41 X496) => 33.69/5.41 subset( 33.69/5.41 X494,X496))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X498, 33.69/5.41 X500]: 33.69/5.41 (( 33.69/5.41 ![X502]: 33.69/5.41 (in( 33.69/5.41 X502,X498) => 33.69/5.41 in( 33.69/5.41 X502,X500))) => 33.69/5.41 subset( 33.69/5.41 X498,X500))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X504]: 33.69/5.41 subset( 33.69/5.41 emptyset, 33.69/5.41 X504)) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X506, 33.69/5.41 X508,X510]: 33.69/5.41 (subset( 33.69/5.41 X506,X508) => 33.69/5.41 (in( 33.69/5.41 X510,X506) => 33.69/5.41 in( 33.69/5.41 X510,X508)))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X512, 33.69/5.41 X514,X516]: 33.69/5.41 (subset( 33.69/5.41 X512,X514) => 33.69/5.41 (( 33.69/5.41 ~ 33.69/5.41 in( 33.69/5.41 X516,X514)) => 33.69/5.41 (~ 33.69/5.41 in( 33.69/5.41 X516,X512))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X518, 33.69/5.41 X520,X522]: 33.69/5.41 (in( 33.69/5.41 X522,X518) => 33.69/5.41 (( 33.69/5.41 ~ 33.69/5.41 in( 33.69/5.41 X522,X520)) => 33.69/5.41 (~ 33.69/5.41 subset( 33.69/5.41 X518,X520))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X524, 33.69/5.41 X526]: 33.69/5.41 (( 33.69/5.41 ~ 33.69/5.41 subset( 33.69/5.41 X524,X526)) => 33.69/5.41 (X524 != 33.69/5.41 X526))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X528, 33.69/5.41 X530,X532]: 33.69/5.41 (in( 33.69/5.41 X532,X528) => 33.69/5.41 (( 33.69/5.41 ~ 33.69/5.41 in( 33.69/5.41 X532,X530)) => 33.69/5.41 (X528 != 33.69/5.41 X530)))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X534]: 33.69/5.41 subset( 33.69/5.41 X534,X534)) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X536, 33.69/5.41 X538,X540]: 33.69/5.41 (subset( 33.69/5.41 X536,X538) => 33.69/5.41 (subset( 33.69/5.41 X538,X540) => 33.69/5.41 subset( 33.69/5.41 X536,X540)))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X542, 33.69/5.41 X544]: 33.69/5.41 subset( 33.69/5.41 X544, 33.69/5.41 setadjoin( 33.69/5.41 X542,X544))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X546, 33.69/5.41 X548,X550]: 33.69/5.41 (subset( 33.69/5.41 X546,X550) => 33.69/5.41 subset( 33.69/5.41 X546, 33.69/5.41 setadjoin( 33.69/5.41 X548,X550)))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X552, 33.69/5.41 X554]: 33.69/5.41 (subset( 33.69/5.41 X552,X554) => 33.69/5.41 in( 33.69/5.41 X552, 33.69/5.41 powerset( 33.69/5.41 X554)))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X556, 33.69/5.41 X558]: 33.69/5.41 (subset( 33.69/5.41 X556,X558) => 33.69/5.41 (subset( 33.69/5.41 X558,X556) => 33.69/5.41 (X556 = 33.69/5.41 X558)))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X560]: 33.69/5.41 (subset( 33.69/5.41 X560, 33.69/5.41 emptyset) => 33.69/5.41 (X560 = 33.69/5.41 emptyset))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X562, 33.69/5.41 X564]: 33.69/5.41 (subset( 33.69/5.41 X564,X562) => 33.69/5.41 in( 33.69/5.41 X564, 33.69/5.41 powerset( 33.69/5.41 X562)))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X566, 33.69/5.41 X568]: 33.69/5.41 (in( 33.69/5.41 X568, 33.69/5.41 powerset( 33.69/5.41 X566)) => 33.69/5.41 subset( 33.69/5.41 X568,X566))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X570]: 33.69/5.41 in( 33.69/5.41 X570, 33.69/5.41 powerset( 33.69/5.41 X570))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X572, 33.69/5.41 X574]: 33.69/5.41 (subset( 33.69/5.41 X572,X574) => 33.69/5.41 subset( 33.69/5.41 powerset( 33.69/5.41 X572), 33.69/5.41 powerset( 33.69/5.41 X574)))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X576, 33.69/5.41 X578:( 33.69/5.41 ( 33.69/5.41 $i > $o))]: 33.69/5.41 in( 33.69/5.41 dsetconstr( 33.69/5.41 X576, 33.69/5.41 ^[V_13]: 33.69/5.41 X578( 33.69/5.41 V_13)), 33.69/5.41 powerset( 33.69/5.41 X576))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X580, 33.69/5.41 X582:( 33.69/5.41 ( 33.69/5.41 $i > $o))]: 33.69/5.41 subset( 33.69/5.41 dsetconstr( 33.69/5.41 X580, 33.69/5.41 ^[V_14]: 33.69/5.41 X582( 33.69/5.41 V_14)), 33.69/5.41 X580)) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X584, 33.69/5.41 X586,X588]: 33.69/5.41 (in( 33.69/5.41 X588,X584) => 33.69/5.41 in( 33.69/5.41 X588, 33.69/5.41 binunion( 33.69/5.41 X584,X586)))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X590, 33.69/5.41 X592]: 33.69/5.41 in( 33.69/5.41 X592, 33.69/5.41 setadjoin( 33.69/5.41 X590, 33.69/5.41 setadjoin( 33.69/5.41 X592, 33.69/5.41 emptyset)))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X594, 33.69/5.41 X596,X598]: 33.69/5.41 (in( 33.69/5.41 X598,X596) => 33.69/5.41 in( 33.69/5.41 X598, 33.69/5.41 binunion( 33.69/5.41 X594,X596)))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X600, 33.69/5.41 X602, 33.69/5.41 X604, 33.69/5.41 X606:$o]: 33.69/5.41 (in( 33.69/5.41 X604, 33.69/5.41 binunion( 33.69/5.41 X600,X602)) => 33.69/5.41 (( 33.69/5.41 in( 33.69/5.41 X604,X600) => 33.69/5.41 X606) => 33.69/5.41 (( 33.69/5.41 in( 33.69/5.41 X604,X602) => 33.69/5.41 X606) => 33.69/5.41 X606)))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X608, 33.69/5.41 X610,X612]: 33.69/5.41 (in( 33.69/5.41 X612, 33.69/5.41 binunion( 33.69/5.41 X608,X610)) => 33.69/5.41 (in( 33.69/5.41 X612,X608) | 33.69/5.41 in( 33.69/5.41 X612,X610)))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X614, 33.69/5.41 X616]: 33.69/5.41 subset( 33.69/5.41 X614, 33.69/5.41 binunion( 33.69/5.41 X614,X616))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X618, 33.69/5.41 X620]: 33.69/5.41 subset( 33.69/5.41 X620, 33.69/5.41 binunion( 33.69/5.41 X618,X620))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X622, 33.69/5.41 X624,X626]: 33.69/5.41 (in( 33.69/5.41 X626,X622) => 33.69/5.41 (in( 33.69/5.41 X626,X624) => 33.69/5.41 in( 33.69/5.41 X626, 33.69/5.41 binintersect( 33.69/5.41 X622,X624))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X628, 33.69/5.41 X630,X632]: 33.69/5.41 (subset( 33.69/5.41 X632,X628) => 33.69/5.41 (subset( 33.69/5.41 X632,X630) => 33.69/5.41 subset( 33.69/5.41 X632, 33.69/5.41 binintersect( 33.69/5.41 X628,X630))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X634, 33.69/5.41 X636,X638]: 33.69/5.41 (in( 33.69/5.41 X638, 33.69/5.41 binintersect( 33.69/5.41 X634,X636)) => 33.69/5.41 in( 33.69/5.41 X638,X634))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X640, 33.69/5.41 X642]: 33.69/5.41 subset( 33.69/5.41 binintersect( 33.69/5.41 X640,X642), 33.69/5.41 X640)) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X644, 33.69/5.41 X646]: 33.69/5.41 (subset( 33.69/5.41 X644,X646) => 33.69/5.41 (binintersect( 33.69/5.41 X644,X646) = 33.69/5.41 X644))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X648, 33.69/5.41 X650]: 33.69/5.41 (( 33.69/5.41 binintersect( 33.69/5.41 X648,X650) = 33.69/5.41 X650) => 33.69/5.41 subset( 33.69/5.41 X650,X648))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X652, 33.69/5.41 X654,X656]: 33.69/5.41 (in( 33.69/5.41 X656, 33.69/5.41 binintersect( 33.69/5.41 X652,X654)) => 33.69/5.41 in( 33.69/5.41 X656,X654))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X658, 33.69/5.41 X660]: 33.69/5.41 (( 33.69/5.41 ~ 33.69/5.41 ( 33.69/5.41 ?[X662]: 33.69/5.41 (in( 33.69/5.41 X662,X660) & 33.69/5.41 in( 33.69/5.41 X662,X658)))) => 33.69/5.41 (binintersect( 33.69/5.41 X658,X660) = 33.69/5.41 emptyset))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X664, 33.69/5.41 X666]: 33.69/5.41 subset( 33.69/5.41 binintersect( 33.69/5.41 X664,X666), 33.69/5.41 X666)) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X668, 33.69/5.41 X670]: 33.69/5.41 (subset( 33.69/5.41 X670,X668) => 33.69/5.41 (binintersect( 33.69/5.41 X668,X670) = 33.69/5.41 X670))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X672, 33.69/5.41 X674]: 33.69/5.41 (( 33.69/5.41 binintersect( 33.69/5.41 X672,X674) = 33.69/5.41 X672) => 33.69/5.41 subset( 33.69/5.41 X672,X674))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X676, 33.69/5.41 X678,X680]: 33.69/5.41 (binintersect( 33.69/5.41 X676, 33.69/5.41 binunion( 33.69/5.41 X678,X680)) = 33.69/5.41 binunion( 33.69/5.41 binintersect( 33.69/5.41 X676,X678), 33.69/5.41 binintersect( 33.69/5.41 X676,X680)))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X682, 33.69/5.41 X684,X686]: 33.69/5.41 (in( 33.69/5.41 X686,X682) => 33.69/5.41 (( 33.69/5.41 ~ 33.69/5.41 in( 33.69/5.41 X686,X684)) => 33.69/5.41 in( 33.69/5.41 X686, 33.69/5.41 setminus( 33.69/5.41 X682,X684))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X688, 33.69/5.41 X690,X692]: 33.69/5.41 (in( 33.69/5.41 X692, 33.69/5.41 setminus( 33.69/5.41 X688,X690)) => 33.69/5.41 in( 33.69/5.41 X692,X688))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X694, 33.69/5.41 X696,X698]: 33.69/5.41 (in( 33.69/5.41 X698, 33.69/5.41 setminus( 33.69/5.41 X694,X696)) => 33.69/5.41 (~ 33.69/5.41 in( 33.69/5.41 X698,X696)))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X700, 33.69/5.41 X702]: 33.69/5.41 (subset( 33.69/5.41 X700,X702) => 33.69/5.41 (setminus( 33.69/5.41 X700,X702) = 33.69/5.41 emptyset))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X704, 33.69/5.41 X706,X708]: 33.69/5.41 (( 33.69/5.41 ~ 33.69/5.41 in( 33.69/5.41 X708, 33.69/5.41 setminus( 33.69/5.41 X704,X706))) => 33.69/5.41 (in( 33.69/5.41 X708,X704) => 33.69/5.41 in( 33.69/5.41 X708,X706)))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X710, 33.69/5.41 X712,X714]: 33.69/5.41 (( 33.69/5.41 ~ 33.69/5.41 in( 33.69/5.41 X714, 33.69/5.41 setminus( 33.69/5.41 X710,X712))) => 33.69/5.41 (( 33.69/5.41 ~ 33.69/5.41 in( 33.69/5.41 X714,X712)) => 33.69/5.41 (~ 33.69/5.41 in( 33.69/5.41 X714,X710))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X716, 33.69/5.41 X718,X720]: 33.69/5.41 (( 33.69/5.41 ~ 33.69/5.41 in( 33.69/5.41 X720,X716)) => 33.69/5.41 (~ 33.69/5.41 in( 33.69/5.41 X720, 33.69/5.41 setminus( 33.69/5.41 X716,X718))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X722, 33.69/5.41 X724,X726]: 33.69/5.41 (in( 33.69/5.41 X726,X724) => 33.69/5.41 (~ 33.69/5.41 in( 33.69/5.41 X726, 33.69/5.41 setminus( 33.69/5.41 X722,X724))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X728, 33.69/5.41 X730]: 33.69/5.41 subset( 33.69/5.41 setminus( 33.69/5.41 X728,X730), 33.69/5.41 X728)) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X732, 33.69/5.41 X734]: 33.69/5.41 (( 33.69/5.41 setminus( 33.69/5.41 X732,X734) = 33.69/5.41 emptyset) => 33.69/5.41 subset( 33.69/5.41 X732,X734))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X736, 33.69/5.41 X738,X740]: 33.69/5.41 (in( 33.69/5.41 X740, 33.69/5.41 symdiff( 33.69/5.41 X736,X738)) => 33.69/5.41 (![X742:$o]: 33.69/5.41 (( 33.69/5.41 in( 33.69/5.41 X740,X736) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ~ 33.69/5.41 in( 33.69/5.41 X740,X738)) => 33.69/5.41 X742)) => 33.69/5.41 (( 33.69/5.41 ( 33.69/5.41 ~ 33.69/5.41 in( 33.69/5.41 X740,X736)) => 33.69/5.41 ( 33.69/5.41 in( 33.69/5.41 X740,X738) => 33.69/5.41 X742)) => 33.69/5.41 X742))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X744, 33.69/5.41 X746,X748]: 33.69/5.41 (in( 33.69/5.41 X748,X744) => 33.69/5.41 (( 33.69/5.41 ~ 33.69/5.41 in( 33.69/5.41 X748,X746)) => 33.69/5.41 in( 33.69/5.41 X748, 33.69/5.41 symdiff( 33.69/5.41 X744,X746))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X750, 33.69/5.41 X752,X754]: 33.69/5.41 (( 33.69/5.41 ~ 33.69/5.41 in( 33.69/5.41 X754,X750)) => 33.69/5.41 (in( 33.69/5.41 X754,X752) => 33.69/5.41 in( 33.69/5.41 X754, 33.69/5.41 symdiff( 33.69/5.41 X750,X752))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X756, 33.69/5.41 X758,X760]: 33.69/5.41 (in( 33.69/5.41 X760,X756) => 33.69/5.41 (in( 33.69/5.41 X760,X758) => 33.69/5.41 (~ 33.69/5.41 in( 33.69/5.41 X760, 33.69/5.41 symdiff( 33.69/5.41 X756,X758)))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X762, 33.69/5.41 X764,X766]: 33.69/5.41 (( 33.69/5.41 ~ 33.69/5.41 in( 33.69/5.41 X766,X762)) => 33.69/5.41 (( 33.69/5.41 ~ 33.69/5.41 in( 33.69/5.41 X766,X764)) => 33.69/5.41 (~ 33.69/5.41 in( 33.69/5.41 X766, 33.69/5.41 symdiff( 33.69/5.41 X762,X764)))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X768, 33.69/5.41 X770]: 33.69/5.41 in( 33.69/5.41 X770, 33.69/5.41 setadjoin( 33.69/5.41 X768, 33.69/5.41 setadjoin( 33.69/5.41 X770, 33.69/5.41 emptyset)))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X772, 33.69/5.41 X774]: 33.69/5.41 in( 33.69/5.41 X772, 33.69/5.41 setunion( 33.69/5.41 setadjoin( 33.69/5.41 setadjoin( 33.69/5.41 X772, 33.69/5.41 emptyset), 33.69/5.41 setadjoin( 33.69/5.41 setadjoin( 33.69/5.41 X772, 33.69/5.41 setadjoin( 33.69/5.41 X774, 33.69/5.41 emptyset)), 33.69/5.41 emptyset))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X776, 33.69/5.41 X778]: 33.69/5.41 in( 33.69/5.41 X778, 33.69/5.41 setunion( 33.69/5.41 setadjoin( 33.69/5.41 setadjoin( 33.69/5.41 X776, 33.69/5.41 emptyset), 33.69/5.41 setadjoin( 33.69/5.41 setadjoin( 33.69/5.41 X776, 33.69/5.41 setadjoin( 33.69/5.41 X778, 33.69/5.41 emptyset)), 33.69/5.41 emptyset))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X780, 33.69/5.41 X782]: 33.69/5.41 iskpair( 33.69/5.41 setadjoin( 33.69/5.41 setadjoin( 33.69/5.41 X780, 33.69/5.41 emptyset), 33.69/5.41 setadjoin( 33.69/5.41 setadjoin( 33.69/5.41 X780, 33.69/5.41 setadjoin( 33.69/5.41 X782, 33.69/5.41 emptyset)), 33.69/5.41 emptyset)))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X784, 33.69/5.41 X786]: 33.69/5.41 iskpair( 33.69/5.41 kpair( 33.69/5.41 X784,X786))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X788, 33.69/5.41 X790]: 33.69/5.41 (in( 33.69/5.41 X790,X788) => 33.69/5.41 subset( 33.69/5.41 setadjoin( 33.69/5.41 X790, 33.69/5.41 emptyset), 33.69/5.41 X788))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X792, 33.69/5.41 X794]: 33.69/5.41 (in( 33.69/5.41 X794,X792) => 33.69/5.41 in( 33.69/5.41 setadjoin( 33.69/5.41 X794, 33.69/5.41 emptyset), 33.69/5.41 powerset( 33.69/5.41 X792)))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X796, 33.69/5.41 X798,X800]: 33.69/5.41 (in( 33.69/5.41 X800,X796) => 33.69/5.41 in( 33.69/5.41 setadjoin( 33.69/5.41 X800, 33.69/5.41 emptyset), 33.69/5.41 powerset( 33.69/5.41 binunion( 33.69/5.41 X796,X798))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X802, 33.69/5.41 X804,X806]: 33.69/5.41 (in( 33.69/5.41 X806, 33.69/5.41 setadjoin( 33.69/5.41 X802, 33.69/5.41 setadjoin( 33.69/5.41 X804, 33.69/5.41 emptyset))) => 33.69/5.41 (( 33.69/5.41 X806 = 33.69/5.41 X802) | 33.69/5.41 (X806 = 33.69/5.41 X804)))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X808, 33.69/5.41 X810,X812]: 33.69/5.41 (in( 33.69/5.41 X812,X808) => 33.69/5.41 (![X814]: 33.69/5.41 (in( 33.69/5.41 X814,X810) => 33.69/5.41 subset( 33.69/5.41 setadjoin( 33.69/5.41 X812, 33.69/5.41 setadjoin( 33.69/5.41 X814, 33.69/5.41 emptyset)), 33.69/5.41 binunion( 33.69/5.41 X808,X810)))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X816, 33.69/5.41 X818,X820]: 33.69/5.41 (in( 33.69/5.41 X820,X816) => 33.69/5.41 (![X822]: 33.69/5.41 (in( 33.69/5.41 X822,X818) => 33.69/5.41 in( 33.69/5.41 setadjoin( 33.69/5.41 X820, 33.69/5.41 setadjoin( 33.69/5.41 X822, 33.69/5.41 emptyset)), 33.69/5.41 powerset( 33.69/5.41 binunion( 33.69/5.41 X816,X818))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X824, 33.69/5.41 X826,X828]: 33.69/5.41 (in( 33.69/5.41 X828,X824) => 33.69/5.41 (![X830]: 33.69/5.41 (in( 33.69/5.41 X830,X826) => 33.69/5.41 subset( 33.69/5.41 setadjoin( 33.69/5.41 setadjoin( 33.69/5.41 X828, 33.69/5.41 emptyset), 33.69/5.41 setadjoin( 33.69/5.41 setadjoin( 33.69/5.41 X828, 33.69/5.41 setadjoin( 33.69/5.41 X830, 33.69/5.41 emptyset)), 33.69/5.41 emptyset)), 33.69/5.41 powerset( 33.69/5.41 binunion( 33.69/5.41 X824,X826))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X832, 33.69/5.41 X834,X836]: 33.69/5.41 (in( 33.69/5.41 X836,X832) => 33.69/5.41 (![X838]: 33.69/5.41 (in( 33.69/5.41 X838,X834) => 33.69/5.41 in( 33.69/5.41 setadjoin( 33.69/5.41 setadjoin( 33.69/5.41 X836, 33.69/5.41 emptyset), 33.69/5.41 setadjoin( 33.69/5.41 setadjoin( 33.69/5.41 X836, 33.69/5.41 setadjoin( 33.69/5.41 X838, 33.69/5.41 emptyset)), 33.69/5.41 emptyset)), 33.69/5.41 powerset( 33.69/5.41 powerset( 33.69/5.41 binunion( 33.69/5.41 X832,X834)))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X840, 33.69/5.41 X842,X844]: 33.69/5.41 (in( 33.69/5.41 X844,X840) => 33.69/5.41 (![X846]: 33.69/5.41 (in( 33.69/5.41 X846,X842) => 33.69/5.41 in( 33.69/5.41 kpair( 33.69/5.41 X844,X846), 33.69/5.41 powerset( 33.69/5.41 powerset( 33.69/5.41 binunion( 33.69/5.41 X840,X842)))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X848, 33.69/5.41 X850,X852]: 33.69/5.41 (in( 33.69/5.41 X852,X848) => 33.69/5.41 (![X854]: 33.69/5.41 (in( 33.69/5.41 X854,X850) => 33.69/5.41 in( 33.69/5.41 kpair( 33.69/5.41 X852,X854), 33.69/5.41 cartprod( 33.69/5.41 X848,X850)))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X856, 33.69/5.41 X858,X860]: 33.69/5.41 (in( 33.69/5.41 X860, 33.69/5.41 cartprod( 33.69/5.41 X856,X858)) => 33.69/5.41 (?[X862]: 33.69/5.41 (( 33.69/5.41 ?[X864]: 33.69/5.41 (( 33.69/5.41 X860 = 33.69/5.41 kpair( 33.69/5.41 X862,X864)) & 33.69/5.41 in( 33.69/5.41 X864,X858))) & 33.69/5.41 in( 33.69/5.41 X862,X856))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X866, 33.69/5.41 X868,X870]: 33.69/5.41 (in( 33.69/5.41 X870, 33.69/5.41 cartprod( 33.69/5.41 X866,X868)) => 33.69/5.41 iskpair( 33.69/5.41 X870))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X872, 33.69/5.41 X874]: 33.69/5.41 (in( 33.69/5.41 X874, 33.69/5.41 setunion( 33.69/5.41 X872)) => 33.69/5.41 (?[X876]: 33.69/5.41 (in( 33.69/5.41 X874,X876) & 33.69/5.41 in( 33.69/5.41 X876,X872))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X878]: 33.69/5.41 subset( 33.69/5.41 setunion( 33.69/5.41 setadjoin( 33.69/5.41 X878, 33.69/5.41 emptyset)), 33.69/5.41 X878)) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X880]: 33.69/5.41 subset( 33.69/5.41 X880, 33.69/5.41 setunion( 33.69/5.41 setadjoin( 33.69/5.41 X880, 33.69/5.41 emptyset)))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X882]: 33.69/5.41 (setunion( 33.69/5.41 setadjoin( 33.69/5.41 X882, 33.69/5.41 emptyset)) = 33.69/5.41 X882)) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X884, 33.69/5.41 X886:( 33.69/5.41 ( 33.69/5.41 $i > $o))]: 33.69/5.41 (( 33.69/5.41 ![X888]: 33.69/5.41 (in( 33.69/5.41 X888,X884) => 33.69/5.41 (![X890]: 33.69/5.41 (in( 33.69/5.41 X890,X884) => 33.69/5.41 (X886( 33.69/5.41 X888) => 33.69/5.41 (X886( 33.69/5.41 X890) => 33.69/5.41 (X888 = 33.69/5.41 X890))))))) => 33.69/5.41 (( 33.69/5.41 ?[X892]: 33.69/5.41 (X886( 33.69/5.41 X892) & 33.69/5.41 in( 33.69/5.41 X892,X884))) => 33.69/5.41 singleton( 33.69/5.41 dsetconstr( 33.69/5.41 X884, 33.69/5.41 ^[V_15]: 33.69/5.41 X886( 33.69/5.41 V_15)))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X894, 33.69/5.41 X896:( 33.69/5.41 ( 33.69/5.41 $i > $o))]: 33.69/5.41 (ex1( 33.69/5.41 X894, 33.69/5.41 ^[V_16]: 33.69/5.41 X896( 33.69/5.41 V_16)) => 33.69/5.41 (?[X898]: 33.69/5.41 (X896( 33.69/5.41 X898) & 33.69/5.41 in( 33.69/5.41 X898,X894))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X900, 33.69/5.41 X902:( 33.69/5.41 ( 33.69/5.41 $i > $o)), 33.69/5.41 X904]: 33.69/5.41 (in( 33.69/5.41 X904,X900) => 33.69/5.41 (X902( 33.69/5.41 X904) => 33.69/5.41 (( 33.69/5.41 ![X906]: 33.69/5.41 (in( 33.69/5.41 X906,X900) => 33.69/5.41 (X902( 33.69/5.41 X906) => 33.69/5.41 (X906 = 33.69/5.41 X904)))) => 33.69/5.41 ex1( 33.69/5.41 X900, 33.69/5.41 ^[V_17]: 33.69/5.41 X902( 33.69/5.41 V_17)))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X908, 33.69/5.41 X910:( 33.69/5.41 ( 33.69/5.41 $i > $o))]: 33.69/5.41 (( 33.69/5.41 ![X912]: 33.69/5.41 (in( 33.69/5.41 X912,X908) => 33.69/5.41 (![X914]: 33.69/5.41 (in( 33.69/5.41 X914,X908) => 33.69/5.41 (X910( 33.69/5.41 X912) => 33.69/5.41 (X910( 33.69/5.41 X914) => 33.69/5.41 (X912 = 33.69/5.41 X914))))))) => 33.69/5.41 (( 33.69/5.41 ?[X916]: 33.69/5.41 (X910( 33.69/5.41 X916) & 33.69/5.41 in( 33.69/5.41 X916,X908))) => 33.69/5.41 ex1( 33.69/5.41 X908, 33.69/5.41 ^[V_18]: 33.69/5.41 X910( 33.69/5.41 V_18))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X918, 33.69/5.41 X920]: 33.69/5.41 (( 33.69/5.41 setadjoin( 33.69/5.41 X918, 33.69/5.41 emptyset) = 33.69/5.41 setadjoin( 33.69/5.41 X920, 33.69/5.41 emptyset)) => 33.69/5.41 (X918 = 33.69/5.41 X920))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X922, 33.69/5.41 X924,X926]: 33.69/5.41 (in( 33.69/5.41 setadjoin( 33.69/5.41 X926, 33.69/5.41 emptyset), 33.69/5.41 setadjoin( 33.69/5.41 setadjoin( 33.69/5.41 X922, 33.69/5.41 emptyset), 33.69/5.41 setadjoin( 33.69/5.41 setadjoin( 33.69/5.41 X922, 33.69/5.41 setadjoin( 33.69/5.41 X924, 33.69/5.41 emptyset)), 33.69/5.41 emptyset))) => 33.69/5.41 (X922 = 33.69/5.41 X926))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X928]: 33.69/5.41 (iskpair( 33.69/5.41 X928) => 33.69/5.41 singleton( 33.69/5.41 dsetconstr( 33.69/5.41 setunion( 33.69/5.41 X928), 33.69/5.41 ^[V_19]: 33.69/5.41 in( 33.69/5.41 setadjoin( 33.69/5.41 V_19, 33.69/5.41 emptyset), 33.69/5.41 X928))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X930]: 33.69/5.41 (singleton( 33.69/5.41 X930) => 33.69/5.41 in( 33.69/5.41 setunion( 33.69/5.41 X930), 33.69/5.41 X930))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X932, 33.69/5.41 X934]: 33.69/5.41 (kfst( 33.69/5.41 kpair( 33.69/5.41 X932,X934)) = 33.69/5.41 X932)) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X936, 33.69/5.41 X938,X940]: 33.69/5.41 (in( 33.69/5.41 X940, 33.69/5.41 cartprod( 33.69/5.41 X936,X938)) => 33.69/5.41 in( 33.69/5.41 kfst( 33.69/5.41 X940), 33.69/5.41 X936))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X942, 33.69/5.41 X944, 33.69/5.41 X946,X948]: 33.69/5.41 (( 33.69/5.41 setadjoin( 33.69/5.41 setadjoin( 33.69/5.41 X942, 33.69/5.41 emptyset), 33.69/5.41 setadjoin( 33.69/5.41 setadjoin( 33.69/5.41 X942, 33.69/5.41 setadjoin( 33.69/5.41 X944, 33.69/5.41 emptyset)), 33.69/5.41 emptyset)) = 33.69/5.41 setadjoin( 33.69/5.41 setadjoin( 33.69/5.41 X946, 33.69/5.41 emptyset), 33.69/5.41 setadjoin( 33.69/5.41 setadjoin( 33.69/5.41 X946, 33.69/5.41 setadjoin( 33.69/5.41 X948, 33.69/5.41 emptyset)), 33.69/5.41 emptyset))) => 33.69/5.41 (X942 = 33.69/5.41 X946))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X950, 33.69/5.41 X952, 33.69/5.41 X954,X956]: 33.69/5.41 (( 33.69/5.41 kpair( 33.69/5.41 X950,X952) = 33.69/5.41 kpair( 33.69/5.41 X954,X956)) => 33.69/5.41 (X950 = 33.69/5.41 X954))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X958, 33.69/5.41 X960]: 33.69/5.41 (( 33.69/5.41 X958 = 33.69/5.41 X960) => 33.69/5.41 (setadjoin( 33.69/5.41 X958, 33.69/5.41 setadjoin( 33.69/5.41 X960, 33.69/5.41 emptyset)) = 33.69/5.41 setadjoin( 33.69/5.41 X958, 33.69/5.41 emptyset)))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X962, 33.69/5.41 X964]: 33.69/5.41 (( 33.69/5.41 X962 = 33.69/5.41 X964) => 33.69/5.41 (setadjoin( 33.69/5.41 setadjoin( 33.69/5.41 X962, 33.69/5.41 emptyset), 33.69/5.41 setadjoin( 33.69/5.41 setadjoin( 33.69/5.41 X962, 33.69/5.41 setadjoin( 33.69/5.41 X964, 33.69/5.41 emptyset)), 33.69/5.41 emptyset)) = 33.69/5.41 setadjoin( 33.69/5.41 setadjoin( 33.69/5.41 X962, 33.69/5.41 emptyset), 33.69/5.41 emptyset)))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X966, 33.69/5.41 X968, 33.69/5.41 X970,X972]: 33.69/5.41 (( 33.69/5.41 setadjoin( 33.69/5.41 setadjoin( 33.69/5.41 X966, 33.69/5.41 emptyset), 33.69/5.41 setadjoin( 33.69/5.41 setadjoin( 33.69/5.41 X966, 33.69/5.41 setadjoin( 33.69/5.41 X968, 33.69/5.41 emptyset)), 33.69/5.41 emptyset)) = 33.69/5.41 setadjoin( 33.69/5.41 setadjoin( 33.69/5.41 X970, 33.69/5.41 emptyset), 33.69/5.41 setadjoin( 33.69/5.41 setadjoin( 33.69/5.41 X970, 33.69/5.41 setadjoin( 33.69/5.41 X972, 33.69/5.41 emptyset)), 33.69/5.41 emptyset))) => 33.69/5.41 (( 33.69/5.41 X970 = 33.69/5.41 X972) => 33.69/5.41 (X968 = 33.69/5.41 X972)))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X974, 33.69/5.41 X976,X978]: 33.69/5.41 (( 33.69/5.41 setadjoin( 33.69/5.41 X974, 33.69/5.41 setadjoin( 33.69/5.41 X976, 33.69/5.41 emptyset)) = 33.69/5.41 setadjoin( 33.69/5.41 X978, 33.69/5.41 emptyset)) => 33.69/5.41 (X974 = 33.69/5.41 X976))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X980, 33.69/5.41 X982, 33.69/5.41 X984,X986]: 33.69/5.41 (( 33.69/5.41 setadjoin( 33.69/5.41 setadjoin( 33.69/5.41 X980, 33.69/5.41 emptyset), 33.69/5.41 setadjoin( 33.69/5.41 setadjoin( 33.69/5.41 X980, 33.69/5.41 setadjoin( 33.69/5.41 X982, 33.69/5.41 emptyset)), 33.69/5.41 emptyset)) = 33.69/5.41 setadjoin( 33.69/5.41 setadjoin( 33.69/5.41 X984, 33.69/5.41 emptyset), 33.69/5.41 setadjoin( 33.69/5.41 setadjoin( 33.69/5.41 X984, 33.69/5.41 setadjoin( 33.69/5.41 X986, 33.69/5.41 emptyset)), 33.69/5.41 emptyset))) => 33.69/5.41 (X982 = 33.69/5.41 X986))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X988, 33.69/5.41 X990, 33.69/5.41 X992,X994]: 33.69/5.41 (( 33.69/5.41 kpair( 33.69/5.41 X988,X990) = 33.69/5.41 kpair( 33.69/5.41 X992,X994)) => 33.69/5.41 (X990 = 33.69/5.41 X994))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X996]: 33.69/5.41 (iskpair( 33.69/5.41 X996) => 33.69/5.41 singleton( 33.69/5.41 dsetconstr( 33.69/5.41 setunion( 33.69/5.41 X996), 33.69/5.41 ^[V_20]: 33.69/5.41 (X996 = 33.69/5.41 kpair( 33.69/5.41 kfst( 33.69/5.41 X996), 33.69/5.41 V_20)))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X998, 33.69/5.41 X1000]: 33.69/5.41 (ksnd( 33.69/5.41 kpair( 33.69/5.41 X998, 33.69/5.41 X1000)) = 33.69/5.41 X1000)) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1002]: 33.69/5.41 (iskpair( 33.69/5.41 X1002) => 33.69/5.41 (kpair( 33.69/5.41 kfst( 33.69/5.41 X1002), 33.69/5.41 ksnd( 33.69/5.41 X1002)) = 33.69/5.41 X1002))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1004, 33.69/5.41 X1006, 33.69/5.41 X1008]: 33.69/5.41 (in( 33.69/5.41 X1008, 33.69/5.41 cartprod( 33.69/5.41 X1004, 33.69/5.41 X1006)) => 33.69/5.41 in( 33.69/5.41 ksnd( 33.69/5.41 X1008), 33.69/5.41 X1006))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1010, 33.69/5.41 X1012, 33.69/5.41 X1014, 33.69/5.41 X1016]: 33.69/5.41 (in( 33.69/5.41 kpair( 33.69/5.41 X1014, 33.69/5.41 X1016), 33.69/5.41 cartprod( 33.69/5.41 X1010, 33.69/5.41 X1012)) => 33.69/5.41 in( 33.69/5.41 X1014, 33.69/5.41 X1010))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1018, 33.69/5.41 X1020, 33.69/5.41 X1022, 33.69/5.41 X1024]: 33.69/5.41 (in( 33.69/5.41 kpair( 33.69/5.41 X1022, 33.69/5.41 X1024), 33.69/5.41 cartprod( 33.69/5.41 X1018, 33.69/5.41 X1020)) => 33.69/5.41 in( 33.69/5.41 X1024, 33.69/5.41 X1020))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1026, 33.69/5.41 X1028, 33.69/5.41 X1030]: 33.69/5.41 (in( 33.69/5.41 X1030, 33.69/5.41 X1026) => 33.69/5.41 (![X1032]: 33.69/5.41 (in( 33.69/5.41 X1032, 33.69/5.41 X1028) => 33.69/5.41 (kpair( 33.69/5.41 X1030, 33.69/5.41 X1032) = 33.69/5.41 kpair( 33.69/5.41 X1030, 33.69/5.41 X1032)))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1034, 33.69/5.41 X1036, 33.69/5.41 X1038]: 33.69/5.41 (in( 33.69/5.41 X1038, 33.69/5.41 X1034) => 33.69/5.41 (![X1040]: 33.69/5.41 (in( 33.69/5.41 X1040, 33.69/5.41 X1036) => 33.69/5.41 (kfst( 33.69/5.41 kpair( 33.69/5.41 X1038, 33.69/5.41 X1040)) = 33.69/5.41 X1038))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1042, 33.69/5.41 X1044, 33.69/5.41 X1046]: 33.69/5.41 (in( 33.69/5.41 X1046, 33.69/5.41 X1042) => 33.69/5.41 (![X1048]: 33.69/5.41 (in( 33.69/5.41 X1048, 33.69/5.41 X1044) => 33.69/5.41 (ksnd( 33.69/5.41 kpair( 33.69/5.41 X1046, 33.69/5.41 X1048)) = 33.69/5.41 X1048))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1050, 33.69/5.41 X1052, 33.69/5.41 X1054]: 33.69/5.41 (in( 33.69/5.41 X1054, 33.69/5.41 cartprod( 33.69/5.41 X1050, 33.69/5.41 X1052)) => 33.69/5.41 (kpair( 33.69/5.41 kfst( 33.69/5.41 X1054), 33.69/5.41 ksnd( 33.69/5.41 X1054)) = 33.69/5.41 X1054))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1056, 33.69/5.41 X1058, 33.69/5.41 X1060:( 33.69/5.41 ($i * $i) > 33.69/5.41 $o),X1062]: 33.69/5.41 (in( 33.69/5.41 X1062, 33.69/5.41 X1056) => 33.69/5.41 (![X1064]: 33.69/5.41 (in( 33.69/5.41 X1064, 33.69/5.41 X1058) => 33.69/5.41 (X1060( 33.69/5.41 X1062, 33.69/5.41 X1064) => 33.69/5.41 in( 33.69/5.41 kpair( 33.69/5.41 X1062, 33.69/5.41 X1064), 33.69/5.41 dpsetconstr( 33.69/5.41 X1056, 33.69/5.41 X1058, 33.69/5.41 ^[V_21, 33.69/5.41 V_22]: 33.69/5.41 X1060( 33.69/5.41 V_21,V_22)))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1066, 33.69/5.41 X1068, 33.69/5.41 X1070:( 33.69/5.41 ($i * $i) > 33.69/5.41 $o)]: 33.69/5.41 subset( 33.69/5.41 dpsetconstr( 33.69/5.41 X1066, 33.69/5.41 X1068, 33.69/5.41 ^[V_23, 33.69/5.41 V_24]: 33.69/5.41 X1070( 33.69/5.41 V_23,V_24)), 33.69/5.41 cartprod( 33.69/5.41 X1066, 33.69/5.41 X1068))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1072, 33.69/5.41 X1074, 33.69/5.41 X1076:( 33.69/5.41 ($i * $i) > 33.69/5.41 $o)]: 33.69/5.41 breln( 33.69/5.41 X1072, 33.69/5.41 X1074, 33.69/5.41 dpsetconstr( 33.69/5.41 X1072, 33.69/5.41 X1074, 33.69/5.41 ^[V_25, 33.69/5.41 V_26]: 33.69/5.41 X1076( 33.69/5.41 V_25,V_26)))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1078, 33.69/5.41 X1080, 33.69/5.41 X1082:( 33.69/5.41 ($i * $i) > 33.69/5.41 $o),X1084]: 33.69/5.41 (in( 33.69/5.41 X1084, 33.69/5.41 X1078) => 33.69/5.41 (![X1086]: 33.69/5.41 (in( 33.69/5.41 X1086, 33.69/5.41 X1080) => 33.69/5.41 (in( 33.69/5.41 kpair( 33.69/5.41 X1084, 33.69/5.41 X1086), 33.69/5.41 dpsetconstr( 33.69/5.41 X1078, 33.69/5.41 X1080, 33.69/5.41 ^[V_27, 33.69/5.41 V_28]: 33.69/5.41 X1082( 33.69/5.41 V_27,V_28))) => 33.69/5.41 X1082( 33.69/5.41 X1084, 33.69/5.41 X1086)))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1088, 33.69/5.41 X1090, 33.69/5.41 X1092:( 33.69/5.41 ($i * $i) > 33.69/5.41 $o), 33.69/5.41 X1094, 33.69/5.41 X1096]: 33.69/5.41 (in( 33.69/5.41 kpair( 33.69/5.41 X1094, 33.69/5.41 X1096), 33.69/5.41 dpsetconstr( 33.69/5.41 X1088, 33.69/5.41 X1090, 33.69/5.41 ^[V_29, 33.69/5.41 V_30]: 33.69/5.41 X1092( 33.69/5.41 V_29,V_30))) => 33.69/5.41 in( 33.69/5.41 X1094, 33.69/5.41 X1088))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1098, 33.69/5.41 X1100, 33.69/5.41 X1102:( 33.69/5.41 ($i * $i) > 33.69/5.41 $o), 33.69/5.41 X1104, 33.69/5.41 X1106]: 33.69/5.41 (in( 33.69/5.41 kpair( 33.69/5.41 X1104, 33.69/5.41 X1106), 33.69/5.41 dpsetconstr( 33.69/5.41 X1098, 33.69/5.41 X1100, 33.69/5.41 ^[V_31, 33.69/5.41 V_32]: 33.69/5.41 X1102( 33.69/5.41 V_31,V_32))) => 33.69/5.41 in( 33.69/5.41 X1106, 33.69/5.41 X1100))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1108, 33.69/5.41 X1110, 33.69/5.41 X1112:( 33.69/5.41 ($i * $i) > 33.69/5.41 $o), 33.69/5.41 X1114, 33.69/5.41 X1116]: 33.69/5.41 (in( 33.69/5.41 kpair( 33.69/5.41 X1114, 33.69/5.41 X1116), 33.69/5.41 dpsetconstr( 33.69/5.41 X1108, 33.69/5.41 X1110, 33.69/5.41 ^[V_33, 33.69/5.41 V_34]: 33.69/5.41 X1112( 33.69/5.41 V_33,V_34))) => 33.69/5.41 X1112( 33.69/5.41 X1114, 33.69/5.41 X1116))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1118, 33.69/5.41 X1120, 33.69/5.41 X1122]: 33.69/5.41 (func( 33.69/5.41 X1118, 33.69/5.41 X1120, 33.69/5.41 X1122) => 33.69/5.41 (![X1124]: 33.69/5.41 (in( 33.69/5.41 X1124, 33.69/5.41 X1118) => 33.69/5.41 singleton( 33.69/5.41 dsetconstr( 33.69/5.41 X1120, 33.69/5.41 ^[V_35]: 33.69/5.41 in( 33.69/5.41 kpair( 33.69/5.41 X1124, 33.69/5.41 V_35), 33.69/5.41 X1122))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1126, 33.69/5.41 X1128, 33.69/5.41 X1130]: 33.69/5.41 (func( 33.69/5.41 X1126, 33.69/5.41 X1128, 33.69/5.41 X1130) => 33.69/5.41 (![X1132]: 33.69/5.41 (in( 33.69/5.41 X1132, 33.69/5.41 X1126) => 33.69/5.41 in( 33.69/5.41 setunion( 33.69/5.41 dsetconstr( 33.69/5.41 X1128, 33.69/5.41 ^[V_36]: 33.69/5.41 in( 33.69/5.41 kpair( 33.69/5.41 X1132, 33.69/5.41 V_36), 33.69/5.41 X1130))), 33.69/5.41 X1128))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1134, 33.69/5.41 X1136, 33.69/5.41 X1138]: 33.69/5.41 (func( 33.69/5.41 X1134, 33.69/5.41 X1136, 33.69/5.41 X1138) => 33.69/5.41 (![X1140]: 33.69/5.41 (in( 33.69/5.41 X1140, 33.69/5.41 X1134) => 33.69/5.41 in( 33.69/5.41 ap( 33.69/5.41 X1134, 33.69/5.41 X1136, 33.69/5.41 X1138, 33.69/5.41 X1140), 33.69/5.41 X1136))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1142, 33.69/5.41 X1144, 33.69/5.41 X1146]: 33.69/5.41 (in( 33.69/5.41 X1146, 33.69/5.41 funcSet( 33.69/5.41 X1142, 33.69/5.41 X1144)) => 33.69/5.41 func( 33.69/5.41 X1142, 33.69/5.41 X1144, 33.69/5.41 X1146))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1148, 33.69/5.41 X1150, 33.69/5.41 X1152]: 33.69/5.41 (in( 33.69/5.41 X1152, 33.69/5.41 funcSet( 33.69/5.41 X1148, 33.69/5.41 X1150)) => 33.69/5.41 (![X1154]: 33.69/5.41 (in( 33.69/5.41 X1154, 33.69/5.41 X1148) => 33.69/5.41 in( 33.69/5.41 ap( 33.69/5.41 X1148, 33.69/5.41 X1150, 33.69/5.41 X1152, 33.69/5.41 X1154), 33.69/5.41 X1150))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1156, 33.69/5.41 X1158, 33.69/5.41 X1160]: 33.69/5.41 (func( 33.69/5.41 X1156, 33.69/5.41 X1158, 33.69/5.41 X1160) => 33.69/5.41 in( 33.69/5.41 X1160, 33.69/5.41 funcSet( 33.69/5.41 X1156, 33.69/5.41 X1158)))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1162, 33.69/5.41 X1164, 33.69/5.41 X1166:( 33.69/5.41 ( 33.69/5.41 $i > $i))]: 33.69/5.41 (( 33.69/5.41 ![X1168]: 33.69/5.41 (in( 33.69/5.41 X1168, 33.69/5.41 X1162) => 33.69/5.41 in( 33.69/5.41 X1166( 33.69/5.41 X1168), 33.69/5.41 X1164))) => 33.69/5.41 func( 33.69/5.41 X1162, 33.69/5.41 X1164, 33.69/5.41 dpsetconstr( 33.69/5.41 X1162, 33.69/5.41 X1164, 33.69/5.41 ^[V_37, 33.69/5.41 V_38]: 33.69/5.41 (X1166( 33.69/5.41 V_37) = 33.69/5.41 V_38))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1170, 33.69/5.41 X1172, 33.69/5.41 X1174:( 33.69/5.41 ( 33.69/5.41 $i > $i))]: 33.69/5.41 (( 33.69/5.41 ![X1176]: 33.69/5.41 (in( 33.69/5.41 X1176, 33.69/5.41 X1170) => 33.69/5.41 in( 33.69/5.41 X1174( 33.69/5.41 X1176), 33.69/5.41 X1172))) => 33.69/5.41 func( 33.69/5.41 X1170, 33.69/5.41 X1172, 33.69/5.41 lam( 33.69/5.41 X1170, 33.69/5.41 X1172, 33.69/5.41 ^[V_39]: 33.69/5.41 X1174( 33.69/5.41 V_39))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1178, 33.69/5.41 X1180, 33.69/5.41 X1182:( 33.69/5.41 ( 33.69/5.41 $i > $i))]: 33.69/5.41 (( 33.69/5.41 ![X1184]: 33.69/5.41 (in( 33.69/5.41 X1184, 33.69/5.41 X1178) => 33.69/5.41 in( 33.69/5.41 X1182( 33.69/5.41 X1184), 33.69/5.41 X1180))) => 33.69/5.41 in( 33.69/5.41 lam( 33.69/5.41 X1178, 33.69/5.41 X1180, 33.69/5.41 ^[V_40]: 33.69/5.41 X1182( 33.69/5.41 V_40)), 33.69/5.41 funcSet( 33.69/5.41 X1178, 33.69/5.41 X1180)))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1186, 33.69/5.41 X1188, 33.69/5.41 X1190]: 33.69/5.41 (breln( 33.69/5.41 X1186, 33.69/5.41 X1188, 33.69/5.41 X1190) => 33.69/5.41 (![X1192:( 33.69/5.41 ( 33.69/5.41 $i > $o))]: 33.69/5.41 (( 33.69/5.41 ![X1194]: 33.69/5.41 (in( 33.69/5.41 X1194, 33.69/5.41 X1186) => 33.69/5.41 (![X1196]: 33.69/5.41 (in( 33.69/5.41 X1196, 33.69/5.41 X1188) => 33.69/5.41 (in( 33.69/5.41 kpair( 33.69/5.41 X1194, 33.69/5.41 X1196), 33.69/5.41 X1190) => 33.69/5.41 X1192( 33.69/5.41 kpair( 33.69/5.41 X1194, 33.69/5.41 X1196))))))) => 33.69/5.41 (![X1198]: 33.69/5.41 (in( 33.69/5.41 X1198, 33.69/5.41 X1190) => 33.69/5.41 X1192( 33.69/5.41 X1198))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1200, 33.69/5.41 X1202, 33.69/5.41 X1204]: 33.69/5.41 (breln( 33.69/5.41 X1200, 33.69/5.41 X1202, 33.69/5.41 X1204) => 33.69/5.41 (![X1206:( 33.69/5.41 ( 33.69/5.41 $i > $o))]: 33.69/5.41 (( 33.69/5.41 ![X1208]: 33.69/5.41 (in( 33.69/5.41 X1208, 33.69/5.41 X1200) => 33.69/5.41 (![X1210]: 33.69/5.41 (in( 33.69/5.41 X1210, 33.69/5.41 X1202) => 33.69/5.41 (in( 33.69/5.41 kpair( 33.69/5.41 X1208, 33.69/5.41 X1210), 33.69/5.41 X1204) => 33.69/5.41 X1206( 33.69/5.41 kpair( 33.69/5.41 X1208, 33.69/5.41 X1210))))))) => 33.69/5.41 (![X1212]: 33.69/5.41 (in( 33.69/5.41 X1212, 33.69/5.41 X1204) => 33.69/5.41 X1206( 33.69/5.41 X1212))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1214, 33.69/5.41 X1216:( 33.69/5.41 ( 33.69/5.41 $i > $o))]: 33.69/5.41 (ex1( 33.69/5.41 X1214, 33.69/5.41 ^[V_41]: 33.69/5.41 X1216( 33.69/5.41 V_41)) => 33.69/5.41 (![X1218]: 33.69/5.41 (in( 33.69/5.41 X1218, 33.69/5.41 X1214) => 33.69/5.41 (![X1220]: 33.69/5.41 (in( 33.69/5.41 X1220, 33.69/5.41 X1214) => 33.69/5.41 (X1216( 33.69/5.41 X1218) => 33.69/5.41 (X1216( 33.69/5.41 X1220) => 33.69/5.41 (X1218 = 33.69/5.41 X1220))))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1222, 33.69/5.41 X1224, 33.69/5.41 X1226]: 33.69/5.41 (func( 33.69/5.41 X1222, 33.69/5.41 X1224, 33.69/5.41 X1226) => 33.69/5.41 (![X1228]: 33.69/5.41 (in( 33.69/5.41 X1228, 33.69/5.41 X1222) => 33.69/5.41 in( 33.69/5.41 kpair( 33.69/5.41 X1228, 33.69/5.41 ap( 33.69/5.41 X1222, 33.69/5.41 X1224, 33.69/5.41 X1226, 33.69/5.41 X1228)), 33.69/5.41 X1226))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1230, 33.69/5.41 X1232, 33.69/5.41 X1234]: 33.69/5.41 (in( 33.69/5.41 X1234, 33.69/5.41 funcSet( 33.69/5.41 X1230, 33.69/5.41 X1232)) => 33.69/5.41 (![X1236]: 33.69/5.41 (in( 33.69/5.41 X1236, 33.69/5.41 X1230) => 33.69/5.41 in( 33.69/5.41 kpair( 33.69/5.41 X1236, 33.69/5.41 ap( 33.69/5.41 X1230, 33.69/5.41 X1232, 33.69/5.41 X1234, 33.69/5.41 X1236)), 33.69/5.41 X1234))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1238, 33.69/5.41 X1240, 33.69/5.41 X1242]: 33.69/5.41 (func( 33.69/5.41 X1238, 33.69/5.41 X1240, 33.69/5.41 X1242) => 33.69/5.41 (![X1244]: 33.69/5.41 (in( 33.69/5.41 X1244, 33.69/5.41 X1238) => 33.69/5.41 (![X1246]: 33.69/5.41 (in( 33.69/5.41 X1246, 33.69/5.41 X1240) => 33.69/5.41 (in( 33.69/5.41 kpair( 33.69/5.41 X1244, 33.69/5.41 X1246), 33.69/5.41 X1242) => 33.69/5.41 (ap( 33.69/5.41 X1238, 33.69/5.41 X1240, 33.69/5.41 X1242, 33.69/5.41 X1244) = 33.69/5.41 X1246)))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1248, 33.69/5.41 X1250, 33.69/5.41 X1252]: 33.69/5.41 (func( 33.69/5.41 X1248, 33.69/5.41 X1250, 33.69/5.41 X1252) => 33.69/5.41 (![X1254]: 33.69/5.41 (func( 33.69/5.41 X1248, 33.69/5.41 X1250, 33.69/5.41 X1254) => 33.69/5.41 (( 33.69/5.41 ![X1256]: 33.69/5.41 (in( 33.69/5.41 X1256, 33.69/5.41 X1248) => 33.69/5.41 (ap( 33.69/5.41 X1248, 33.69/5.41 X1250, 33.69/5.41 X1252, 33.69/5.41 X1256) = 33.69/5.41 ap( 33.69/5.41 X1248, 33.69/5.41 X1250, 33.69/5.41 X1254, 33.69/5.41 X1256)))) => 33.69/5.41 (![X1258]: 33.69/5.41 (in( 33.69/5.41 X1258, 33.69/5.41 X1248) => 33.69/5.41 (![X1260]: 33.69/5.41 (in( 33.69/5.41 X1260, 33.69/5.41 X1250) => 33.69/5.41 (in( 33.69/5.41 kpair( 33.69/5.41 X1258, 33.69/5.41 X1260), 33.69/5.41 X1254) => 33.69/5.41 in( 33.69/5.41 kpair( 33.69/5.41 X1258, 33.69/5.41 X1260), 33.69/5.41 X1252))))))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1262, 33.69/5.41 X1264, 33.69/5.41 X1266]: 33.69/5.41 (in( 33.69/5.41 X1266, 33.69/5.41 funcSet( 33.69/5.41 X1262, 33.69/5.41 X1264)) => 33.69/5.41 (![X1268]: 33.69/5.41 (in( 33.69/5.41 X1268, 33.69/5.41 X1262) => 33.69/5.41 (![X1270]: 33.69/5.41 (in( 33.69/5.41 X1270, 33.69/5.41 X1264) => 33.69/5.41 (in( 33.69/5.41 kpair( 33.69/5.41 X1268, 33.69/5.41 X1270), 33.69/5.41 X1266) => 33.69/5.41 (ap( 33.69/5.41 X1262, 33.69/5.41 X1264, 33.69/5.41 X1266, 33.69/5.41 X1268) = 33.69/5.41 X1270)))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1272, 33.69/5.41 X1274, 33.69/5.41 X1276]: 33.69/5.41 (breln( 33.69/5.41 X1272, 33.69/5.41 X1274, 33.69/5.41 X1276) => 33.69/5.41 (![X1278]: 33.69/5.41 (breln( 33.69/5.41 X1272, 33.69/5.41 X1274, 33.69/5.41 X1278) => 33.69/5.41 (( 33.69/5.41 ![X1280]: 33.69/5.41 (in( 33.69/5.41 X1280, 33.69/5.41 X1272) => 33.69/5.41 (![X1282]: 33.69/5.41 (in( 33.69/5.41 X1282, 33.69/5.41 X1274) => 33.69/5.41 (in( 33.69/5.41 kpair( 33.69/5.41 X1280, 33.69/5.41 X1282), 33.69/5.41 X1276) => 33.69/5.41 in( 33.69/5.41 kpair( 33.69/5.41 X1280, 33.69/5.41 X1282), 33.69/5.41 X1278)))))) => 33.69/5.41 subset( 33.69/5.41 X1276, 33.69/5.41 X1278)))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1284, 33.69/5.41 X1286, 33.69/5.41 X1288]: 33.69/5.41 (breln( 33.69/5.41 X1284, 33.69/5.41 X1286, 33.69/5.41 X1288) => 33.69/5.41 (![X1290]: 33.69/5.41 (breln( 33.69/5.41 X1284, 33.69/5.41 X1286, 33.69/5.41 X1290) => 33.69/5.41 (( 33.69/5.41 ![X1292]: 33.69/5.41 (in( 33.69/5.41 X1292, 33.69/5.41 X1284) => 33.69/5.41 (![X1294]: 33.69/5.41 (in( 33.69/5.41 X1294, 33.69/5.41 X1286) => 33.69/5.41 (in( 33.69/5.41 kpair( 33.69/5.41 X1292, 33.69/5.41 X1294), 33.69/5.41 X1288) => 33.69/5.41 in( 33.69/5.41 kpair( 33.69/5.41 X1292, 33.69/5.41 X1294), 33.69/5.41 X1290)))))) => 33.69/5.41 (( 33.69/5.41 ![X1296]: 33.69/5.41 (in( 33.69/5.41 X1296, 33.69/5.41 X1284) => 33.69/5.41 (![X1298]: 33.69/5.41 (in( 33.69/5.41 X1298, 33.69/5.41 X1286) => 33.69/5.41 (in( 33.69/5.41 kpair( 33.69/5.41 X1296, 33.69/5.41 X1298), 33.69/5.41 X1290) => 33.69/5.41 in( 33.69/5.41 kpair( 33.69/5.41 X1296, 33.69/5.41 X1298), 33.69/5.41 X1288)))))) => 33.69/5.41 (X1288 = 33.69/5.41 X1290))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1300, 33.69/5.41 X1302, 33.69/5.41 X1304]: 33.69/5.41 (func( 33.69/5.41 X1300, 33.69/5.41 X1302, 33.69/5.41 X1304) => 33.69/5.41 (![X1306]: 33.69/5.41 (func( 33.69/5.41 X1300, 33.69/5.41 X1302, 33.69/5.41 X1306) => 33.69/5.41 (( 33.69/5.41 ![X1308]: 33.69/5.41 (in( 33.69/5.41 X1308, 33.69/5.41 X1300) => 33.69/5.41 (ap( 33.69/5.41 X1300, 33.69/5.41 X1302, 33.69/5.41 X1304, 33.69/5.41 X1308) = 33.69/5.41 ap( 33.69/5.41 X1300, 33.69/5.41 X1302, 33.69/5.41 X1306, 33.69/5.41 X1308)))) => 33.69/5.41 (X1304 = 33.69/5.41 X1306)))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1310, 33.69/5.41 X1312, 33.69/5.41 X1314]: 33.69/5.41 (in( 33.69/5.41 X1314, 33.69/5.41 funcSet( 33.69/5.41 X1310, 33.69/5.41 X1312)) => 33.69/5.41 (![X1316]: 33.69/5.41 (in( 33.69/5.41 X1316, 33.69/5.41 funcSet( 33.69/5.41 X1310, 33.69/5.41 X1312)) => 33.69/5.41 (( 33.69/5.41 ![X1318]: 33.69/5.41 (in( 33.69/5.41 X1318, 33.69/5.41 X1310) => 33.69/5.41 (ap( 33.69/5.41 X1310, 33.69/5.41 X1312, 33.69/5.41 X1314, 33.69/5.41 X1318) = 33.69/5.41 ap( 33.69/5.41 X1310, 33.69/5.41 X1312, 33.69/5.41 X1316, 33.69/5.41 X1318)))) => 33.69/5.41 (X1314 = 33.69/5.41 X1316)))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1320, 33.69/5.41 X1322, 33.69/5.41 X1324]: 33.69/5.41 (in( 33.69/5.41 X1324, 33.69/5.41 funcSet( 33.69/5.41 X1320, 33.69/5.41 X1322)) => 33.69/5.41 (![X1326]: 33.69/5.41 (in( 33.69/5.41 X1326, 33.69/5.41 X1320) => 33.69/5.41 (ap( 33.69/5.41 X1320, 33.69/5.41 X1322, 33.69/5.41 X1324, 33.69/5.41 X1326) = 33.69/5.41 ap( 33.69/5.41 X1320, 33.69/5.41 X1322, 33.69/5.41 X1324, 33.69/5.41 X1326)))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1328, 33.69/5.41 X1330, 33.69/5.41 X1332]: 33.69/5.41 (func( 33.69/5.41 X1328, 33.69/5.41 X1330, 33.69/5.41 X1332) => 33.69/5.41 (![X1334]: 33.69/5.41 (in( 33.69/5.41 X1334, 33.69/5.41 X1328) => 33.69/5.41 (ap( 33.69/5.41 X1328, 33.69/5.41 X1330, 33.69/5.41 X1332, 33.69/5.41 X1334) = 33.69/5.41 ap( 33.69/5.41 X1328, 33.69/5.41 X1330, 33.69/5.41 X1332, 33.69/5.41 X1334)))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1336, 33.69/5.41 X1338, 33.69/5.41 X1340:( 33.69/5.41 ( 33.69/5.41 $i > $i))]: 33.69/5.41 (( 33.69/5.41 ![X1342]: 33.69/5.41 (in( 33.69/5.41 X1342, 33.69/5.41 X1336) => 33.69/5.41 in( 33.69/5.41 X1340( 33.69/5.41 X1342), 33.69/5.41 X1338))) => 33.69/5.41 (![X1344]: 33.69/5.41 (in( 33.69/5.41 X1344, 33.69/5.41 X1336) => 33.69/5.41 (ap( 33.69/5.41 X1336, 33.69/5.41 X1338, 33.69/5.41 lam( 33.69/5.41 X1336, 33.69/5.41 X1338, 33.69/5.41 ^[V_42]: 33.69/5.41 X1340( 33.69/5.41 V_42)), 33.69/5.41 X1344) = 33.69/5.41 X1340( 33.69/5.41 X1344)))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1346, 33.69/5.41 X1348, 33.69/5.41 X1350]: 33.69/5.41 (func( 33.69/5.41 X1346, 33.69/5.41 X1348, 33.69/5.41 X1350) => 33.69/5.41 (lam( 33.69/5.41 X1346, 33.69/5.41 X1348, 33.69/5.41 ^[V_43]: 33.69/5.41 ap( 33.69/5.41 X1346, 33.69/5.41 X1348, 33.69/5.41 X1350, 33.69/5.41 V_43)) = 33.69/5.41 X1350))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1352, 33.69/5.41 X1354, 33.69/5.41 X1356:( 33.69/5.41 ( 33.69/5.41 $i > $i))]: 33.69/5.41 (( 33.69/5.41 ![X1358]: 33.69/5.41 (in( 33.69/5.41 X1358, 33.69/5.41 X1352) => 33.69/5.41 in( 33.69/5.41 X1356( 33.69/5.41 X1358), 33.69/5.41 X1354))) => 33.69/5.41 (lam( 33.69/5.41 X1352, 33.69/5.41 X1354, 33.69/5.41 ^[V_44]: 33.69/5.41 X1356( 33.69/5.41 V_44)) = 33.69/5.41 lam( 33.69/5.41 X1352, 33.69/5.41 X1354, 33.69/5.41 ^[V_45]: 33.69/5.41 X1356( 33.69/5.41 V_45))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1360, 33.69/5.41 X1362, 33.69/5.41 X1364:( 33.69/5.41 ( 33.69/5.41 $i > $i))]: 33.69/5.41 (( 33.69/5.41 ![X1366]: 33.69/5.41 (in( 33.69/5.41 X1366, 33.69/5.41 X1360) => 33.69/5.41 in( 33.69/5.41 X1364( 33.69/5.41 X1366), 33.69/5.41 X1362))) => 33.69/5.41 (![X1368]: 33.69/5.41 (in( 33.69/5.41 X1368, 33.69/5.41 X1360) => 33.69/5.41 (ap( 33.69/5.41 X1360, 33.69/5.41 X1362, 33.69/5.41 lam( 33.69/5.41 X1360, 33.69/5.41 X1362, 33.69/5.41 ^[V_46]: 33.69/5.41 X1364( 33.69/5.41 V_46)), 33.69/5.41 X1368) = 33.69/5.41 X1364( 33.69/5.41 X1368)))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1370, 33.69/5.41 X1372, 33.69/5.41 X1374]: 33.69/5.41 (in( 33.69/5.41 X1374, 33.69/5.41 funcSet( 33.69/5.41 X1370, 33.69/5.41 X1372)) => 33.69/5.41 (lam( 33.69/5.41 X1370, 33.69/5.41 X1372, 33.69/5.41 ^[V_47]: 33.69/5.41 ap( 33.69/5.41 X1370, 33.69/5.41 X1372, 33.69/5.41 X1374, 33.69/5.41 V_47)) = 33.69/5.41 X1374))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1376, 33.69/5.41 X1378:$o, 33.69/5.41 X1380]: 33.69/5.41 (in( 33.69/5.41 X1380, 33.69/5.41 X1376) => 33.69/5.41 (![X1382]: 33.69/5.41 (in( 33.69/5.41 X1382, 33.69/5.41 X1376) => 33.69/5.41 (( 33.69/5.41 ~X1378) => 33.69/5.41 in( 33.69/5.41 X1382, 33.69/5.41 dsetconstr( 33.69/5.41 X1376, 33.69/5.41 ^[V_48]: 33.69/5.41 (( 33.69/5.41 ( 33.69/5.41 V_48 = 33.69/5.41 X1382) & 33.69/5.41 ( 33.69/5.41 ~X1378)) | 33.69/5.41 (( 33.69/5.41 V_48 = 33.69/5.41 X1380) & 33.69/5.41 X1378))))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1384, 33.69/5.41 X1386:$o, 33.69/5.41 X1388]: 33.69/5.41 (in( 33.69/5.41 X1388, 33.69/5.41 X1384) => 33.69/5.41 (![X1390]: 33.69/5.41 (in( 33.69/5.41 X1390, 33.69/5.41 X1384) => 33.69/5.41 (( 33.69/5.41 ~X1386) => 33.69/5.41 (dsetconstr( 33.69/5.41 X1384, 33.69/5.41 ^[V_49]: 33.69/5.41 (( 33.69/5.41 ( 33.69/5.41 V_49 = 33.69/5.41 X1390) & 33.69/5.41 ( 33.69/5.41 ~X1386)) | 33.69/5.41 (( 33.69/5.41 V_49 = 33.69/5.41 X1388) & 33.69/5.41 X1386))) = 33.69/5.41 setadjoin( 33.69/5.41 X1390, 33.69/5.41 emptyset))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1392, 33.69/5.41 X1394:$o, 33.69/5.41 X1396]: 33.69/5.41 (in( 33.69/5.41 X1396, 33.69/5.41 X1392) => 33.69/5.41 (![X1398]: 33.69/5.41 (in( 33.69/5.41 X1398, 33.69/5.41 X1392) => 33.69/5.41 (X1394 => 33.69/5.41 in( 33.69/5.41 X1396, 33.69/5.41 dsetconstr( 33.69/5.41 X1392, 33.69/5.41 ^[V_50]: 33.69/5.41 (( 33.69/5.41 ( 33.69/5.41 V_50 = 33.69/5.41 X1398) & 33.69/5.41 ( 33.69/5.41 ~X1394)) | 33.69/5.41 (( 33.69/5.41 V_50 = 33.69/5.41 X1396) & 33.69/5.41 X1394))))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1400, 33.69/5.41 X1402:$o, 33.69/5.41 X1404]: 33.69/5.41 (in( 33.69/5.41 X1404, 33.69/5.41 X1400) => 33.69/5.41 (![X1406]: 33.69/5.41 (in( 33.69/5.41 X1406, 33.69/5.41 X1400) => 33.69/5.41 (X1402 => 33.69/5.41 (dsetconstr( 33.69/5.41 X1400, 33.69/5.41 ^[V_51]: 33.69/5.41 (( 33.69/5.41 ( 33.69/5.41 V_51 = 33.69/5.41 X1406) & 33.69/5.41 ( 33.69/5.41 ~X1402)) | 33.69/5.41 (( 33.69/5.41 V_51 = 33.69/5.41 X1404) & 33.69/5.41 X1402))) = 33.69/5.41 setadjoin( 33.69/5.41 X1404, 33.69/5.41 emptyset))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1408, 33.69/5.41 X1410:$o, 33.69/5.41 X1412]: 33.69/5.41 (in( 33.69/5.41 X1412, 33.69/5.41 X1408) => 33.69/5.41 (![X1414]: 33.69/5.41 (in( 33.69/5.41 X1414, 33.69/5.41 X1408) => 33.69/5.41 singleton( 33.69/5.41 dsetconstr( 33.69/5.41 X1408, 33.69/5.41 ^[V_52]: 33.69/5.41 (( 33.69/5.41 ( 33.69/5.41 V_52 = 33.69/5.41 X1414) & 33.69/5.41 ( 33.69/5.41 ~X1410)) | 33.69/5.41 (( 33.69/5.41 V_52 = 33.69/5.41 X1412) & 33.69/5.41 X1410)))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1416, 33.69/5.41 X1418:$o, 33.69/5.41 X1420]: 33.69/5.41 (in( 33.69/5.41 X1420, 33.69/5.41 X1416) => 33.69/5.41 (![X1422]: 33.69/5.41 (in( 33.69/5.41 X1422, 33.69/5.41 X1416) => 33.69/5.41 in( 33.69/5.41 if( 33.69/5.41 X1416, 33.69/5.41 X1418, 33.69/5.41 X1420, 33.69/5.41 X1422), 33.69/5.41 X1416))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1424]: 33.69/5.41 (singleton( 33.69/5.41 X1424) => 33.69/5.41 (![X1426]: 33.69/5.41 (in( 33.69/5.41 X1426, 33.69/5.41 X1424) => 33.69/5.41 (setunion( 33.69/5.41 X1424) = 33.69/5.41 X1426))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1428, 33.69/5.41 X1430:$o, 33.69/5.41 X1432]: 33.69/5.41 (in( 33.69/5.41 X1432, 33.69/5.41 X1428) => 33.69/5.41 (![X1434]: 33.69/5.41 (in( 33.69/5.41 X1434, 33.69/5.41 X1428) => 33.69/5.41 (X1430 => 33.69/5.41 (if( 33.69/5.41 X1428, 33.69/5.41 X1430, 33.69/5.41 X1432, 33.69/5.41 X1434) = 33.69/5.41 X1432)))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1436, 33.69/5.41 X1438:$o, 33.69/5.41 X1440]: 33.69/5.41 (in( 33.69/5.41 X1440, 33.69/5.41 X1436) => 33.69/5.41 (![X1442]: 33.69/5.41 (in( 33.69/5.41 X1442, 33.69/5.41 X1436) => 33.69/5.41 (( 33.69/5.41 ~X1438) => 33.69/5.41 (if( 33.69/5.41 X1436, 33.69/5.41 X1438, 33.69/5.41 X1440, 33.69/5.41 X1442) = 33.69/5.41 X1442)))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1444, 33.69/5.41 X1446:$o, 33.69/5.41 X1448]: 33.69/5.41 (in( 33.69/5.41 X1448, 33.69/5.41 X1444) => 33.69/5.41 (![X1450]: 33.69/5.41 (in( 33.69/5.41 X1450, 33.69/5.41 X1444) => 33.69/5.41 in( 33.69/5.41 if( 33.69/5.41 X1444, 33.69/5.41 X1446, 33.69/5.41 X1448, 33.69/5.41 X1450), 33.69/5.41 setadjoin( 33.69/5.41 X1448, 33.69/5.41 setadjoin( 33.69/5.41 X1450, 33.69/5.41 emptyset))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1452, 33.69/5.41 X1454]: 33.69/5.41 (in( 33.69/5.41 X1454, 33.69/5.41 powerset( 33.69/5.41 X1452)) => 33.69/5.41 (![X1456]: 33.69/5.41 (in( 33.69/5.41 X1456, 33.69/5.41 powerset( 33.69/5.41 X1452)) => 33.69/5.41 in( 33.69/5.41 binintersect( 33.69/5.41 X1454, 33.69/5.41 X1456), 33.69/5.41 powerset( 33.69/5.41 X1452)))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1458, 33.69/5.41 X1460]: 33.69/5.41 (in( 33.69/5.41 X1460, 33.69/5.41 powerset( 33.69/5.41 X1458)) => 33.69/5.41 (![X1462]: 33.69/5.41 (in( 33.69/5.41 X1462, 33.69/5.41 powerset( 33.69/5.41 X1458)) => 33.69/5.41 in( 33.69/5.41 binunion( 33.69/5.41 X1460, 33.69/5.41 X1462), 33.69/5.41 powerset( 33.69/5.41 X1458)))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1464, 33.69/5.41 X1466]: 33.69/5.41 (in( 33.69/5.41 X1466, 33.69/5.41 powerset( 33.69/5.41 X1464)) => 33.69/5.41 in( 33.69/5.41 powerset( 33.69/5.41 X1466), 33.69/5.41 powerset( 33.69/5.41 powerset( 33.69/5.41 X1464))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1468, 33.69/5.41 X1470]: 33.69/5.41 (in( 33.69/5.41 X1470, 33.69/5.41 powerset( 33.69/5.41 X1468)) => 33.69/5.41 (![X1472]: 33.69/5.41 (in( 33.69/5.41 X1472, 33.69/5.41 powerset( 33.69/5.41 X1468)) => 33.69/5.41 in( 33.69/5.41 setminus( 33.69/5.41 X1470, 33.69/5.41 X1472), 33.69/5.41 powerset( 33.69/5.41 X1468)))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1474, 33.69/5.41 X1476]: 33.69/5.41 (in( 33.69/5.41 X1476, 33.69/5.41 powerset( 33.69/5.41 X1474)) => 33.69/5.41 in( 33.69/5.41 setminus( 33.69/5.41 X1474, 33.69/5.41 X1476), 33.69/5.41 powerset( 33.69/5.41 X1474)))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1478, 33.69/5.41 X1480]: 33.69/5.41 (in( 33.69/5.41 X1480, 33.69/5.41 powerset( 33.69/5.41 X1478)) => 33.69/5.41 (![X1482]: 33.69/5.41 (in( 33.69/5.41 X1482, 33.69/5.41 powerset( 33.69/5.41 X1478)) => 33.69/5.41 (( 33.69/5.41 ![X1484]: 33.69/5.41 (in( 33.69/5.41 X1484, 33.69/5.41 X1478) => 33.69/5.41 (in( 33.69/5.41 X1484, 33.69/5.41 X1480) => 33.69/5.41 in( 33.69/5.41 X1484, 33.69/5.41 X1482)))) => 33.69/5.41 (( 33.69/5.41 ![X1486]: 33.69/5.41 (in( 33.69/5.41 X1486, 33.69/5.41 X1478) => 33.69/5.41 (in( 33.69/5.41 X1486, 33.69/5.41 X1482) => 33.69/5.41 in( 33.69/5.41 X1486, 33.69/5.41 X1480)))) => 33.69/5.41 (X1480 = 33.69/5.41 X1482))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1488, 33.69/5.41 X1490]: 33.69/5.41 (in( 33.69/5.41 X1490, 33.69/5.41 powerset( 33.69/5.41 X1488)) => 33.69/5.41 (![X1492]: 33.69/5.41 (in( 33.69/5.41 X1492, 33.69/5.41 powerset( 33.69/5.41 X1488)) => 33.69/5.41 (( 33.69/5.41 ![X1494]: 33.69/5.41 (in( 33.69/5.41 X1494, 33.69/5.41 X1488) => 33.69/5.41 (in( 33.69/5.41 X1494, 33.69/5.41 X1490) => 33.69/5.41 in( 33.69/5.41 X1494, 33.69/5.41 X1492)))) => 33.69/5.41 subset( 33.69/5.41 X1490, 33.69/5.41 X1492)))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1496, 33.69/5.41 X1498]: 33.69/5.41 (in( 33.69/5.41 X1498, 33.69/5.41 powerset( 33.69/5.41 X1496)) => 33.69/5.41 (![X1500]: 33.69/5.41 (in( 33.69/5.41 X1500, 33.69/5.41 powerset( 33.69/5.41 X1496)) => 33.69/5.41 (( 33.69/5.41 ![X1502]: 33.69/5.41 (in( 33.69/5.41 X1502, 33.69/5.41 X1496) => 33.69/5.41 (in( 33.69/5.41 X1502, 33.69/5.41 X1498) => 33.69/5.41 in( 33.69/5.41 X1502, 33.69/5.41 X1500)))) => 33.69/5.41 in( 33.69/5.41 X1498, 33.69/5.41 powerset( 33.69/5.41 X1500))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1504, 33.69/5.41 X1506]: 33.69/5.41 (in( 33.69/5.41 X1506, 33.69/5.41 powerset( 33.69/5.41 X1504)) => 33.69/5.41 (![X1508]: 33.69/5.41 (in( 33.69/5.41 X1508, 33.69/5.41 powerset( 33.69/5.41 X1504)) => 33.69/5.41 (![X1510]: 33.69/5.41 (in( 33.69/5.41 X1510, 33.69/5.41 X1504) => 33.69/5.41 (in( 33.69/5.41 X1506, 33.69/5.41 powerset( 33.69/5.41 X1508)) => 33.69/5.41 (in( 33.69/5.41 X1510, 33.69/5.41 X1506) => 33.69/5.41 in( 33.69/5.41 X1510, 33.69/5.41 X1508))))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1512, 33.69/5.41 X1514]: 33.69/5.41 (in( 33.69/5.41 X1514, 33.69/5.41 powerset( 33.69/5.41 X1512)) => 33.69/5.41 (![X1516]: 33.69/5.41 (in( 33.69/5.41 X1516, 33.69/5.41 X1512) => 33.69/5.41 (in( 33.69/5.41 X1516, 33.69/5.41 X1514) => 33.69/5.41 (~ 33.69/5.41 in( 33.69/5.41 X1516, 33.69/5.41 setminus( 33.69/5.41 X1512, 33.69/5.41 X1514)))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1518, 33.69/5.41 X1520]: 33.69/5.41 (in( 33.69/5.41 X1520, 33.69/5.41 powerset( 33.69/5.41 X1518)) => 33.69/5.41 (![X1522]: 33.69/5.41 (in( 33.69/5.41 X1522, 33.69/5.41 X1518) => 33.69/5.41 (( 33.69/5.41 ~ 33.69/5.41 in( 33.69/5.41 X1522, 33.69/5.41 setminus( 33.69/5.41 X1518, 33.69/5.41 X1520))) => 33.69/5.41 in( 33.69/5.41 X1522, 33.69/5.41 X1520)))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1524, 33.69/5.41 X1526]: 33.69/5.41 (in( 33.69/5.41 X1526, 33.69/5.41 powerset( 33.69/5.41 X1524)) => 33.69/5.41 (![X1528]: 33.69/5.41 (in( 33.69/5.41 X1528, 33.69/5.41 powerset( 33.69/5.41 X1524)) => 33.69/5.41 (![X1530]: 33.69/5.41 (in( 33.69/5.41 X1530, 33.69/5.41 X1524) => 33.69/5.41 (( 33.69/5.41 ~ 33.69/5.41 in( 33.69/5.41 X1530, 33.69/5.41 X1526)) => 33.69/5.41 (~ 33.69/5.41 in( 33.69/5.41 X1530, 33.69/5.41 binintersect( 33.69/5.41 X1526, 33.69/5.41 X1528)))))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1532, 33.69/5.41 X1534]: 33.69/5.41 (in( 33.69/5.41 X1534, 33.69/5.41 powerset( 33.69/5.41 X1532)) => 33.69/5.41 (![X1536]: 33.69/5.41 (in( 33.69/5.41 X1536, 33.69/5.41 powerset( 33.69/5.41 X1532)) => 33.69/5.41 (![X1538]: 33.69/5.41 (in( 33.69/5.41 X1538, 33.69/5.41 X1532) => 33.69/5.41 (( 33.69/5.41 ~ 33.69/5.41 in( 33.69/5.41 X1538, 33.69/5.41 X1536)) => 33.69/5.41 (~ 33.69/5.41 in( 33.69/5.41 X1538, 33.69/5.41 binintersect( 33.69/5.41 X1534, 33.69/5.41 X1536)))))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1540, 33.69/5.41 X1542]: 33.69/5.41 (in( 33.69/5.41 X1542, 33.69/5.41 powerset( 33.69/5.41 X1540)) => 33.69/5.41 (![X1544]: 33.69/5.41 (in( 33.69/5.41 X1544, 33.69/5.41 powerset( 33.69/5.41 X1540)) => 33.69/5.41 (![X1546]: 33.69/5.41 (in( 33.69/5.41 X1546, 33.69/5.41 X1540) => 33.69/5.41 (subset( 33.69/5.41 X1542, 33.69/5.41 setminus( 33.69/5.41 X1540, 33.69/5.41 X1544)) => 33.69/5.41 (in( 33.69/5.41 X1546, 33.69/5.41 X1544) => 33.69/5.41 (~ 33.69/5.41 in( 33.69/5.41 X1546, 33.69/5.41 X1542)))))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1548, 33.69/5.41 X1550]: 33.69/5.41 (in( 33.69/5.41 X1550, 33.69/5.41 powerset( 33.69/5.41 X1548)) => 33.69/5.41 (![X1552]: 33.69/5.41 (in( 33.69/5.41 X1552, 33.69/5.41 powerset( 33.69/5.41 X1548)) => 33.69/5.41 (![X1554]: 33.69/5.41 (in( 33.69/5.41 X1554, 33.69/5.41 X1548) => 33.69/5.41 (subset( 33.69/5.41 X1550, 33.69/5.41 X1552) => 33.69/5.41 (( 33.69/5.41 ~ 33.69/5.41 in( 33.69/5.41 X1554, 33.69/5.41 X1552)) => 33.69/5.41 (~ 33.69/5.41 in( 33.69/5.41 X1554, 33.69/5.41 X1550)))))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1556, 33.69/5.41 X1558]: 33.69/5.41 (in( 33.69/5.41 X1558, 33.69/5.41 powerset( 33.69/5.41 X1556)) => 33.69/5.41 (![X1560]: 33.69/5.41 (in( 33.69/5.41 X1560, 33.69/5.41 powerset( 33.69/5.41 X1556)) => 33.69/5.41 (subset( 33.69/5.41 X1558, 33.69/5.41 X1560) => 33.69/5.41 subset( 33.69/5.41 setminus( 33.69/5.41 X1556, 33.69/5.41 X1560), 33.69/5.41 setminus( 33.69/5.41 X1556, 33.69/5.41 X1558))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1562, 33.69/5.41 X1564]: 33.69/5.41 (in( 33.69/5.41 X1564, 33.69/5.41 powerset( 33.69/5.41 X1562)) => 33.69/5.41 (![X1566]: 33.69/5.41 (in( 33.69/5.41 X1566, 33.69/5.41 powerset( 33.69/5.41 X1562)) => 33.69/5.41 (subset( 33.69/5.41 setminus( 33.69/5.41 X1562, 33.69/5.41 X1566), 33.69/5.41 setminus( 33.69/5.41 X1562, 33.69/5.41 X1564)) => 33.69/5.41 subset( 33.69/5.41 X1564, 33.69/5.41 X1566)))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1568, 33.69/5.41 X1570]: 33.69/5.41 (in( 33.69/5.41 X1570, 33.69/5.41 powerset( 33.69/5.41 X1568)) => 33.69/5.41 (![X1572]: 33.69/5.41 (in( 33.69/5.41 X1572, 33.69/5.41 X1568) => 33.69/5.41 (in( 33.69/5.41 X1572, 33.69/5.41 X1570) => 33.69/5.41 in( 33.69/5.41 X1572, 33.69/5.41 setminus( 33.69/5.41 X1568, 33.69/5.41 setminus( 33.69/5.41 X1568, 33.69/5.41 X1570)))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1574, 33.69/5.41 X1576]: 33.69/5.41 (in( 33.69/5.41 X1576, 33.69/5.41 powerset( 33.69/5.41 X1574)) => 33.69/5.41 (![X1578]: 33.69/5.41 (in( 33.69/5.41 X1578, 33.69/5.41 X1574) => 33.69/5.41 (in( 33.69/5.41 X1578, 33.69/5.41 setminus( 33.69/5.41 X1574, 33.69/5.41 setminus( 33.69/5.41 X1574, 33.69/5.41 X1576))) => 33.69/5.41 in( 33.69/5.41 X1578, 33.69/5.41 X1576)))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1580, 33.69/5.41 X1582]: 33.69/5.41 (in( 33.69/5.41 X1582, 33.69/5.41 powerset( 33.69/5.41 X1580)) => 33.69/5.41 subset( 33.69/5.41 X1582, 33.69/5.41 setminus( 33.69/5.41 X1580, 33.69/5.41 setminus( 33.69/5.41 X1580, 33.69/5.41 X1582))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1584, 33.69/5.41 X1586]: 33.69/5.41 (in( 33.69/5.41 X1586, 33.69/5.41 powerset( 33.69/5.41 X1584)) => 33.69/5.41 subset( 33.69/5.41 setminus( 33.69/5.41 X1584, 33.69/5.41 setminus( 33.69/5.41 X1584, 33.69/5.41 X1586)), 33.69/5.41 X1586))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1588, 33.69/5.41 X1590]: 33.69/5.41 (in( 33.69/5.41 X1590, 33.69/5.41 powerset( 33.69/5.41 X1588)) => 33.69/5.41 (X1590 = 33.69/5.41 setminus( 33.69/5.41 X1588, 33.69/5.41 setminus( 33.69/5.41 X1588, 33.69/5.41 X1590))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1592, 33.69/5.41 X1594]: 33.69/5.41 (in( 33.69/5.41 X1594, 33.69/5.41 powerset( 33.69/5.41 X1592)) => 33.69/5.41 (![X1596]: 33.69/5.41 (in( 33.69/5.41 X1596, 33.69/5.41 powerset( 33.69/5.41 X1592)) => 33.69/5.41 (![X1598]: 33.69/5.41 (in( 33.69/5.41 X1598, 33.69/5.41 X1592) => 33.69/5.41 (in( 33.69/5.41 X1598, 33.69/5.41 setminus( 33.69/5.41 X1592, 33.69/5.41 X1594)) => 33.69/5.41 (~ 33.69/5.41 in( 33.69/5.41 X1598, 33.69/5.41 binintersect( 33.69/5.41 X1594, 33.69/5.41 X1596)))))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1600, 33.69/5.41 X1602]: 33.69/5.41 (in( 33.69/5.41 X1602, 33.69/5.41 powerset( 33.69/5.41 X1600)) => 33.69/5.41 (![X1604]: 33.69/5.41 (in( 33.69/5.41 X1604, 33.69/5.41 powerset( 33.69/5.41 X1600)) => 33.69/5.41 (![X1606]: 33.69/5.41 (in( 33.69/5.41 X1606, 33.69/5.41 X1600) => 33.69/5.41 (in( 33.69/5.41 X1606, 33.69/5.41 setminus( 33.69/5.41 X1600, 33.69/5.41 X1602)) => 33.69/5.41 in( 33.69/5.41 X1606, 33.69/5.41 setminus( 33.69/5.41 X1600, 33.69/5.41 binintersect( 33.69/5.41 X1602, 33.69/5.41 X1604)))))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1608, 33.69/5.41 X1610]: 33.69/5.41 (in( 33.69/5.41 X1610, 33.69/5.41 powerset( 33.69/5.41 X1608)) => 33.69/5.41 (![X1612]: 33.69/5.41 (in( 33.69/5.41 X1612, 33.69/5.41 powerset( 33.69/5.41 X1608)) => 33.69/5.41 subset( 33.69/5.41 setminus( 33.69/5.41 X1608, 33.69/5.41 X1610), 33.69/5.41 setminus( 33.69/5.41 X1608, 33.69/5.41 binintersect( 33.69/5.41 X1610, 33.69/5.41 X1612))))))) => 33.69/5.41 ( 33.69/5.41 ( 33.69/5.41 ![X1614, 33.69/5.41 X1616]: 33.69/5.41 (in( 33.69/5.41 X1616, 33.69/5.41 powerset( 33.69/5.41 X1614)) => 33.69/5.41 (![X1618]: 33.69/5.41 (in( 33.69/5.41 X1618, 33.69/5.41 powerset( 33.69/5.41 X1614)) => 33.69/5.41 in( 33.69/5.41 setminus( 33.69/5.41 X1614, 33.69/5.41 X1616), 33.69/5.41 powerset( 33.69/5.41 setminus( 33.69/5.41 X1614, 33.69/5.42 binintersect( 33.69/5.42 X1616, 33.69/5.42 X1618)))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1620, 33.69/5.42 X1622]: 33.69/5.42 (in( 33.69/5.42 X1622, 33.69/5.42 powerset( 33.69/5.42 X1620)) => 33.69/5.42 (![X1624]: 33.69/5.42 (in( 33.69/5.42 X1624, 33.69/5.42 powerset( 33.69/5.42 X1620)) => 33.69/5.42 (subset( 33.69/5.42 X1622, 33.69/5.42 setminus( 33.69/5.42 X1620, 33.69/5.42 X1624)) => 33.69/5.42 (![X1626]: 33.69/5.42 (in( 33.69/5.42 X1626, 33.69/5.42 X1620) => 33.69/5.42 (in( 33.69/5.42 X1626, 33.69/5.42 X1624) => 33.69/5.42 in( 33.69/5.42 X1626, 33.69/5.42 setminus( 33.69/5.42 X1620, 33.69/5.42 X1622)))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1628, 33.69/5.42 X1630]: 33.69/5.42 (in( 33.69/5.42 X1630, 33.69/5.42 powerset( 33.69/5.42 X1628)) => 33.69/5.42 (![X1632]: 33.69/5.42 (in( 33.69/5.42 X1632, 33.69/5.42 powerset( 33.69/5.42 X1628)) => 33.69/5.42 (subset( 33.69/5.42 X1630, 33.69/5.42 setminus( 33.69/5.42 X1628, 33.69/5.42 X1632)) => 33.69/5.42 subset( 33.69/5.42 X1632, 33.69/5.42 setminus( 33.69/5.42 X1628, 33.69/5.42 X1630))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1634, 33.69/5.42 X1636]: 33.69/5.42 (in( 33.69/5.42 X1636, 33.69/5.42 powerset( 33.69/5.42 X1634)) => 33.69/5.42 (![X1638]: 33.69/5.42 (in( 33.69/5.42 X1638, 33.69/5.42 powerset( 33.69/5.42 X1634)) => 33.69/5.42 (![X1640]: 33.69/5.42 (in( 33.69/5.42 X1640, 33.69/5.42 X1634) => 33.69/5.42 (( 33.69/5.42 ~ 33.69/5.42 in( 33.69/5.42 X1640, 33.69/5.42 binunion( 33.69/5.42 X1636, 33.69/5.42 X1638))) => 33.69/5.42 (~ 33.69/5.42 in( 33.69/5.42 X1640, 33.69/5.42 X1636))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1642, 33.69/5.42 X1644]: 33.69/5.42 (in( 33.69/5.42 X1644, 33.69/5.42 powerset( 33.69/5.42 X1642)) => 33.69/5.42 (![X1646]: 33.69/5.42 (in( 33.69/5.42 X1646, 33.69/5.42 powerset( 33.69/5.42 X1642)) => 33.69/5.42 (![X1648]: 33.69/5.42 (in( 33.69/5.42 X1648, 33.69/5.42 X1642) => 33.69/5.42 (( 33.69/5.42 ~ 33.69/5.42 in( 33.69/5.42 X1648, 33.69/5.42 binunion( 33.69/5.42 X1644, 33.69/5.42 X1646))) => 33.69/5.42 (~ 33.69/5.42 in( 33.69/5.42 X1648, 33.69/5.42 X1646))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1650, 33.69/5.42 X1652]: 33.69/5.42 (in( 33.69/5.42 X1652, 33.69/5.42 powerset( 33.69/5.42 X1650)) => 33.69/5.42 (![X1654]: 33.69/5.42 (in( 33.69/5.42 X1654, 33.69/5.42 powerset( 33.69/5.42 X1650)) => 33.69/5.42 (![X1656]: 33.69/5.42 (in( 33.69/5.42 X1656, 33.69/5.42 powerset( 33.69/5.42 X1650)) => 33.69/5.42 (![X1658]: 33.69/5.42 (in( 33.69/5.42 X1658, 33.69/5.42 X1650) => 33.69/5.42 (in( 33.69/5.42 X1658, 33.69/5.42 binintersect( 33.69/5.42 X1652, 33.69/5.42 X1654)) => 33.69/5.42 in( 33.69/5.42 X1658, 33.69/5.42 binunion( 33.69/5.42 X1652, 33.69/5.42 X1656))))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1660, 33.69/5.42 X1662]: 33.69/5.42 (in( 33.69/5.42 X1662, 33.69/5.42 powerset( 33.69/5.42 X1660)) => 33.69/5.42 (![X1664]: 33.69/5.42 (in( 33.69/5.42 X1664, 33.69/5.42 powerset( 33.69/5.42 X1660)) => 33.69/5.42 (![X1666]: 33.69/5.42 (in( 33.69/5.42 X1666, 33.69/5.42 powerset( 33.69/5.42 X1660)) => 33.69/5.42 (![X1668]: 33.69/5.42 (in( 33.69/5.42 X1668, 33.69/5.42 X1660) => 33.69/5.42 (in( 33.69/5.42 X1668, 33.69/5.42 binintersect( 33.69/5.42 X1662, 33.69/5.42 X1664)) => 33.69/5.42 in( 33.69/5.42 X1668, 33.69/5.42 binunion( 33.69/5.42 X1664, 33.69/5.42 X1666))))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1670, 33.69/5.42 X1672]: 33.69/5.42 (in( 33.69/5.42 X1672, 33.69/5.42 powerset( 33.69/5.42 X1670)) => 33.69/5.42 (![X1674]: 33.69/5.42 (in( 33.69/5.42 X1674, 33.69/5.42 powerset( 33.69/5.42 X1670)) => 33.69/5.42 (![X1676]: 33.69/5.42 (in( 33.69/5.42 X1676, 33.69/5.42 powerset( 33.69/5.42 X1670)) => 33.69/5.42 (![X1678]: 33.69/5.42 (in( 33.69/5.42 X1678, 33.69/5.42 X1670) => 33.69/5.42 (in( 33.69/5.42 X1678, 33.69/5.42 binintersect( 33.69/5.42 X1672, 33.69/5.42 X1674)) => 33.69/5.42 in( 33.69/5.42 X1678, 33.69/5.42 binintersect( 33.69/5.42 binunion( 33.69/5.42 X1672, 33.69/5.42 X1676), 33.69/5.42 binunion( 33.69/5.42 X1674, 33.69/5.42 X1676)))))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1680, 33.69/5.42 X1682]: 33.69/5.42 (in( 33.69/5.42 X1682, 33.69/5.42 powerset( 33.69/5.42 X1680)) => 33.69/5.42 (![X1684]: 33.69/5.42 (in( 33.69/5.42 X1684, 33.69/5.42 powerset( 33.69/5.42 X1680)) => 33.69/5.42 (![X1686]: 33.69/5.42 (in( 33.69/5.42 X1686, 33.69/5.42 powerset( 33.69/5.42 X1680)) => 33.69/5.42 in( 33.69/5.42 binintersect( 33.69/5.42 X1682, 33.69/5.42 X1684), 33.69/5.42 powerset( 33.69/5.42 binintersect( 33.69/5.42 binunion( 33.69/5.42 X1682, 33.69/5.42 X1686), 33.69/5.42 binunion( 33.69/5.42 X1684, 33.69/5.42 X1686)))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1688, 33.69/5.42 X1690]: 33.69/5.42 (in( 33.69/5.42 X1690, 33.69/5.42 powerset( 33.69/5.42 X1688)) => 33.69/5.42 (![X1692]: 33.69/5.42 (in( 33.69/5.42 X1692, 33.69/5.42 powerset( 33.69/5.42 X1688)) => 33.69/5.42 (![X1694]: 33.69/5.42 (in( 33.69/5.42 X1694, 33.69/5.42 X1688) => 33.69/5.42 (in( 33.69/5.42 X1694, 33.69/5.42 setminus( 33.69/5.42 X1688, 33.69/5.42 binunion( 33.69/5.42 X1690, 33.69/5.42 X1692))) => 33.69/5.42 (~ 33.69/5.42 in( 33.69/5.42 X1694, 33.69/5.42 X1690))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1696, 33.69/5.42 X1698]: 33.69/5.42 (in( 33.69/5.42 X1698, 33.69/5.42 powerset( 33.69/5.42 X1696)) => 33.69/5.42 (![X1700]: 33.69/5.42 (in( 33.69/5.42 X1700, 33.69/5.42 powerset( 33.69/5.42 X1696)) => 33.69/5.42 (![X1702]: 33.69/5.42 (in( 33.69/5.42 X1702, 33.69/5.42 X1696) => 33.69/5.42 (in( 33.69/5.42 X1702, 33.69/5.42 setminus( 33.69/5.42 X1696, 33.69/5.42 binunion( 33.69/5.42 X1698, 33.69/5.42 X1700))) => 33.69/5.42 in( 33.69/5.42 X1702, 33.69/5.42 setminus( 33.69/5.42 X1696, 33.69/5.42 X1698))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1704, 33.69/5.42 X1706]: 33.69/5.42 (in( 33.69/5.42 X1706, 33.69/5.42 powerset( 33.69/5.42 X1704)) => 33.69/5.42 (![X1708]: 33.69/5.42 (in( 33.69/5.42 X1708, 33.69/5.42 powerset( 33.69/5.42 X1704)) => 33.69/5.42 (![X1710:$o, 33.69/5.42 X1712]: 33.69/5.42 (in( 33.69/5.42 X1712, 33.69/5.42 X1704) => 33.69/5.42 (in( 33.69/5.42 X1712, 33.69/5.42 binunion( 33.69/5.42 X1706, 33.69/5.42 X1708)) => 33.69/5.42 (( 33.69/5.42 in( 33.69/5.42 X1712, 33.69/5.42 X1706) => 33.69/5.42 X1710) => 33.69/5.42 (( 33.69/5.42 in( 33.69/5.42 X1712, 33.69/5.42 X1708) => 33.69/5.42 X1710) => 33.69/5.42 X1710))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1714, 33.69/5.42 X1716]: 33.69/5.42 (in( 33.69/5.42 X1716, 33.69/5.42 powerset( 33.69/5.42 X1714)) => 33.69/5.42 (![X1718]: 33.69/5.42 (in( 33.69/5.42 X1718, 33.69/5.42 powerset( 33.69/5.42 X1714)) => 33.69/5.42 (![X1720]: 33.69/5.42 (in( 33.69/5.42 X1720, 33.69/5.42 X1714) => 33.69/5.42 (( 33.69/5.42 ~ 33.69/5.42 in( 33.69/5.42 X1720, 33.69/5.42 X1716)) => 33.69/5.42 (( 33.69/5.42 ~ 33.69/5.42 in( 33.69/5.42 X1720, 33.69/5.42 X1718)) => 33.69/5.42 (~ 33.69/5.42 in( 33.69/5.42 X1720, 33.69/5.42 binunion( 33.69/5.42 X1716, 33.69/5.42 X1718))))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1722, 33.69/5.42 X1724]: 33.69/5.42 (in( 33.69/5.42 X1724, 33.69/5.42 powerset( 33.69/5.42 X1722)) => 33.69/5.42 (![X1726]: 33.69/5.42 (in( 33.69/5.42 X1726, 33.69/5.42 powerset( 33.69/5.42 X1722)) => 33.69/5.42 (![X1728]: 33.69/5.42 (in( 33.69/5.42 X1728, 33.69/5.42 X1722) => 33.69/5.42 (in( 33.69/5.42 X1728, 33.69/5.42 setminus( 33.69/5.42 X1722, 33.69/5.42 binunion( 33.69/5.42 X1724, 33.69/5.42 X1726))) => 33.69/5.42 in( 33.69/5.42 X1728, 33.69/5.42 setminus( 33.69/5.42 X1722, 33.69/5.42 X1724))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1730, 33.69/5.42 X1732]: 33.69/5.42 (in( 33.69/5.42 X1732, 33.69/5.42 powerset( 33.69/5.42 X1730)) => 33.69/5.42 (![X1734]: 33.69/5.42 (in( 33.69/5.42 X1734, 33.69/5.42 powerset( 33.69/5.42 X1730)) => 33.69/5.42 in( 33.69/5.42 setminus( 33.69/5.42 X1730, 33.69/5.42 binunion( 33.69/5.42 X1732, 33.69/5.42 X1734)), 33.69/5.42 powerset( 33.69/5.42 setminus( 33.69/5.42 X1730, 33.69/5.42 X1732))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1736, 33.69/5.42 X1738]: 33.69/5.42 (in( 33.69/5.42 X1738, 33.69/5.42 powerset( 33.69/5.42 X1736)) => 33.69/5.42 (![X1740]: 33.69/5.42 (in( 33.69/5.42 X1740, 33.69/5.42 powerset( 33.69/5.42 X1736)) => 33.69/5.42 (![X1742]: 33.69/5.42 (in( 33.69/5.42 X1742, 33.69/5.42 X1736) => 33.69/5.42 (in( 33.69/5.42 X1742, 33.69/5.42 setminus( 33.69/5.42 X1736, 33.69/5.42 binunion( 33.69/5.42 X1738, 33.69/5.42 X1740))) => 33.69/5.42 in( 33.69/5.42 X1742, 33.69/5.42 setminus( 33.69/5.42 X1736, 33.69/5.42 X1740))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1744, 33.69/5.42 X1746]: 33.69/5.42 (in( 33.69/5.42 X1746, 33.69/5.42 powerset( 33.69/5.42 X1744)) => 33.69/5.42 (![X1748]: 33.69/5.42 (in( 33.69/5.42 X1748, 33.69/5.42 powerset( 33.69/5.42 X1744)) => 33.69/5.42 (![X1750]: 33.69/5.42 (in( 33.69/5.42 X1750, 33.69/5.42 X1744) => 33.69/5.42 (in( 33.69/5.42 X1750, 33.69/5.42 setminus( 33.69/5.42 X1744, 33.69/5.42 binintersect( 33.69/5.42 X1746, 33.69/5.42 X1748))) => 33.69/5.42 in( 33.69/5.42 X1750, 33.69/5.42 binunion( 33.69/5.42 setminus( 33.69/5.42 X1744, 33.69/5.42 X1746), 33.69/5.42 setminus( 33.69/5.42 X1744, 33.69/5.42 X1748)))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1752, 33.69/5.42 X1754]: 33.69/5.42 (in( 33.69/5.42 X1754, 33.69/5.42 powerset( 33.69/5.42 X1752)) => 33.69/5.42 (![X1756]: 33.69/5.42 (in( 33.69/5.42 X1756, 33.69/5.42 powerset( 33.69/5.42 X1752)) => 33.69/5.42 (![X1758]: 33.69/5.42 (in( 33.69/5.42 X1758, 33.69/5.42 X1752) => 33.69/5.42 (in( 33.69/5.42 X1758, 33.69/5.42 binunion( 33.69/5.42 setminus( 33.69/5.42 X1752, 33.69/5.42 X1754), 33.69/5.42 setminus( 33.69/5.42 X1752, 33.69/5.42 X1756))) => 33.69/5.42 in( 33.69/5.42 X1758, 33.69/5.42 setminus( 33.69/5.42 X1752, 33.69/5.42 binintersect( 33.69/5.42 X1754, 33.69/5.42 X1756)))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1760, 33.69/5.42 X1762]: 33.69/5.42 (in( 33.69/5.42 X1762, 33.69/5.42 powerset( 33.69/5.42 X1760)) => 33.69/5.42 (![X1764]: 33.69/5.42 (in( 33.69/5.42 X1764, 33.69/5.42 powerset( 33.69/5.42 X1760)) => 33.69/5.42 (setminus( 33.69/5.42 X1760, 33.69/5.42 binintersect( 33.69/5.42 X1762, 33.69/5.42 X1764)) = 33.69/5.42 binunion( 33.69/5.42 setminus( 33.69/5.42 X1760, 33.69/5.42 X1762), 33.69/5.42 setminus( 33.69/5.42 X1760, 33.69/5.42 X1764))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1766, 33.69/5.42 X1768]: 33.69/5.42 (in( 33.69/5.42 X1768, 33.69/5.42 powerset( 33.69/5.42 X1766)) => 33.69/5.42 (![X1770]: 33.69/5.42 (in( 33.69/5.42 X1770, 33.69/5.42 powerset( 33.69/5.42 X1766)) => 33.69/5.42 (![X1772]: 33.69/5.42 (in( 33.69/5.42 X1772, 33.69/5.42 X1766) => 33.69/5.42 (in( 33.69/5.42 X1772, 33.69/5.42 setminus( 33.69/5.42 X1766, 33.69/5.42 binunion( 33.69/5.42 X1768, 33.69/5.42 X1770))) => 33.69/5.42 in( 33.69/5.42 X1772, 33.69/5.42 binintersect( 33.69/5.42 setminus( 33.69/5.42 X1766, 33.69/5.42 X1768), 33.69/5.42 setminus( 33.69/5.42 X1766, 33.69/5.42 X1770)))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1774, 33.69/5.42 X1776]: 33.69/5.42 (in( 33.69/5.42 X1776, 33.69/5.42 powerset( 33.69/5.42 X1774)) => 33.69/5.42 (![X1778]: 33.69/5.42 (in( 33.69/5.42 X1778, 33.69/5.42 powerset( 33.69/5.42 X1774)) => 33.69/5.42 (![X1780]: 33.69/5.42 (in( 33.69/5.42 X1780, 33.69/5.42 X1774) => 33.69/5.42 (in( 33.69/5.42 X1780, 33.69/5.42 setminus( 33.69/5.42 X1774, 33.69/5.42 X1776)) => 33.69/5.42 (in( 33.69/5.42 X1780, 33.69/5.42 setminus( 33.69/5.42 X1774, 33.69/5.42 X1778)) => 33.69/5.42 in( 33.69/5.42 X1780, 33.69/5.42 setminus( 33.69/5.42 X1774, 33.69/5.42 binunion( 33.69/5.42 X1776, 33.69/5.42 X1778))))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1782, 33.69/5.42 X1784]: 33.69/5.42 (in( 33.69/5.42 X1784, 33.69/5.42 powerset( 33.69/5.42 X1782)) => 33.69/5.42 (![X1786]: 33.69/5.42 (in( 33.69/5.42 X1786, 33.69/5.42 powerset( 33.69/5.42 X1782)) => 33.69/5.42 (![X1788]: 33.69/5.42 (in( 33.69/5.42 X1788, 33.69/5.42 X1782) => 33.69/5.42 (in( 33.69/5.42 X1788, 33.69/5.42 binintersect( 33.69/5.42 setminus( 33.69/5.42 X1782, 33.69/5.42 X1784), 33.69/5.42 setminus( 33.69/5.42 X1782, 33.69/5.42 X1786))) => 33.69/5.42 in( 33.69/5.42 X1788, 33.69/5.42 setminus( 33.69/5.42 X1782, 33.69/5.42 binunion( 33.69/5.42 X1784, 33.69/5.42 X1786)))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1790, 33.69/5.42 X1792]: 33.69/5.42 (in( 33.69/5.42 X1792, 33.69/5.42 powerset( 33.69/5.42 X1790)) => 33.69/5.42 (![X1794]: 33.69/5.42 (in( 33.69/5.42 X1794, 33.69/5.42 powerset( 33.69/5.42 X1790)) => 33.69/5.42 (setminus( 33.69/5.42 X1790, 33.69/5.42 binunion( 33.69/5.42 X1792, 33.69/5.42 X1794)) = 33.69/5.42 binintersect( 33.69/5.42 setminus( 33.69/5.42 X1790, 33.69/5.42 X1792), 33.69/5.42 setminus( 33.69/5.42 X1790, 33.69/5.42 X1794))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1796, 33.69/5.42 X1798]: 33.69/5.42 (in( 33.69/5.42 X1798, 33.69/5.42 powerset( 33.69/5.42 X1796)) => 33.69/5.42 (![X1800]: 33.69/5.42 (in( 33.69/5.42 X1800, 33.69/5.42 powerset( 33.69/5.42 X1796)) => 33.69/5.42 (![X1802]: 33.69/5.42 (in( 33.69/5.42 X1802, 33.69/5.42 binintersect( 33.69/5.42 X1798, 33.69/5.42 X1800)) => 33.69/5.42 in( 33.69/5.42 X1802, 33.69/5.42 X1796))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1804, 33.69/5.42 X1806]: 33.69/5.42 (in( 33.69/5.42 X1806, 33.69/5.42 powerset( 33.69/5.42 X1804)) => 33.69/5.42 (![X1808]: 33.69/5.42 (in( 33.69/5.42 X1808, 33.69/5.42 powerset( 33.69/5.42 X1804)) => 33.69/5.42 (![X1810]: 33.69/5.42 (in( 33.69/5.42 X1810, 33.69/5.42 powerset( 33.69/5.42 X1804)) => 33.69/5.42 (subset( 33.69/5.42 X1806, 33.69/5.42 X1810) => 33.69/5.42 subset( 33.69/5.42 binintersect( 33.69/5.42 X1806, 33.69/5.42 X1808), 33.69/5.42 X1810)))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1812, 33.69/5.42 X1814]: 33.69/5.42 (in( 33.69/5.42 X1814, 33.69/5.42 powerset( 33.69/5.42 X1812)) => 33.69/5.42 (![X1816]: 33.69/5.42 (in( 33.69/5.42 X1816, 33.69/5.42 powerset( 33.69/5.42 X1812)) => 33.69/5.42 (![X1818]: 33.69/5.42 (in( 33.69/5.42 X1818, 33.69/5.42 powerset( 33.69/5.42 X1812)) => 33.69/5.42 (subset( 33.69/5.42 X1816, 33.69/5.42 X1818) => 33.69/5.42 subset( 33.69/5.42 binintersect( 33.69/5.42 X1814, 33.69/5.42 X1816), 33.69/5.42 X1818)))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1820, 33.69/5.42 X1822]: 33.69/5.42 (in( 33.69/5.42 X1822, 33.69/5.42 powerset( 33.69/5.42 X1820)) => 33.69/5.42 (![X1824]: 33.69/5.42 (in( 33.69/5.42 X1824, 33.69/5.42 powerset( 33.69/5.42 X1820)) => 33.69/5.42 (![X1826]: 33.69/5.42 (in( 33.69/5.42 X1826, 33.69/5.42 powerset( 33.69/5.42 X1820)) => 33.69/5.42 (subset( 33.69/5.42 X1822, 33.69/5.42 X1824) => 33.69/5.42 (subset( 33.69/5.42 X1822, 33.69/5.42 X1826) => 33.69/5.42 subset( 33.69/5.42 X1822, 33.69/5.42 binintersect( 33.69/5.42 X1824, 33.69/5.42 X1826)))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1828, 33.69/5.42 X1830]: 33.69/5.42 (in( 33.69/5.42 X1830, 33.69/5.42 powerset( 33.69/5.42 X1828)) => 33.69/5.42 (![X1832]: 33.69/5.42 (in( 33.69/5.42 X1832, 33.69/5.42 powerset( 33.69/5.42 X1828)) => 33.69/5.42 (![X1834]: 33.69/5.42 (in( 33.69/5.42 X1834, 33.69/5.42 powerset( 33.69/5.42 X1828)) => 33.69/5.42 (![X1836]: 33.69/5.42 (in( 33.69/5.42 X1836, 33.69/5.42 powerset( 33.69/5.42 X1828)) => 33.69/5.42 (subset( 33.69/5.42 X1830, 33.69/5.42 X1834) => 33.69/5.42 (subset( 33.69/5.42 X1832, 33.69/5.42 X1836) => 33.69/5.42 subset( 33.69/5.42 binintersect( 33.69/5.42 X1830, 33.69/5.42 X1832), 33.69/5.42 binintersect( 33.69/5.42 X1834, 33.69/5.42 X1836)))))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1838, 33.69/5.42 X1840]: 33.69/5.42 (in( 33.69/5.42 X1840, 33.69/5.42 powerset( 33.69/5.42 X1838)) => 33.69/5.42 (![X1842]: 33.69/5.42 (in( 33.69/5.42 X1842, 33.69/5.42 powerset( 33.69/5.42 X1838)) => 33.69/5.42 in( 33.69/5.42 setminus( 33.69/5.42 X1838, 33.69/5.42 X1840), 33.69/5.42 powerset( 33.69/5.42 setminus( 33.69/5.42 X1838, 33.69/5.42 binintersect( 33.69/5.42 X1840, 33.69/5.42 X1842)))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1844, 33.69/5.42 X1846]: 33.69/5.42 (in( 33.69/5.42 X1846, 33.69/5.42 powerset( 33.69/5.42 X1844)) => 33.69/5.42 (![X1848]: 33.69/5.42 (in( 33.69/5.42 X1848, 33.69/5.42 powerset( 33.69/5.42 X1844)) => 33.69/5.42 (![X1850]: 33.69/5.42 (in( 33.69/5.42 X1850, 33.69/5.42 powerset( 33.69/5.42 X1844)) => 33.69/5.42 (![X1852]: 33.69/5.42 (in( 33.69/5.42 X1852, 33.69/5.42 powerset( 33.69/5.42 X1844)) => 33.69/5.42 (setminus( 33.69/5.42 X1844, 33.69/5.42 binintersect( 33.69/5.42 binunion( 33.69/5.42 X1846, 33.69/5.42 X1848), 33.69/5.42 binunion( 33.69/5.42 X1850, 33.69/5.42 X1852))) = 33.69/5.42 binunion( 33.69/5.42 binintersect( 33.69/5.42 setminus( 33.69/5.42 X1844, 33.69/5.42 X1846), 33.69/5.42 setminus( 33.69/5.42 X1844, 33.69/5.42 X1848)), 33.69/5.42 binintersect( 33.69/5.42 setminus( 33.69/5.42 X1844, 33.69/5.42 X1850), 33.69/5.42 setminus( 33.69/5.42 X1844, 33.69/5.42 X1852)))))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1854, 33.69/5.42 X1856]: 33.69/5.42 (in( 33.69/5.42 X1856, 33.69/5.42 powerset( 33.69/5.42 X1854)) => 33.69/5.42 (![X1858]: 33.69/5.42 (in( 33.69/5.42 X1858, 33.69/5.42 powerset( 33.69/5.42 X1854)) => 33.69/5.42 (![X1860]: 33.69/5.42 (in( 33.69/5.42 X1860, 33.69/5.42 powerset( 33.69/5.42 X1854)) => 33.69/5.42 in( 33.69/5.42 binintersect( 33.69/5.42 X1856, 33.69/5.42 X1858), 33.69/5.42 powerset( 33.69/5.42 binintersect( 33.69/5.42 binunion( 33.69/5.42 X1856, 33.69/5.42 X1860), 33.69/5.42 binunion( 33.69/5.42 X1858, 33.69/5.42 X1860)))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1862, 33.69/5.42 X1864]: 33.69/5.42 (in( 33.69/5.42 X1864, 33.69/5.42 powerset( 33.69/5.42 X1862)) => 33.69/5.42 (![X1866]: 33.69/5.42 (in( 33.69/5.42 X1866, 33.69/5.42 powerset( 33.69/5.42 X1862)) => 33.69/5.42 (subset( 33.69/5.42 X1864, 33.69/5.42 setminus( 33.69/5.42 X1862, 33.69/5.42 X1866)) => 33.69/5.42 subset( 33.69/5.42 X1866, 33.69/5.42 setminus( 33.69/5.42 X1862, 33.69/5.42 X1864))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1868, 33.69/5.42 X1870]: 33.69/5.42 (in( 33.69/5.42 X1870, 33.69/5.42 powerset( 33.69/5.42 X1868)) => 33.69/5.42 (![X1872]: 33.69/5.42 (in( 33.69/5.42 X1872, 33.69/5.42 powerset( 33.69/5.42 X1868)) => 33.69/5.42 in( 33.69/5.42 setminus( 33.69/5.42 X1868, 33.69/5.42 binunion( 33.69/5.42 X1870, 33.69/5.42 X1872)), 33.69/5.42 powerset( 33.69/5.42 setminus( 33.69/5.42 X1868, 33.69/5.42 X1870))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1874, 33.69/5.42 X1876]: 33.69/5.42 (breln1( 33.69/5.42 X1874, 33.69/5.42 X1876) => 33.69/5.42 (![X1878:( 33.69/5.42 ( 33.69/5.42 $i > $o))]: 33.69/5.42 (( 33.69/5.42 ![X1880]: 33.69/5.42 (in( 33.69/5.42 X1880, 33.69/5.42 X1874) => 33.69/5.42 (![X1882]: 33.69/5.42 (in( 33.69/5.42 X1882, 33.69/5.42 X1874) => 33.69/5.42 (in( 33.69/5.42 kpair( 33.69/5.42 X1880, 33.69/5.42 X1882), 33.69/5.42 X1876) => 33.69/5.42 X1878( 33.69/5.42 kpair( 33.69/5.42 X1880, 33.69/5.42 X1882))))))) => 33.69/5.42 (![X1884]: 33.69/5.42 (in( 33.69/5.42 X1884, 33.69/5.42 X1876) => 33.69/5.42 X1878( 33.69/5.42 X1884))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1886, 33.69/5.42 X1888]: 33.69/5.42 (in( 33.69/5.42 X1888, 33.69/5.42 breln1Set( 33.69/5.42 X1886)) => 33.69/5.42 breln1( 33.69/5.42 X1886, 33.69/5.42 X1888))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1890, 33.69/5.42 X1892, 33.69/5.42 X1894:( 33.69/5.42 ($i * $i) > 33.69/5.42 $o)]: 33.69/5.42 (( 33.69/5.42 ![X1896]: 33.69/5.42 (in( 33.69/5.42 X1896, 33.69/5.42 X1890) => 33.69/5.42 (?[X1898]: 33.69/5.42 (X1894( 33.69/5.42 X1896, 33.69/5.42 X1898) & 33.69/5.42 in( 33.69/5.42 X1898, 33.69/5.42 X1892))))) => 33.69/5.42 (![X1900]: 33.69/5.42 (in( 33.69/5.42 X1900, 33.69/5.42 breln1Set( 33.69/5.42 X1892)) => 33.69/5.42 (reflwellordering( 33.69/5.42 X1892, 33.69/5.42 X1900) => 33.69/5.42 (![X1902]: 33.69/5.42 (in( 33.69/5.42 X1902, 33.69/5.42 X1890) => 33.69/5.42 singleton( 33.69/5.42 dsetconstr( 33.69/5.42 X1892, 33.69/5.42 ^[V_53]: 33.69/5.42 (( 33.69/5.42 ![X1904]: 33.69/5.42 (in( 33.69/5.42 X1904, 33.69/5.42 X1892) => 33.69/5.42 (X1894( 33.69/5.42 X1902, 33.69/5.42 X1904) => 33.69/5.42 in( 33.69/5.42 kpair( 33.69/5.42 V_53, 33.69/5.42 X1904), 33.69/5.42 X1900)))) & 33.69/5.42 X1894( 33.69/5.42 X1902, 33.69/5.42 V_53))))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1906, 33.69/5.42 X1908:( 33.69/5.42 ($i * $i) > 33.69/5.42 $o)]: 33.69/5.42 breln1( 33.69/5.42 X1906, 33.69/5.42 dpsetconstr( 33.69/5.42 X1906, 33.69/5.42 X1906, 33.69/5.42 ^[V_54, 33.69/5.42 V_55]: 33.69/5.42 X1908( 33.69/5.42 V_54,V_55)))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1910, 33.69/5.42 X1912]: 33.69/5.42 (breln1( 33.69/5.42 X1910, 33.69/5.42 X1912) => 33.69/5.42 (![X1914:( 33.69/5.42 ( 33.69/5.42 $i > $o))]: 33.69/5.42 (( 33.69/5.42 ![X1916]: 33.69/5.42 (in( 33.69/5.42 X1916, 33.69/5.42 X1910) => 33.69/5.42 (![X1918]: 33.69/5.42 (in( 33.69/5.42 X1918, 33.69/5.42 X1910) => 33.69/5.42 (in( 33.69/5.42 kpair( 33.69/5.42 X1916, 33.69/5.42 X1918), 33.69/5.42 X1912) => 33.69/5.42 X1914( 33.69/5.42 kpair( 33.69/5.42 X1916, 33.69/5.42 X1918))))))) => 33.69/5.42 (![X1920]: 33.69/5.42 (in( 33.69/5.42 X1920, 33.69/5.42 X1912) => 33.69/5.42 X1914( 33.69/5.42 X1920))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1922, 33.69/5.42 X1924]: 33.69/5.42 (breln1( 33.69/5.42 X1922, 33.69/5.42 X1924) => 33.69/5.42 (![X1926]: 33.69/5.42 (breln1( 33.69/5.42 X1922, 33.69/5.42 X1926) => 33.69/5.42 (( 33.69/5.42 ![X1928]: 33.69/5.42 (in( 33.69/5.42 X1928, 33.69/5.42 X1922) => 33.69/5.42 (![X1930]: 33.69/5.42 (in( 33.69/5.42 X1930, 33.69/5.42 X1922) => 33.69/5.42 (in( 33.69/5.42 kpair( 33.69/5.42 X1928, 33.69/5.42 X1930), 33.69/5.42 X1924) => 33.69/5.42 in( 33.69/5.42 kpair( 33.69/5.42 X1928, 33.69/5.42 X1930), 33.69/5.42 X1926)))))) => 33.69/5.42 subset( 33.69/5.42 X1924, 33.69/5.42 X1926)))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1932, 33.69/5.42 X1934]: 33.69/5.42 (breln1( 33.69/5.42 X1932, 33.69/5.42 X1934) => 33.69/5.42 (![X1936]: 33.69/5.42 (breln1( 33.69/5.42 X1932, 33.69/5.42 X1936) => 33.69/5.42 (( 33.69/5.42 ![X1938]: 33.69/5.42 (in( 33.69/5.42 X1938, 33.69/5.42 X1932) => 33.69/5.42 (![X1940]: 33.69/5.42 (in( 33.69/5.42 X1940, 33.69/5.42 X1932) => 33.69/5.42 (in( 33.69/5.42 kpair( 33.69/5.42 X1938, 33.69/5.42 X1940), 33.69/5.42 X1934) => 33.69/5.42 in( 33.69/5.42 kpair( 33.69/5.42 X1938, 33.69/5.42 X1940), 33.69/5.42 X1936)))))) => 33.69/5.42 (( 33.69/5.42 ![X1942]: 33.69/5.42 (in( 33.69/5.42 X1942, 33.69/5.42 X1932) => 33.69/5.42 (![X1944]: 33.69/5.42 (in( 33.69/5.42 X1944, 33.69/5.42 X1932) => 33.69/5.42 (in( 33.69/5.42 kpair( 33.69/5.42 X1942, 33.69/5.42 X1944), 33.69/5.42 X1936) => 33.69/5.42 in( 33.69/5.42 kpair( 33.69/5.42 X1942, 33.69/5.42 X1944), 33.69/5.42 X1934)))))) => 33.69/5.42 (X1934 = 33.69/5.42 X1936))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1946, 33.69/5.42 X1948]: 33.69/5.42 (breln1( 33.69/5.42 X1946, 33.69/5.42 X1948) => 33.69/5.42 breln1( 33.69/5.42 X1946, 33.69/5.42 breln1invset( 33.69/5.42 X1946, 33.69/5.42 X1948)))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1950, 33.69/5.42 X1952]: 33.69/5.42 (breln1( 33.69/5.42 X1950, 33.69/5.42 X1952) => 33.69/5.42 (![X1954]: 33.69/5.42 (in( 33.69/5.42 X1954, 33.69/5.42 X1950) => 33.69/5.42 (![X1956]: 33.69/5.42 (in( 33.69/5.42 X1956, 33.69/5.42 X1950) => 33.69/5.42 (in( 33.69/5.42 kpair( 33.69/5.42 X1954, 33.69/5.42 X1956), 33.69/5.42 X1952) => 33.69/5.42 in( 33.69/5.42 kpair( 33.69/5.42 X1956, 33.69/5.42 X1954), 33.69/5.42 breln1invset( 33.69/5.42 X1950, 33.69/5.42 X1952))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1958, 33.69/5.42 X1960]: 33.69/5.42 (breln1( 33.69/5.42 X1958, 33.69/5.42 X1960) => 33.69/5.42 (![X1962]: 33.69/5.42 (in( 33.69/5.42 X1962, 33.69/5.42 X1958) => 33.69/5.42 (![X1964]: 33.69/5.42 (in( 33.69/5.42 X1964, 33.69/5.42 X1958) => 33.69/5.42 (in( 33.69/5.42 kpair( 33.69/5.42 X1964, 33.69/5.42 X1962), 33.69/5.42 breln1invset( 33.69/5.42 X1958, 33.69/5.42 X1960)) => 33.69/5.42 in( 33.69/5.42 kpair( 33.69/5.42 X1962, 33.69/5.42 X1964), 33.69/5.42 X1960)))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1966, 33.69/5.42 X1968]: 33.69/5.42 (breln1( 33.69/5.42 X1966, 33.69/5.42 X1968) => 33.69/5.42 (![X1970]: 33.69/5.42 (breln1( 33.69/5.42 X1966, 33.69/5.42 X1970) => 33.69/5.42 breln1( 33.69/5.42 X1966, 33.69/5.42 breln1compset( 33.69/5.42 X1966, 33.69/5.42 X1968, 33.69/5.42 X1970)))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1972, 33.69/5.42 X1974]: 33.69/5.42 (breln1( 33.69/5.42 X1972, 33.69/5.42 X1974) => 33.69/5.42 (![X1976]: 33.69/5.42 (breln1( 33.69/5.42 X1972, 33.69/5.42 X1976) => 33.69/5.42 (![X1978]: 33.69/5.42 (in( 33.69/5.42 X1978, 33.69/5.42 X1972) => 33.69/5.42 (![X1980]: 33.69/5.42 (in( 33.69/5.42 X1980, 33.69/5.42 X1972) => 33.69/5.42 (![X1982]: 33.69/5.42 (in( 33.69/5.42 X1982, 33.69/5.42 X1972) => 33.69/5.42 (in( 33.69/5.42 kpair( 33.69/5.42 X1978, 33.69/5.42 X1982), 33.69/5.42 X1974) => 33.69/5.42 (in( 33.69/5.42 kpair( 33.69/5.42 X1982, 33.69/5.42 X1980), 33.69/5.42 X1976) => 33.69/5.42 in( 33.69/5.42 kpair( 33.69/5.42 X1978, 33.69/5.42 X1980), 33.69/5.42 breln1compset( 33.69/5.42 X1972, 33.69/5.42 X1974, 33.69/5.42 X1976)))))))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1984, 33.69/5.42 X1986]: 33.69/5.42 (breln1( 33.69/5.42 X1984, 33.69/5.42 X1986) => 33.69/5.42 (![X1988]: 33.69/5.42 (breln1( 33.69/5.42 X1984, 33.69/5.42 X1988) => 33.69/5.42 (![X1990]: 33.69/5.42 (in( 33.69/5.42 X1990, 33.69/5.42 X1984) => 33.69/5.42 (![X1992]: 33.69/5.42 (in( 33.69/5.42 X1992, 33.69/5.42 X1984) => 33.69/5.42 (in( 33.69/5.42 kpair( 33.69/5.42 X1990, 33.69/5.42 X1992), 33.69/5.42 breln1compset( 33.69/5.42 X1984, 33.69/5.42 X1986, 33.69/5.42 X1988)) => 33.69/5.42 (?[X1994]: 33.69/5.42 (in( 33.69/5.42 kpair( 33.69/5.42 X1994, 33.69/5.42 X1992), 33.69/5.42 X1988) & 33.69/5.42 in( 33.69/5.42 kpair( 33.69/5.42 X1990, 33.69/5.42 X1994), 33.69/5.42 X1986) & 33.69/5.42 in( 33.69/5.42 X1994, 33.69/5.42 X1984)))))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X1996, 33.69/5.42 X1998]: 33.69/5.42 (breln1( 33.69/5.42 X1996, 33.69/5.42 X1998) => 33.69/5.42 (![X2000]: 33.69/5.42 (breln1( 33.69/5.42 X1996, 33.69/5.42 X2000) => 33.69/5.42 (![X2002]: 33.69/5.42 (in( 33.69/5.42 X2002, 33.69/5.42 X1996) => 33.69/5.42 (![X2004]: 33.69/5.42 (in( 33.69/5.42 X2004, 33.69/5.42 X1996) => 33.69/5.42 (in( 33.69/5.42 kpair( 33.69/5.42 X2002, 33.69/5.42 X2004), 33.69/5.42 breln1compset( 33.69/5.42 X1996, 33.69/5.42 X1998, 33.69/5.42 X2000)) => 33.69/5.42 (![X2006:$o]: 33.69/5.42 (( 33.69/5.42 ![X2008]: 33.69/5.42 (in( 33.69/5.42 X2008, 33.69/5.42 X1996) => 33.69/5.42 (in( 33.69/5.42 kpair( 33.69/5.42 X2002, 33.69/5.42 X2008), 33.69/5.42 X1998) => 33.69/5.42 (in( 33.69/5.42 kpair( 33.69/5.42 X2008, 33.69/5.42 X2004), 33.69/5.42 X2000) => 33.69/5.42 X2006)))) => 33.69/5.42 X2006))))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X2010, 33.69/5.42 X2012]: 33.69/5.42 (breln1( 33.69/5.42 X2010, 33.69/5.42 X2012) => 33.69/5.42 (![X2014]: 33.69/5.42 (breln1( 33.69/5.42 X2010, 33.69/5.42 X2014) => 33.69/5.42 breln1( 33.69/5.42 X2010, 33.69/5.42 binunion( 33.69/5.42 X2012, 33.69/5.42 X2014)))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X2016, 33.69/5.42 X2018]: 33.69/5.42 (breln1( 33.69/5.42 X2016, 33.69/5.42 X2018) => 33.69/5.42 (![X2020]: 33.69/5.42 (breln1( 33.69/5.42 X2016, 33.69/5.42 X2020) => 33.69/5.42 (![X2022]: 33.69/5.42 (in( 33.69/5.42 X2022, 33.69/5.42 X2016) => 33.69/5.42 (![X2024]: 33.69/5.42 (in( 33.69/5.42 X2024, 33.69/5.42 X2016) => 33.69/5.42 (in( 33.69/5.42 kpair( 33.69/5.42 X2022, 33.69/5.42 X2024), 33.69/5.42 X2018) => 33.69/5.42 in( 33.69/5.42 kpair( 33.69/5.42 X2022, 33.69/5.42 X2024), 33.69/5.42 binunion( 33.69/5.42 X2018, 33.69/5.42 X2020))))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X2026, 33.69/5.42 X2028]: 33.69/5.42 (breln1( 33.69/5.42 X2026, 33.69/5.42 X2028) => 33.69/5.42 (![X2030]: 33.69/5.42 (breln1( 33.69/5.42 X2026, 33.69/5.42 X2030) => 33.69/5.42 (![X2032]: 33.69/5.42 (in( 33.69/5.42 X2032, 33.69/5.42 X2026) => 33.69/5.42 (![X2034]: 33.69/5.42 (in( 33.69/5.42 X2034, 33.69/5.42 X2026) => 33.69/5.42 (in( 33.69/5.42 kpair( 33.69/5.42 X2032, 33.69/5.42 X2034), 33.69/5.42 X2030) => 33.69/5.42 in( 33.69/5.42 kpair( 33.69/5.42 X2032, 33.69/5.42 X2034), 33.69/5.42 binunion( 33.69/5.42 X2028, 33.69/5.42 X2030))))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X2036, 33.69/5.42 X2038]: 33.69/5.42 (breln1( 33.69/5.42 X2036, 33.69/5.42 X2038) => 33.69/5.42 (![X2040]: 33.69/5.42 (breln1( 33.69/5.42 X2036, 33.69/5.42 X2040) => 33.69/5.42 (![X2042]: 33.69/5.42 (in( 33.69/5.42 X2042, 33.69/5.42 X2036) => 33.69/5.42 (![X2044]: 33.69/5.42 (in( 33.69/5.42 X2044, 33.69/5.42 X2036) => 33.69/5.42 (( 33.69/5.42 in( 33.69/5.42 kpair( 33.69/5.42 X2042, 33.69/5.42 X2044), 33.69/5.42 X2038) | 33.69/5.42 in( 33.69/5.42 kpair( 33.69/5.42 X2042, 33.69/5.42 X2044), 33.69/5.42 X2040)) => 33.69/5.42 in( 33.69/5.42 kpair( 33.69/5.42 X2042, 33.69/5.42 X2044), 33.69/5.42 binunion( 33.69/5.42 X2038, 33.69/5.42 X2040))))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X2046, 33.69/5.42 X2048]: 33.69/5.42 (breln1( 33.69/5.42 X2046, 33.69/5.42 X2048) => 33.69/5.42 (![X2050]: 33.69/5.42 (breln1( 33.69/5.42 X2046, 33.69/5.42 X2050) => 33.69/5.42 (![X2052]: 33.69/5.42 (in( 33.69/5.42 X2052, 33.69/5.42 X2046) => 33.69/5.42 (![X2054]: 33.69/5.42 (in( 33.69/5.42 X2054, 33.69/5.42 X2046) => 33.69/5.42 (in( 33.69/5.42 kpair( 33.69/5.42 X2052, 33.69/5.42 X2054), 33.69/5.42 binunion( 33.69/5.42 X2048, 33.69/5.42 X2050)) => 33.69/5.42 (in( 33.69/5.42 kpair( 33.69/5.42 X2052, 33.69/5.42 X2054), 33.69/5.42 X2048) | 33.69/5.42 in( 33.69/5.42 kpair( 33.69/5.42 X2052, 33.69/5.42 X2054), 33.69/5.42 X2050))))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X2056, 33.69/5.42 X2058]: 33.69/5.42 (breln1( 33.69/5.42 X2056, 33.69/5.42 X2058) => 33.69/5.42 (![X2060]: 33.69/5.42 (breln1( 33.69/5.42 X2056, 33.69/5.42 X2060) => 33.69/5.42 (![X2062]: 33.69/5.42 (in( 33.69/5.42 X2062, 33.69/5.42 X2056) => 33.69/5.42 (![X2064]: 33.69/5.42 (in( 33.69/5.42 X2064, 33.69/5.42 X2056) => 33.69/5.42 (in( 33.69/5.42 kpair( 33.69/5.42 X2062, 33.69/5.42 X2064), 33.69/5.42 binunion( 33.69/5.42 X2058, 33.69/5.42 X2060)) => 33.69/5.42 (![X2066:$o]: 33.69/5.42 (( 33.69/5.42 in( 33.69/5.42 kpair( 33.69/5.42 X2062, 33.69/5.42 X2064), 33.69/5.42 X2058) => 33.69/5.42 X2066) => 33.69/5.42 (( 33.69/5.42 in( 33.69/5.42 kpair( 33.69/5.42 X2062, 33.69/5.42 X2064), 33.69/5.42 X2060) => 33.69/5.42 X2066) => 33.69/5.42 X2066)))))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X2068, 33.69/5.42 X2070]: 33.69/5.42 (breln1( 33.69/5.42 X2068, 33.69/5.42 X2070) => 33.69/5.42 (![X2072]: 33.69/5.42 (breln1( 33.69/5.42 X2068, 33.69/5.42 X2072) => 33.69/5.42 (binunion( 33.69/5.42 X2070, 33.69/5.42 X2072) = 33.69/5.42 binunion( 33.69/5.42 X2072, 33.69/5.42 X2070)))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X2074, 33.69/5.42 X2076]: 33.69/5.42 (breln1( 33.69/5.42 X2074, 33.69/5.42 X2076) => 33.69/5.42 (X2076 = 33.69/5.42 breln1invset( 33.69/5.42 X2074, 33.69/5.42 breln1invset( 33.69/5.42 X2074, 33.69/5.42 X2076))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X2078, 33.69/5.42 X2080]: 33.69/5.42 (breln1( 33.69/5.42 X2078, 33.69/5.42 X2080) => 33.69/5.42 (![X2082]: 33.69/5.42 (breln1( 33.69/5.42 X2078, 33.69/5.42 X2082) => 33.69/5.42 (breln1invset( 33.69/5.42 X2078, 33.69/5.42 breln1compset( 33.69/5.42 X2078, 33.69/5.42 X2080, 33.69/5.42 X2082)) = 33.69/5.42 breln1compset( 33.69/5.42 X2078, 33.69/5.42 breln1invset( 33.69/5.42 X2078, 33.69/5.42 X2082), 33.69/5.42 breln1invset( 33.69/5.42 X2078, 33.69/5.42 X2080))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X2084, 33.69/5.42 X2086]: 33.69/5.42 (breln1( 33.69/5.42 X2084, 33.69/5.42 X2086) => 33.69/5.42 (![X2088]: 33.69/5.42 (breln1( 33.69/5.42 X2084, 33.69/5.42 X2088) => 33.69/5.42 (![X2090]: 33.69/5.42 (breln1( 33.69/5.42 X2084, 33.69/5.42 X2090) => 33.69/5.42 (breln1compset( 33.69/5.42 X2084, 33.69/5.42 binunion( 33.69/5.42 X2086, 33.69/5.42 X2088), 33.69/5.42 X2090) = 33.69/5.42 binunion( 33.69/5.42 breln1compset( 33.69/5.42 X2084, 33.69/5.42 X2086, 33.69/5.42 X2090), 33.69/5.42 breln1compset( 33.69/5.42 X2084, 33.69/5.42 X2088, 33.69/5.42 X2090))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X2092, 33.69/5.42 X2094]: 33.69/5.42 (breln1( 33.69/5.42 X2092, 33.69/5.42 X2094) => 33.69/5.42 (![X2096]: 33.69/5.42 (breln1( 33.69/5.42 X2092, 33.69/5.42 X2096) => 33.69/5.42 (![X2098]: 33.69/5.42 (breln1( 33.69/5.42 X2092, 33.69/5.42 X2098) => 33.69/5.42 (breln1compset( 33.69/5.42 X2092, 33.69/5.42 binunion( 33.69/5.42 X2094, 33.69/5.42 X2096), 33.69/5.42 X2098) = 33.69/5.42 binunion( 33.69/5.42 breln1invset( 33.69/5.42 X2092, 33.69/5.42 breln1compset( 33.69/5.42 X2092, 33.69/5.42 breln1invset( 33.69/5.42 X2092, 33.69/5.42 X2098), 33.69/5.42 breln1invset( 33.69/5.42 X2092, 33.69/5.42 X2096))), 33.69/5.42 breln1invset( 33.69/5.42 X2092, 33.69/5.42 breln1compset( 33.69/5.42 X2092, 33.69/5.42 breln1invset( 33.69/5.42 X2092, 33.69/5.42 X2098), 33.69/5.42 breln1invset( 33.69/5.42 X2092, 33.69/5.42 X2094))))))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X2100, 33.69/5.42 X2102:( 33.69/5.42 ( 33.69/5.42 $i > $i))]: 33.69/5.42 (?[X2104]: 33.69/5.42 (![X2106]: 33.69/5.42 (in( 33.69/5.42 X2106, 33.69/5.42 X2104) <=> 33.69/5.42 (?[X2108]: 33.69/5.42 zip_tseitin_6( 33.69/5.42 X2108, 33.69/5.42 X2106, 33.69/5.42 X2102, 33.69/5.42 X2100)))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X2110, 33.69/5.42 X2112:( 33.69/5.42 ( 33.69/5.42 $i > $i))]: 33.69/5.42 (?[X2114]: 33.69/5.42 (( 33.69/5.42 ![X2116]: 33.69/5.42 (( 33.69/5.42 ![X2118]: 33.69/5.42 (in( 33.69/5.42 X2118, 33.69/5.42 X2116) <=> 33.69/5.42 (?[X2120]: 33.69/5.42 zip_tseitin_6( 33.69/5.42 X2120, 33.69/5.42 X2118, 33.69/5.42 X2112, 33.69/5.42 X2110)))) => 33.69/5.42 (X2114 = 33.69/5.42 X2116))) & 33.69/5.42 (![X2122]: 33.69/5.42 (in( 33.69/5.42 X2122, 33.69/5.42 X2114) <=> 33.69/5.42 (?[X2124]: 33.69/5.42 zip_tseitin_6( 33.69/5.42 X2124, 33.69/5.42 X2122, 33.69/5.42 X2112, 33.69/5.42 X2110))))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X2126, 33.69/5.42 X2128:( 33.69/5.42 ( 33.69/5.42 $i > $i)), 33.69/5.42 X2130]: 33.69/5.42 (in( 33.69/5.42 X2130, 33.69/5.42 image1( 33.69/5.42 X2126, 33.69/5.42 ^[V_56]: 33.69/5.42 X2128( 33.69/5.42 V_56))) <=> 33.69/5.42 (?[X2132]: 33.69/5.42 zip_tseitin_6( 33.69/5.42 X2132, 33.69/5.42 X2130, 33.69/5.42 X2128, 33.69/5.42 X2126)))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X2134, 33.69/5.42 X2136:( 33.69/5.42 ( 33.69/5.42 $i > $i)), 33.69/5.42 X2138]: 33.69/5.42 (in( 33.69/5.42 X2138, 33.69/5.42 image1( 33.69/5.42 X2134, 33.69/5.42 ^[V_57]: 33.69/5.42 X2136( 33.69/5.42 V_57))) => 33.69/5.42 (?[X2140]: 33.69/5.42 (( 33.69/5.42 X2138 = 33.69/5.42 X2136( 33.69/5.42 X2140)) & 33.69/5.42 in( 33.69/5.42 X2140, 33.69/5.42 X2134))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X2142, 33.69/5.42 X2144:( 33.69/5.42 ( 33.69/5.42 $i > $i)), 33.69/5.42 X2146]: 33.69/5.42 (( 33.69/5.42 ?[X2148]: 33.69/5.42 (( 33.69/5.42 X2146 = 33.69/5.42 X2144( 33.69/5.42 X2148)) & 33.69/5.42 in( 33.69/5.42 X2148, 33.69/5.42 X2142))) => 33.69/5.42 in( 33.69/5.42 X2146, 33.69/5.42 image1( 33.69/5.42 X2142, 33.69/5.42 ^[V_58]: 33.69/5.42 X2144( 33.69/5.42 V_58))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X2150, 33.69/5.42 X2152, 33.69/5.42 X2154]: 33.69/5.42 (in( 33.69/5.42 X2154, 33.69/5.42 funcSet( 33.69/5.42 X2150, 33.69/5.42 X2152)) => 33.69/5.42 (injective( 33.69/5.42 X2150, 33.69/5.42 X2152, 33.69/5.42 X2154) => 33.69/5.42 in( 33.69/5.42 X2154, 33.69/5.42 injFuncSet( 33.69/5.42 X2150, 33.69/5.42 X2152))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X2156, 33.69/5.42 X2158, 33.69/5.42 X2160]: 33.69/5.42 (in( 33.69/5.42 X2160, 33.69/5.42 injFuncSet( 33.69/5.42 X2156, 33.69/5.42 X2158)) => 33.69/5.42 in( 33.69/5.42 X2160, 33.69/5.42 funcSet( 33.69/5.42 X2156, 33.69/5.42 X2158)))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X2162, 33.69/5.42 X2164, 33.69/5.42 X2166]: 33.69/5.42 (in( 33.69/5.42 X2166, 33.69/5.42 injFuncSet( 33.69/5.42 X2162, 33.69/5.42 X2164)) => 33.69/5.42 injective( 33.69/5.42 X2162, 33.69/5.42 X2164, 33.69/5.42 X2166))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X2168, 33.69/5.42 X2170, 33.69/5.42 X2172]: 33.69/5.42 (in( 33.69/5.42 X2172, 33.69/5.42 surjFuncSet( 33.69/5.42 X2168, 33.69/5.42 X2170)) => 33.69/5.42 in( 33.69/5.42 X2172, 33.69/5.42 funcSet( 33.69/5.42 X2168, 33.69/5.42 X2170)))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X2174, 33.69/5.42 X2176, 33.69/5.42 X2178]: 33.69/5.42 (in( 33.69/5.42 X2178, 33.69/5.42 surjFuncSet( 33.69/5.42 X2174, 33.69/5.42 X2176)) => 33.69/5.42 surjective( 33.69/5.42 X2174, 33.69/5.42 X2176, 33.69/5.42 X2178))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X2180, 33.69/5.42 X2182, 33.69/5.42 X2184:( 33.69/5.42 ( 33.69/5.42 $i > $i))]: 33.69/5.42 (( 33.69/5.42 ![X2186]: 33.69/5.42 (in( 33.69/5.42 X2186, 33.69/5.42 X2180) => 33.69/5.42 in( 33.69/5.42 X2184( 33.69/5.42 X2186), 33.69/5.42 X2182))) => 33.69/5.42 (![X2188]: 33.69/5.42 (in( 33.69/5.42 X2188, 33.69/5.42 funcSet( 33.69/5.42 X2182, 33.69/5.42 X2180)) => 33.69/5.42 (( 33.69/5.42 ![X2190]: 33.69/5.42 (in( 33.69/5.42 X2190, 33.69/5.42 X2180) => 33.69/5.42 (ap( 33.69/5.42 X2182, 33.69/5.42 X2180, 33.69/5.42 X2188, 33.69/5.42 X2184( 33.69/5.42 X2190)) = 33.69/5.42 X2190))) => 33.69/5.42 surjective( 33.69/5.42 X2182, 33.69/5.42 X2180, 33.69/5.42 X2188)))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X2192, 33.69/5.42 X2194]: 33.69/5.42 (in( 33.69/5.42 X2194, 33.69/5.42 funcSet( 33.69/5.42 X2192, 33.69/5.42 powerset( 33.69/5.42 X2192))) => 33.69/5.42 (~ 33.69/5.42 surjective( 33.69/5.42 X2192, 33.69/5.42 powerset( 33.69/5.42 X2192), 33.69/5.42 X2194)))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X2196]: 33.69/5.42 (( 33.69/5.42 X2196 != 33.69/5.42 emptyset) => 33.69/5.42 (?[X2198]: 33.69/5.42 (( 33.69/5.42 binintersect( 33.69/5.42 X2198, 33.69/5.42 X2196) = 33.69/5.42 emptyset) & 33.69/5.42 in( 33.69/5.42 X2198, 33.69/5.42 X2196))))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X2200]: 33.69/5.42 (~ 33.69/5.42 in( 33.69/5.42 X2200, 33.69/5.42 X2200))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X2202, 33.69/5.42 X2204]: 33.69/5.42 (in( 33.69/5.42 X2202, 33.69/5.42 X2204) => 33.69/5.42 (~ 33.69/5.42 in( 33.69/5.42 X2204, 33.69/5.42 X2202)))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X2206]: 33.69/5.42 (in( 33.69/5.42 X2206, 33.69/5.42 omega) => 33.69/5.42 in( 33.69/5.42 setadjoin( 33.69/5.42 X2206, 33.69/5.42 X2206), 33.69/5.42 omega))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X2208]: 33.69/5.42 (in( 33.69/5.42 X2208, 33.69/5.42 omega) => 33.69/5.42 in( 33.69/5.42 setadjoin( 33.69/5.42 X2208, 33.69/5.42 X2208), 33.69/5.42 omega))) => 33.69/5.42 ( 33.69/5.42 ( 33.69/5.42 ![X2210]: 33.69/5.42 (in( 33.69/5.42 X2210, 33.69/5.42 omega) => 33.69/5.42 (setadjoin( 33.69/5.42 X2210, 33.69/5.42 X2210) != 33.69/5.42 emptyset))) => 33.69/5.42 ( 33.69/5.42 ![X2212]: 33.69/5.42 (in( 33.69/5.42 X2212, 33.69/5.42 omega) => 33.69/5.42 (![X2214]: 33.69/5.42 (in( 33.69/5.42 X2214, 33.69/5.42 omega) => 33.69/5.42 (( 33.69/5.42 setadjoin( 33.69/5.42 X2212, 33.69/5.42 X2212) = 33.69/5.42 setadjoin( 33.69/5.42 X2214, 33.69/5.42 X2214)) => 33.69/5.42 (X2212 = 33.69/5.42 X2214))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))). 33.69/5.42 tff('335', plain, 33.69/5.42 setadjoin(sk_X2212, sk_X2212) = setadjoin(sk_X2214, sk_X2214), 33.69/5.42 inference('cnf', [status(esa)], [zf_stmt_16])). 33.69/5.42 tff('336', plain, ![X1158, X1159]: in(X1158, setadjoin(X1158, X1159)), 33.69/5.42 inference('cnf', [status(esa)], [zf_stmt_16])). 33.69/5.42 tff('337', plain, in(sk_X2214, setadjoin(sk_X2212, sk_X2212)), 33.69/5.42 inference('sup+', [status(thm)], ['335', '336'])). 33.69/5.42 tff('338', plain, 33.69/5.42 ![X1163, X1164, X1165]: 33.69/5.42 ( in(X1163, X1164) 33.69/5.42 | X1163 = X1165 33.69/5.42 | ~ in(X1163, setadjoin(X1165, X1164))), 33.69/5.42 inference('cnf', [status(esa)], [zf_stmt_16])). 33.69/5.42 tff('339', plain, (sk_X2214 = sk_X2212 | in(sk_X2214, sk_X2212)), 33.69/5.42 inference('sup-', [status(thm)], ['337', '338'])). 33.69/5.42 tff('340', plain, sk_X2212 != sk_X2214, 33.69/5.42 inference('cnf', [status(esa)], [zf_stmt_16])). 33.69/5.42 tff('341', plain, in(sk_X2214, sk_X2212), 33.69/5.42 inference('simplify_reflect-', [status(thm)], ['339', '340'])). 33.69/5.42 tff('342', plain, ![X1633, X1634]: (~ in(X1633, X1634) | ~ in(X1634, X1633)), 33.69/5.42 inference('cnf', [status(esa)], [zf_stmt_16])). 33.69/5.42 tff('343', plain, ~ in(sk_X2212, sk_X2214), 33.69/5.42 inference('sup-', [status(thm)], ['341', '342'])). 33.69/5.42 tff('344', plain, ![X1158, X1159]: in(X1158, setadjoin(X1158, X1159)), 33.69/5.42 inference('cnf', [status(esa)], [zf_stmt_16])). 33.69/5.42 tff('345', plain, 33.69/5.42 setadjoin(sk_X2212, sk_X2212) = setadjoin(sk_X2214, sk_X2214), 33.69/5.42 inference('cnf', [status(esa)], [zf_stmt_16])). 33.69/5.42 tff('346', plain, 33.69/5.42 ![X1163, X1164, X1165]: 33.69/5.42 ( in(X1163, X1164) 33.69/5.42 | X1163 = X1165 33.69/5.42 | ~ in(X1163, setadjoin(X1165, X1164))), 33.69/5.42 inference('cnf', [status(esa)], [zf_stmt_16])). 33.69/5.42 tff('347', plain, 33.69/5.42 ![X0]: 33.69/5.42 (~ in(X0, setadjoin(sk_X2212, sk_X2212)) 33.69/5.42 | X0 = sk_X2214 33.69/5.42 | in(X0, sk_X2214)), 33.69/5.42 inference('sup-', [status(thm)], ['345', '346'])). 33.69/5.42 tff('348', plain, ( in(sk_X2212, sk_X2214) | sk_X2212 = sk_X2214), 33.69/5.42 inference('sup-', [status(thm)], ['344', '347'])). 33.69/5.42 tff('349', plain, sk_X2212 != sk_X2214, 33.69/5.42 inference('cnf', [status(esa)], [zf_stmt_16])). 33.69/5.42 tff('350', plain, in(sk_X2212, sk_X2214), 33.69/5.42 inference('simplify_reflect-', [status(thm)], ['348', '349'])). 33.69/5.42 tff('351', plain, $false, inference('demod', [status(thm)], ['343', '350'])). 33.69/5.42 33.69/5.42 % SZS output end Refutation 33.69/5.42 33.69/5.42 33.69/5.42 % Terminating... 33.69/5.42 % /export/starexec/sandbox2/solver/bin/lams/old_sp2.sh running for 17s 34.30/5.55 % Runner terminated. 34.30/5.56 % Zipperpin 1.5 exiting 34.30/5.56 EOF