0.07/0.12 % Problem : theBenchmark.p : TPTP v0.0.0. Released v0.0.0. 0.07/0.16 % Command : python3 /export/starexec/sandbox/solver/bin/portfolio.lams.parallel.py %s %d /export/starexec/sandbox/tmp/tmp.5pQUlAIXgm true 0.17/0.37 % Computer : n024.cluster.edu 0.17/0.37 % Model : x86_64 x86_64 0.17/0.37 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz 0.17/0.37 % Memory : 8042.1875MB 0.17/0.37 % OS : Linux 3.10.0-693.el7.x86_64 0.17/0.37 % CPULimit : 960 0.17/0.37 % WCLimit : 120 0.17/0.37 % DateTime : Tue Aug 9 04:46:22 EDT 2022 0.17/0.37 % CPUTime : 0.17/0.37 % Running portfolio for 960 s 0.17/0.37 % File : /export/starexec/sandbox/benchmark/theBenchmark.p 0.17/0.37 % Number of cores: 8 0.17/0.38 % Python version: Python 3.6.8 0.17/0.38 % Running in HO mode 0.43/0.69 % Total configuration time : 828 0.43/0.69 % Estimated wc time : 1656 0.43/0.69 % Estimated cpu time (8 cpus) : 207.0 0.45/0.73 % /export/starexec/sandbox/solver/bin/lams/40_c.s.sh running for 80s 0.45/0.75 % /export/starexec/sandbox/solver/bin/lams/35_full_unif4.sh running for 80s 0.45/0.75 % /export/starexec/sandbox/solver/bin/lams/40_c_ic.sh running for 80s 0.45/0.78 % /export/starexec/sandbox/solver/bin/lams/15_e_short1.sh running for 30s 0.45/0.78 % /export/starexec/sandbox/solver/bin/lams/40_b.comb.sh running for 70s 0.45/0.78 % /export/starexec/sandbox/solver/bin/lams/40_noforms.sh running for 90s 0.45/0.79 % /export/starexec/sandbox/solver/bin/lams/20_acsne_simpl.sh running for 40s 0.45/0.79 % /export/starexec/sandbox/solver/bin/lams/30_sp5.sh running for 60s 11.95/2.14 % Solved by lams/40_noforms.sh. 11.95/2.14 % done 155 iterations in 1.040s 11.95/2.14 % SZS status Theorem for '/export/starexec/sandbox/benchmark/theBenchmark.p' 11.95/2.14 % SZS output start Refutation 11.95/2.14 thf(setadjoin_type, type, setadjoin: $i > $i > $i). 11.95/2.14 thf(binintersectER_type, type, binintersectER: $o). 11.95/2.14 thf(setadjoinSub_type, type, setadjoinSub: $o). 11.95/2.14 thf(emptysetimpfalse_type, type, emptysetimpfalse: $o). 11.95/2.14 thf(setunion_type, type, setunion: $i > $i). 11.95/2.14 thf(vacuousDall_type, type, vacuousDall: $o). 11.95/2.14 thf(setadjoinIR_type, type, setadjoinIR: $o). 11.95/2.14 thf(powersetTI1_type, type, powersetTI1: $o). 11.95/2.14 thf(funcGraphProp1_type, type, funcGraphProp1: $o). 11.95/2.14 thf(funcext_type, type, funcext: $o). 11.95/2.14 thf(cartprodpairmemEL_type, type, cartprodpairmemEL: $o). 11.95/2.14 thf(doubleComplementI1_type, type, doubleComplementI1: $o). 11.95/2.14 thf(omega0Ax_type, type, omega0Ax: $o). 11.95/2.14 thf(subsetE_type, type, subsetE: $o). 11.95/2.14 thf(contrasubsetT3_type, type, contrasubsetT3: $o). 11.95/2.14 thf(demorgan2a_type, type, demorgan2a: $o). 11.95/2.14 thf(binintersectSubset3_type, type, binintersectSubset3: $o). 11.95/2.14 thf(setminusER_type, type, setminusER: $o). 11.95/2.14 thf(inIntersectImpInUnion2_type, type, inIntersectImpInUnion2: $o). 11.95/2.14 thf(setukpairinjL1_type, type, setukpairinjL1: $o). 11.95/2.14 thf(inIntersectImpInIntersectUnions_type, type, inIntersectImpInIntersectUnions: 11.95/2.14 $o). 11.95/2.14 thf(iftrue_type, type, iftrue: $o). 11.95/2.14 thf(demorgan1_type, type, demorgan1: $o). 11.95/2.14 thf(lamProp_type, type, lamProp: $o). 11.95/2.14 thf(eqbreln_type, type, eqbreln: $o). 11.95/2.14 thf(binunionE_type, type, binunionE: $o). 11.95/2.14 thf(setadjoinSub2_type, type, setadjoinSub2: $o). 11.95/2.14 thf(powersetE_type, type, powersetE: $o). 11.95/2.14 thf(zip_tseitin_5_type, type, zip_tseitin_5: $i > ($i > $o) > $o). 11.95/2.14 thf(intersectInPowersetIntersectUnions_type, type, intersectInPowersetIntersectUnions: 11.95/2.14 $o). 11.95/2.14 thf(upairequniteq_type, type, upairequniteq: $o). 11.95/2.14 thf(binunionRsub_type, type, binunionRsub: $o). 11.95/2.14 thf(binintersectT_lem_type, type, binintersectT_lem: $o). 11.95/2.14 thf(dpsetconstrSub_type, type, dpsetconstrSub: $o). 11.95/2.14 thf(cartprodpairmemER_type, type, cartprodpairmemER: $o). 11.95/2.14 thf(demorgan2b2_type, type, demorgan2b2: $o). 11.95/2.14 thf(demorgan1a_type, type, demorgan1a: $o). 11.95/2.14 thf(quantDeMorgan3_type, type, quantDeMorgan3: $o). 11.95/2.14 thf(ksnd_type, type, ksnd: $i > $i). 11.95/2.14 thf(powerset__Cong_type, type, powerset__Cong: $o). 11.95/2.14 thf(singletonprop_type, type, singletonprop: $o). 11.95/2.14 thf(beta1_type, type, beta1: $o). 11.95/2.14 thf(nonempty_type, type, nonempty: $i > $o). 11.95/2.14 thf(setOfPairsIsBReln_type, type, setOfPairsIsBReln: $o). 11.95/2.14 thf(funcSet_type, type, funcSet: $i > $i > $i). 11.95/2.14 thf(setminusT_lem_type, type, setminusT_lem: $o). 11.95/2.14 thf(omegaIndAx_type, type, omegaIndAx: $o). 11.95/2.14 thf(uniqinunit_type, type, uniqinunit: $o). 11.95/2.14 thf(dsetconstr__Cong_type, type, dsetconstr__Cong: $o). 11.95/2.14 thf(exu__Cong_type, type, exu__Cong: $o). 11.95/2.14 thf(subset2powerset_type, type, subset2powerset: $o). 11.95/2.14 thf(setoftrueEq_type, type, setoftrueEq: $o). 11.95/2.14 thf(zip_tseitin_1_type, type, zip_tseitin_1: $i > $i > $i > $o). 11.95/2.14 thf(zip_tseitin_0_type, type, zip_tseitin_0: $i > $i > $i > $o). 11.95/2.14 thf(dpsetconstrEL2_type, type, dpsetconstrEL2: $o). 11.95/2.14 thf(zip_tseitin_4_type, type, zip_tseitin_4: $i > $i > ($i > $o) > $o). 11.95/2.14 thf(sk__918_type, type, sk__918: $i). 11.95/2.14 thf(contraSubsetComplement_type, type, contraSubsetComplement: $o). 11.95/2.14 thf(ex1_type, type, ex1: $i > ($i > $o) > $o). 11.95/2.14 thf(lam2p_type, type, lam2p: $o). 11.95/2.14 thf(iftrueProp1_type, type, iftrueProp1: $o). 11.95/2.14 thf(upairsetIL_type, type, upairsetIL: $o). 11.95/2.14 thf(disjointsetsI1_type, type, disjointsetsI1: $o). 11.95/2.14 thf(demorgan2a2_type, type, demorgan2a2: $o). 11.95/2.14 thf(ksndpairEq_type, type, ksndpairEq: $o). 11.95/2.14 thf(emptyI_type, type, emptyI: $o). 11.95/2.14 thf(setukpairIL_type, type, setukpairIL: $o). 11.95/2.14 thf(dpsetconstrERa_type, type, dpsetconstrERa: $o). 11.95/2.14 thf(iftrueProp2_type, type, iftrueProp2: $o). 11.95/2.14 thf(funcImageSingleton_type, type, funcImageSingleton: $o). 11.95/2.14 thf(exuI3_type, type, exuI3: $o). 11.95/2.14 thf(complementSubsetComplementIntersect_type, type, complementSubsetComplementIntersect: 11.95/2.14 $o). 11.95/2.14 thf(emptysetAx_type, type, emptysetAx: $o). 11.95/2.14 thf(setukpairIR_type, type, setukpairIR: $o). 11.95/2.14 thf(doubleComplementSub2_type, type, doubleComplementSub2: $o). 11.95/2.14 thf(funcinfuncset_type, type, funcinfuncset: $o). 11.95/2.14 thf(emptyInPowerset_type, type, emptyInPowerset: $o). 11.95/2.14 thf(cartprodfstin_type, type, cartprodfstin: $o). 11.95/2.14 thf(setadjoinIL_type, type, setadjoinIL: $o). 11.95/2.14 thf(upairsubunion_type, type, upairsubunion: $o). 11.95/2.14 thf(contrasubsetT1_type, type, contrasubsetT1: $o). 11.95/2.14 thf(theeq_type, type, theeq: $o). 11.95/2.14 thf(emptyinunitempty_type, type, emptyinunitempty: $o). 11.95/2.14 thf(upairsetIR_type, type, upairsetIR: $o). 11.95/2.14 thf(funcextLem_type, type, funcextLem: $o). 11.95/2.14 thf(infuncsetfunc_type, type, infuncsetfunc: $o). 11.95/2.14 thf(setukpairinjR11_type, type, setukpairinjR11: $o). 11.95/2.14 thf(ubforcartprodlem3_type, type, ubforcartprodlem3: $o). 11.95/2.14 thf(emptyset__Cong_type, type, emptyset__Cong: $o). 11.95/2.14 thf(ksndsingleton_type, type, ksndsingleton: $o). 11.95/2.14 thf(setminusI_type, type, setminusI: $o). 11.95/2.14 thf(ap2p_type, type, ap2p: $o). 11.95/2.14 thf(complementTE1_type, type, complementTE1: $o). 11.95/2.14 thf(cartprodmempaircEq_type, type, cartprodmempaircEq: $o). 11.95/2.14 thf(setukpairinjR2_type, type, setukpairinjR2: $o). 11.95/2.14 thf(descrp_type, type, descrp: $o). 11.95/2.14 thf(binintersectI_type, type, binintersectI: $o). 11.95/2.14 thf(nonemptyI1_type, type, nonemptyI1: $o). 11.95/2.14 thf(set2prop_type, type, set2prop: $i > $o). 11.95/2.14 thf(doubleComplementE1_type, type, doubleComplementE1: $o). 11.95/2.14 thf(emptysetsubset_type, type, emptysetsubset: $o). 11.95/2.14 thf(setunionAx_type, type, setunionAx: $o). 11.95/2.14 thf(binunionTILcontra_type, type, binunionTILcontra: $o). 11.95/2.14 thf(notsubsetI_type, type, notsubsetI: $o). 11.95/2.14 thf(singletonsuniq_type, type, singletonsuniq: $o). 11.95/2.14 thf(kfst_type, type, kfst: $i > $i). 11.95/2.14 thf(dpsetconstrEL1_type, type, dpsetconstrEL1: $o). 11.95/2.14 thf(binintersectSubset5_type, type, binintersectSubset5: $o). 11.95/2.14 thf(upairset2IR_type, type, upairset2IR: $o). 11.95/2.14 thf(binunionLsub_type, type, binunionLsub: $o). 11.95/2.14 thf(subsetRefl_type, type, subsetRefl: $o). 11.95/2.14 thf(kfstpairEq_type, type, kfstpairEq: $o). 11.95/2.14 thf(powerset_type, type, powerset: $i > $i). 11.95/2.14 thf(setukpairinjR1_type, type, setukpairinjR1: $o). 11.95/2.14 thf(beta2_type, type, beta2: $o). 11.95/2.14 thf(nonemptyI_type, type, nonemptyI: $o). 11.95/2.14 thf(emptysetE_type, type, emptysetE: $o). 11.95/2.14 thf(sepInPowerset_type, type, sepInPowerset: $o). 11.95/2.14 thf(lam_type, type, lam: $i > $i > ($i > $i) > $i). 11.95/2.14 thf(iftrueorfalse_type, type, iftrueorfalse: $o). 11.95/2.14 thf(cartprodsndin_type, type, cartprodsndin: $o). 11.95/2.14 thf(cartprodmempair1_type, type, cartprodmempair1: $o). 11.95/2.14 thf(ap2apEq2_type, type, ap2apEq2: $o). 11.95/2.14 thf(subsetemptysetimpeq_type, type, subsetemptysetimpeq: $o). 11.95/2.14 thf(inIntersectImpInUnion_type, type, inIntersectImpInUnion: $o). 11.95/2.14 thf(powersetI_type, type, powersetI: $o). 11.95/2.14 thf(exuE2_type, type, exuE2: $o). 11.95/2.14 thf(exu_type, type, exu: ($i > $o) > $o). 11.95/2.14 thf(exuE3e_type, type, exuE3e: $o). 11.95/2.14 thf(setminusSubset1_type, type, setminusSubset1: $o). 11.95/2.14 thf(notequalI2_type, type, notequalI2: $o). 11.95/2.14 thf(descr__Cong_type, type, descr__Cong: $o). 11.95/2.14 thf(iffalseProp1_type, type, iffalseProp1: $o). 11.95/2.14 thf(setextAx_type, type, setextAx: $o). 11.95/2.14 thf(complementImpComplementIntersect_type, type, complementImpComplementIntersect: 11.95/2.14 $o). 11.95/2.14 thf(complementTcontraSubset_type, type, complementTcontraSubset: $o). 11.95/2.14 thf(quantDeMorgan1_type, type, quantDeMorgan1: $o). 11.95/2.14 thf(eqinunit_type, type, eqinunit: $o). 11.95/2.14 thf(cartprodpairsurjEq_type, type, cartprodpairsurjEq: $o). 11.95/2.14 thf(symdiffE_type, type, symdiffE: $o). 11.95/2.14 thf(upairinpowunion_type, type, upairinpowunion: $o). 11.95/2.14 thf(binintersectTERcontra_type, type, binintersectTERcontra: $o). 11.95/2.14 thf(binintersectSubset1_type, type, binintersectSubset1: $o). 11.95/2.14 thf(powersetAx_type, type, powersetAx: $o). 11.95/2.14 thf(upairset2E_type, type, upairset2E: $o). 11.95/2.14 thf(theprop_type, type, theprop: $o). 11.95/2.14 thf(subsetI2_type, type, subsetI2: $o). 11.95/2.14 thf(symdiffI1_type, type, symdiffI1: $o). 11.95/2.14 thf(kpair_type, type, kpair: $i > $i > $i). 11.95/2.14 thf(setminus_type, type, setminus: $i > $i > $i). 11.95/2.14 thf(eta2_type, type, eta2: $o). 11.95/2.14 thf(binunion_type, type, binunion: $i > $i > $i). 11.95/2.14 thf(sk__920_type, type, sk__920: $i). 11.95/2.14 thf(subsetI1_type, type, subsetI1: $o). 11.95/2.14 thf(nonemptyImpWitness_type, type, nonemptyImpWitness: $o). 11.95/2.14 thf(replAx_type, type, replAx: $o). 11.95/2.14 thf(subPowSU_type, type, subPowSU: $o). 11.95/2.14 thf(setunionE_type, type, setunionE: $o). 11.95/2.14 thf(complementT_lem_type, type, complementT_lem: $o). 11.95/2.14 thf(dpsetconstr_type, type, dpsetconstr: $i > $i > ($i > $i > $o) > $i). 11.95/2.14 thf(contrasubsetT2_type, type, contrasubsetT2: $o). 11.95/2.14 thf(brelnall2_type, type, brelnall2: $o). 11.95/2.14 thf(setunionsingleton_type, type, setunionsingleton: $o). 11.95/2.14 thf(setunion__Cong_type, type, setunion__Cong: $o). 11.95/2.14 thf(lamp_type, type, lamp: $o). 11.95/2.14 thf(iffalse_type, type, iffalse: $o). 11.95/2.14 thf(bs114d_type, type, bs114d: $o). 11.95/2.14 thf(inComplementUnionImpNotIn1_type, type, inComplementUnionImpNotIn1: $o). 11.95/2.14 thf(setminusSubset2_type, type, setminusSubset2: $o). 11.95/2.14 thf(demorgan1b_type, type, demorgan1b: $o). 11.95/2.14 thf(powersetE1_type, type, powersetE1: $o). 11.95/2.14 thf(ubforcartprodlem2_type, type, ubforcartprodlem2: $o). 11.95/2.14 thf(powersetT_lem_type, type, powersetT_lem: $o). 11.95/2.14 thf(omegaSAx_type, type, omegaSAx: $o). 11.95/2.14 thf(func_type, type, func: $i > $i > $i > $o). 11.95/2.14 thf(funcGraphProp4_type, type, funcGraphProp4: $o). 11.95/2.14 thf(demorgan2a1_type, type, demorgan2a1: $o). 11.95/2.14 thf(contrasubsetT_type, type, contrasubsetT: $o). 11.95/2.14 thf(setext_type, type, setext: $o). 11.95/2.14 thf(setextT_type, type, setextT: $o). 11.95/2.14 thf(notequalI1_type, type, notequalI1: $o). 11.95/2.14 thf(zip_tseitin_3_type, type, zip_tseitin_3: $i > $i > $i > ($i > $i > $o) > $o). 11.95/2.14 thf(setextsub_type, type, setextsub: $o). 11.95/2.14 thf(setukpairinjL2_type, type, setukpairinjL2: $o). 11.95/2.14 thf(kpairp_type, type, kpairp: $o). 11.95/2.14 thf(breln_type, type, breln: $i > $i > $i > $o). 11.95/2.14 thf(setukpairinjR_type, type, setukpairinjR: $o). 11.95/2.14 thf(omega__Cong_type, type, omega__Cong: $o). 11.95/2.14 thf(symdiffI2_type, type, symdiffI2: $o). 11.95/2.14 thf(omega_type, type, omega: $i). 11.95/2.14 thf(apProp_type, type, apProp: $o). 11.95/2.14 thf(complementTI1_type, type, complementTI1: $o). 11.95/2.14 thf(setbeta_type, type, setbeta: $o). 11.95/2.14 thf(dsetconstrER_type, type, dsetconstrER: $o). 11.95/2.14 thf(binintersectTELcontra_type, type, binintersectTELcontra: $o). 11.95/2.14 thf(app_type, type, app: $o). 11.95/2.14 thf(nonemptyE1_type, type, nonemptyE1: $o). 11.95/2.14 thf(binunionIL_type, type, binunionIL: $o). 11.95/2.14 thf(prop2setE_type, type, prop2setE: $o). 11.95/2.14 thf(prop2set2propI_type, type, prop2set2propI: $o). 11.95/2.14 thf(notdallE_type, type, notdallE: $o). 11.95/2.14 thf(eqimpsubset1_type, type, eqimpsubset1: $o). 11.95/2.14 thf(exuEu_type, type, exuEu: $o). 11.95/2.14 thf(singletoninpowerset_type, type, singletoninpowerset: $o). 11.95/2.14 thf(notinsingleton_type, type, notinsingleton: $o). 11.95/2.14 thf(upairsetE_type, type, upairsetE: $o). 11.95/2.14 thf(doubleComplementEq_type, type, doubleComplementEq: $o). 11.95/2.14 thf(emptyE1_type, type, emptyE1: $o). 11.95/2.14 thf(funcGraphProp3_type, type, funcGraphProp3: $o). 11.95/2.14 thf(demorgan2_type, type, demorgan2: $o). 11.95/2.14 thf(emptyinPowerset_type, type, emptyinPowerset: $o). 11.95/2.14 thf(cartprodmempair_type, type, cartprodmempair: $o). 11.95/2.14 thf(complementInPowersetComplementIntersect_type, type, complementInPowersetComplementIntersect: 11.95/2.14 $o). 11.95/2.14 thf(binunionEcases_type, type, binunionEcases: $o). 11.95/2.14 thf(symdiffIneg1_type, type, symdiffIneg1: $o). 11.95/2.14 thf(if_type, type, if: $i > $o > $i > $i > $i). 11.95/2.14 thf(binintersectSubset4_type, type, binintersectSubset4: $o). 11.95/2.14 thf(ex1I_type, type, ex1I: $o). 11.95/2.14 thf(demorgan2b_type, type, demorgan2b: $o). 11.95/2.14 thf(ex1E1_type, type, ex1E1: $o). 11.95/2.14 thf(wellorderingAx_type, type, wellorderingAx: $o). 11.95/2.14 thf(symdiff_type, type, symdiff: $i > $i > $i). 11.95/2.14 thf(singletoninpowunion_type, type, singletoninpowunion: $o). 11.95/2.14 thf(descr_type, type, descr: ($i > $o) > $i). 11.95/2.14 thf(binintersectLsub_type, type, binintersectLsub: $o). 11.95/2.14 thf(binintersectRsub_type, type, binintersectRsub: $o). 11.95/2.14 thf(powersetsubset_type, type, powersetsubset: $o). 11.95/2.14 thf(emptyset_type, type, emptyset: $i). 11.95/2.14 thf(ubforcartprodlem1_type, type, ubforcartprodlem1: $o). 11.95/2.14 thf(inComplementUnionImpInComplement1_type, type, inComplementUnionImpInComplement1: 11.95/2.14 $o). 11.95/2.14 thf(noeltsimpempty_type, type, noeltsimpempty: $o). 11.95/2.14 thf(exuE1_type, type, exuE1: $o). 11.95/2.14 thf(inPowerset_type, type, inPowerset: $o). 11.95/2.14 thf(ifSingleton_type, type, ifSingleton: $o). 11.95/2.14 thf(in_type, type, in: $i > $i > $o). 11.95/2.14 thf(brelnall1_type, type, brelnall1: $o). 11.95/2.14 thf(cartprodpairin_type, type, cartprodpairin: $o). 11.95/2.14 thf(setunionI_type, type, setunionI: $o). 11.95/2.14 thf(in__Cong_type, type, in__Cong: $o). 11.95/2.14 thf(binintersect_type, type, binintersect: $i > $i > $i). 11.95/2.14 thf(setadjoinE_type, type, setadjoinE: $o). 11.95/2.14 thf(subsetTrans_type, type, subsetTrans: $o). 11.95/2.14 thf(dsetconstrEL_type, type, dsetconstrEL: $o). 11.95/2.14 thf(powersetTE1_type, type, powersetTE1: $o). 11.95/2.14 thf(symdiffIneg2_type, type, symdiffIneg2: $o). 11.95/2.14 thf(setminusIRneg_type, type, setminusIRneg: $o). 11.95/2.14 thf(zip_tseitin_2_type, type, zip_tseitin_2: $i > $i > $i > $o). 11.95/2.14 thf(setminusELneg_type, type, setminusELneg: $o). 11.95/2.14 thf(foundationAx_type, type, foundationAx: $o). 11.95/2.14 thf(complementUnionInPowersetComplement_type, type, complementUnionInPowersetComplement: 11.95/2.14 $o). 11.95/2.14 thf(sepSubset_type, type, sepSubset: $o). 11.95/2.14 thf(exuE3u_type, type, exuE3u: $o). 11.95/2.14 thf(kpairiskpair_type, type, kpairiskpair: $o). 11.95/2.14 thf(funcGraphProp2_type, type, funcGraphProp2: $o). 11.95/2.14 thf(binunionT_lem_type, type, binunionT_lem: $o). 11.95/2.14 thf(dpsetconstrI_type, type, dpsetconstrI: $o). 11.95/2.14 thf(subsetTI_type, type, subsetTI: $o). 11.95/2.14 thf(setadjoinOr_type, type, setadjoinOr: $o). 11.95/2.14 thf(exuI1_type, type, exuI1: $o). 11.95/2.14 thf(doubleComplementSub1_type, type, doubleComplementSub1: $o). 11.95/2.14 thf(sk__919_type, type, sk__919: $i). 11.95/2.14 thf(setukpairinjR12_type, type, setukpairinjR12: $o). 11.95/2.14 thf(binunionTEcontra_type, type, binunionTEcontra: $o). 11.95/2.14 thf(quantDeMorgan2_type, type, quantDeMorgan2: $o). 11.95/2.14 thf(binunionIR_type, type, binunionIR: $o). 11.95/2.14 thf(inCongP_type, type, inCongP: $o). 11.95/2.14 thf(setminusLsub_type, type, setminusLsub: $o). 11.95/2.14 thf(binintersectSubset2_type, type, binintersectSubset2: $o). 11.95/2.14 thf(setadjoin__Cong_type, type, setadjoin__Cong: $o). 11.95/2.14 thf(eqimpsubset2_type, type, eqimpsubset2: $o). 11.95/2.14 thf(setukpairinjL_type, type, setukpairinjL: $o). 11.95/2.14 thf(subbreln_type, type, subbreln: $o). 11.95/2.14 thf(prop2set_type, type, prop2set: $o > $i). 11.95/2.14 thf(complementTnotintersectT_type, type, complementTnotintersectT: $o). 11.95/2.14 thf(setminusERneg_type, type, setminusERneg: $o). 11.95/2.14 thf(ifp_type, type, ifp: $o). 11.95/2.14 thf(eta1_type, type, eta1: $o). 11.95/2.14 thf(exuI2_type, type, exuI2: $o). 11.95/2.14 thf(sk__917_type, type, sk__917: $i). 11.95/2.14 thf(powersetI1_type, type, powersetI1: $o). 11.95/2.14 thf(ap_type, type, ap: $i > $i > $i > $i > $i). 11.95/2.14 thf(kpairsurjEq_type, type, kpairsurjEq: $o). 11.95/2.14 thf(iffalseProp2_type, type, iffalseProp2: $o). 11.95/2.14 thf(binunionTE_type, type, binunionTE: $o). 11.95/2.14 thf(setunionsingleton1_type, type, setunionsingleton1: $o). 11.95/2.14 thf(dpsetconstrER_type, type, dpsetconstrER: $o). 11.95/2.14 thf(setminusILneg_type, type, setminusILneg: $o). 11.95/2.14 thf(dsetconstrI_type, type, dsetconstrI: $o). 11.95/2.14 thf(ex1I2_type, type, ex1I2: $o). 11.95/2.14 thf(funcext2_type, type, funcext2: $o). 11.95/2.14 thf(setminusEL_type, type, setminusEL: $o). 11.95/2.14 thf(singletonsubset_type, type, singletonsubset: $o). 11.95/2.14 thf(kfstsingleton_type, type, kfstsingleton: $o). 11.95/2.14 thf(secondinupair_type, type, secondinupair: $o). 11.95/2.14 thf(dsetconstr_type, type, dsetconstr: $i > ($i > $o) > $i). 11.95/2.14 thf(cartprodsndpairEq_type, type, cartprodsndpairEq: $o). 11.95/2.14 thf(lam2lamEq_type, type, lam2lamEq: $o). 11.95/2.14 thf(ex1E2_type, type, ex1E2: $o). 11.95/2.14 thf(subsetE2_type, type, subsetE2: $o). 11.95/2.14 thf(singletonsswitch_type, type, singletonsswitch: $o). 11.95/2.14 thf(iskpair_type, type, iskpair: $i > $o). 11.95/2.14 thf(binunionTIRcontra_type, type, binunionTIRcontra: $o). 11.95/2.14 thf(singleton_type, type, singleton: $i > $o). 11.95/2.14 thf(cartprod_type, type, cartprod: $i > $i > $i). 11.95/2.14 thf(binintersectEL_type, type, binintersectEL: $o). 11.95/2.14 thf(setadjoinAx_type, type, setadjoinAx: $o). 11.95/2.14 thf(quantDeMorgan4_type, type, quantDeMorgan4: $o). 11.95/2.14 thf(notinemptyset_type, type, notinemptyset: $o). 11.95/2.14 thf(prop2setI_type, type, prop2setI: $o). 11.95/2.14 thf(ap2apEq1_type, type, ap2apEq1: $o). 11.95/2.14 thf(setunionsingleton2_type, type, setunionsingleton2: $o). 11.95/2.14 thf(setunionE2_type, type, setunionE2: $o). 11.95/2.14 thf(cartprodfstpairEq_type, type, cartprodfstpairEq: $o). 11.95/2.14 thf(subset_type, type, subset: $i > $i > $o). 11.95/2.14 thf(notdexE_type, type, notdexE: $o). 11.95/2.14 thf(demorgan2, axiom, demorgan2 = 11.95/2.14 (![A:$i,X:$i]: 11.95/2.14 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.14 ( ![Y:$i]: 11.95/2.14 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.14 ( ( setminus @ A @ ( binunion @ X @ Y ) ) = 11.95/2.14 ( binintersect @ ( setminus @ A @ X ) @ ( setminus @ A @ Y ) ) ) ) ) ))). 11.95/2.14 thf('0', plain, 11.95/2.14 (( demorgan2 ) = 11.95/2.14 ( ![X4:$i,X6:$i]: 11.95/2.14 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.14 ( ![X8:$i]: 11.95/2.14 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.14 ( ( setminus @ X4 @ ( binunion @ X6 @ X8 ) ) = 11.95/2.14 ( binintersect @ 11.95/2.14 ( setminus @ X4 @ X6 ) @ ( setminus @ X4 @ X8 ) ) ) ) ) ) )), 11.95/2.14 define([status(thm)])). 11.95/2.14 thf(demorgan2b, axiom, demorgan2b = 11.95/2.14 (![A:$i,X:$i]: 11.95/2.14 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.14 ( ![Y:$i]: 11.95/2.14 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.14 ( ![Xx:$i]: 11.95/2.14 ( ( in @ Xx @ A ) => 11.95/2.14 ( ( in @ 11.95/2.14 Xx @ 11.95/2.14 ( binintersect @ ( setminus @ A @ X ) @ ( setminus @ A @ Y ) ) ) => 11.95/2.14 ( in @ Xx @ ( setminus @ A @ ( binunion @ X @ Y ) ) ) ) ) ) ) ) ))). 11.95/2.14 thf('1', plain, 11.95/2.14 (( demorgan2b ) = 11.95/2.14 ( ![X4:$i,X6:$i]: 11.95/2.14 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.14 ( ![X8:$i]: 11.95/2.14 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.14 ( ![X10:$i]: 11.95/2.14 ( ( in @ X10 @ X4 ) => 11.95/2.14 ( ( in @ 11.95/2.14 X10 @ 11.95/2.14 ( binintersect @ 11.95/2.14 ( setminus @ X4 @ X6 ) @ ( setminus @ X4 @ X8 ) ) ) => 11.95/2.14 ( in @ X10 @ ( setminus @ X4 @ ( binunion @ X6 @ X8 ) ) ) ) ) ) ) ) ) )), 11.95/2.14 define([status(thm)])). 11.95/2.14 thf(demorgan2b2, axiom, demorgan2b2 = 11.95/2.14 (![A:$i,X:$i]: 11.95/2.14 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.14 ( ![Y:$i]: 11.95/2.14 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.14 ( ![Xx:$i]: 11.95/2.14 ( ( in @ Xx @ A ) => 11.95/2.14 ( ( in @ Xx @ ( setminus @ A @ X ) ) => 11.95/2.14 ( ( in @ Xx @ ( setminus @ A @ Y ) ) => 11.95/2.14 ( in @ Xx @ ( setminus @ A @ ( binunion @ X @ Y ) ) ) ) ) ) ) ) ) ))). 11.95/2.14 thf('2', plain, 11.95/2.14 (( demorgan2b2 ) = 11.95/2.14 ( ![X4:$i,X6:$i]: 11.95/2.14 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.14 ( ![X8:$i]: 11.95/2.14 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.14 ( ![X10:$i]: 11.95/2.14 ( ( in @ X10 @ X4 ) => 11.95/2.14 ( ( in @ X10 @ ( setminus @ X4 @ X6 ) ) => 11.95/2.14 ( ( in @ X10 @ ( setminus @ X4 @ X8 ) ) => 11.95/2.14 ( in @ X10 @ ( setminus @ X4 @ ( binunion @ X6 @ X8 ) ) ) ) ) ) ) ) ) ) )), 11.95/2.14 define([status(thm)])). 11.95/2.14 thf(demorgan2a, axiom, demorgan2a = 11.95/2.14 (![A:$i,X:$i]: 11.95/2.14 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.14 ( ![Y:$i]: 11.95/2.14 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.14 ( ![Xx:$i]: 11.95/2.14 ( ( in @ Xx @ A ) => 11.95/2.14 ( ( in @ Xx @ ( setminus @ A @ ( binunion @ X @ Y ) ) ) => 11.95/2.14 ( in @ 11.95/2.14 Xx @ 11.95/2.14 ( binintersect @ ( setminus @ A @ X ) @ ( setminus @ A @ Y ) ) ) ) ) ) ) ) ))). 11.95/2.14 thf('3', plain, 11.95/2.14 (( demorgan2a ) = 11.95/2.14 ( ![X4:$i,X6:$i]: 11.95/2.14 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.14 ( ![X8:$i]: 11.95/2.14 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.14 ( ![X10:$i]: 11.95/2.14 ( ( in @ X10 @ X4 ) => 11.95/2.14 ( ( in @ X10 @ ( setminus @ X4 @ ( binunion @ X6 @ X8 ) ) ) => 11.95/2.14 ( in @ 11.95/2.14 X10 @ 11.95/2.14 ( binintersect @ 11.95/2.14 ( setminus @ X4 @ X6 ) @ ( setminus @ X4 @ X8 ) ) ) ) ) ) ) ) ) )), 11.95/2.14 define([status(thm)])). 11.95/2.14 thf(demorgan1, axiom, demorgan1 = 11.95/2.14 (![A:$i,X:$i]: 11.95/2.14 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.14 ( ![Y:$i]: 11.95/2.14 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.14 ( ( setminus @ A @ ( binintersect @ X @ Y ) ) = 11.95/2.14 ( binunion @ ( setminus @ A @ X ) @ ( setminus @ A @ Y ) ) ) ) ) ))). 11.95/2.14 thf('4', plain, 11.95/2.14 (( demorgan1 ) = 11.95/2.14 ( ![X4:$i,X6:$i]: 11.95/2.14 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.14 ( ![X8:$i]: 11.95/2.14 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.14 ( ( setminus @ X4 @ ( binintersect @ X6 @ X8 ) ) = 11.95/2.14 ( binunion @ ( setminus @ X4 @ X6 ) @ ( setminus @ X4 @ X8 ) ) ) ) ) ) )), 11.95/2.14 define([status(thm)])). 11.95/2.14 thf(demorgan1b, axiom, demorgan1b = 11.95/2.14 (![A:$i,X:$i]: 11.95/2.14 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.14 ( ![Y:$i]: 11.95/2.14 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.14 ( ![Xx:$i]: 11.95/2.14 ( ( in @ Xx @ A ) => 11.95/2.14 ( ( in @ 11.95/2.14 Xx @ 11.95/2.14 ( binunion @ ( setminus @ A @ X ) @ ( setminus @ A @ Y ) ) ) => 11.95/2.14 ( in @ Xx @ ( setminus @ A @ ( binintersect @ X @ Y ) ) ) ) ) ) ) ) ))). 11.95/2.14 thf('5', plain, 11.95/2.14 (( demorgan1b ) = 11.95/2.14 ( ![X4:$i,X6:$i]: 11.95/2.14 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.14 ( ![X8:$i]: 11.95/2.14 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.14 ( ![X10:$i]: 11.95/2.14 ( ( in @ X10 @ X4 ) => 11.95/2.14 ( ( in @ 11.95/2.14 X10 @ 11.95/2.14 ( binunion @ 11.95/2.14 ( setminus @ X4 @ X6 ) @ ( setminus @ X4 @ X8 ) ) ) => 11.95/2.14 ( in @ 11.95/2.14 X10 @ ( setminus @ X4 @ ( binintersect @ X6 @ X8 ) ) ) ) ) ) ) ) ) )), 11.95/2.14 define([status(thm)])). 11.95/2.14 thf(demorgan1a, axiom, demorgan1a = 11.95/2.14 (![A:$i,X:$i]: 11.95/2.14 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.14 ( ![Y:$i]: 11.95/2.14 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.14 ( ![Xx:$i]: 11.95/2.14 ( ( in @ Xx @ A ) => 11.95/2.14 ( ( in @ Xx @ ( setminus @ A @ ( binintersect @ X @ Y ) ) ) => 11.95/2.14 ( in @ 11.95/2.14 Xx @ 11.95/2.14 ( binunion @ ( setminus @ A @ X ) @ ( setminus @ A @ Y ) ) ) ) ) ) ) ) ))). 11.95/2.14 thf('6', plain, 11.95/2.14 (( demorgan1a ) = 11.95/2.14 ( ![X4:$i,X6:$i]: 11.95/2.14 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.14 ( ![X8:$i]: 11.95/2.14 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.14 ( ![X10:$i]: 11.95/2.14 ( ( in @ X10 @ X4 ) => 11.95/2.14 ( ( in @ 11.95/2.14 X10 @ ( setminus @ X4 @ ( binintersect @ X6 @ X8 ) ) ) => 11.95/2.14 ( in @ 11.95/2.14 X10 @ 11.95/2.14 ( binunion @ 11.95/2.14 ( setminus @ X4 @ X6 ) @ ( setminus @ X4 @ X8 ) ) ) ) ) ) ) ) ) )), 11.95/2.14 define([status(thm)])). 11.95/2.14 thf(demorgan2a2, axiom, demorgan2a2 = 11.95/2.14 (![A:$i,X:$i]: 11.95/2.14 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.14 ( ![Y:$i]: 11.95/2.14 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.14 ( ![Xx:$i]: 11.95/2.14 ( ( in @ Xx @ A ) => 11.95/2.14 ( ( in @ Xx @ ( setminus @ A @ ( binunion @ X @ Y ) ) ) => 11.95/2.14 ( in @ Xx @ ( setminus @ A @ Y ) ) ) ) ) ) ) ))). 11.95/2.14 thf('7', plain, 11.95/2.14 (( demorgan2a2 ) = 11.95/2.14 ( ![X4:$i,X6:$i]: 11.95/2.14 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.14 ( ![X8:$i]: 11.95/2.14 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.14 ( ![X10:$i]: 11.95/2.14 ( ( in @ X10 @ X4 ) => 11.95/2.14 ( ( in @ X10 @ ( setminus @ X4 @ ( binunion @ X6 @ X8 ) ) ) => 11.95/2.14 ( in @ X10 @ ( setminus @ X4 @ X8 ) ) ) ) ) ) ) ) )), 11.95/2.14 define([status(thm)])). 11.95/2.14 thf(complementUnionInPowersetComplement, axiom, 11.95/2.14 complementUnionInPowersetComplement = 11.95/2.14 (![A:$i,X:$i]: 11.95/2.14 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.14 ( ![Y:$i]: 11.95/2.14 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.14 ( in @ 11.95/2.14 ( setminus @ A @ ( binunion @ X @ Y ) ) @ 11.95/2.14 ( powerset @ ( setminus @ A @ X ) ) ) ) ) ))). 11.95/2.14 thf('8', plain, 11.95/2.14 (( complementUnionInPowersetComplement ) = 11.95/2.14 ( ![X4:$i,X6:$i]: 11.95/2.14 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.14 ( ![X8:$i]: 11.95/2.14 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.14 ( in @ 11.95/2.14 ( setminus @ X4 @ ( binunion @ X6 @ X8 ) ) @ 11.95/2.14 ( powerset @ ( setminus @ X4 @ X6 ) ) ) ) ) ) )), 11.95/2.14 define([status(thm)])). 11.95/2.14 thf(demorgan2a1, axiom, demorgan2a1 = 11.95/2.14 (![A:$i,X:$i]: 11.95/2.14 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.14 ( ![Y:$i]: 11.95/2.14 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.14 ( ![Xx:$i]: 11.95/2.14 ( ( in @ Xx @ A ) => 11.95/2.14 ( ( in @ Xx @ ( setminus @ A @ ( binunion @ X @ Y ) ) ) => 11.95/2.14 ( in @ Xx @ ( setminus @ A @ X ) ) ) ) ) ) ) ))). 11.95/2.14 thf('9', plain, 11.95/2.14 (( demorgan2a1 ) = 11.95/2.14 ( ![X4:$i,X6:$i]: 11.95/2.14 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.14 ( ![X8:$i]: 11.95/2.14 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.14 ( ![X10:$i]: 11.95/2.14 ( ( in @ X10 @ X4 ) => 11.95/2.14 ( ( in @ X10 @ ( setminus @ X4 @ ( binunion @ X6 @ X8 ) ) ) => 11.95/2.14 ( in @ X10 @ ( setminus @ X4 @ X6 ) ) ) ) ) ) ) ) )), 11.95/2.14 define([status(thm)])). 11.95/2.14 thf(binunionTEcontra, axiom, binunionTEcontra = 11.95/2.14 (![A:$i,X:$i]: 11.95/2.14 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.14 ( ![Y:$i]: 11.95/2.14 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.14 ( ![Xx:$i]: 11.95/2.14 ( ( in @ Xx @ A ) => 11.95/2.14 ( ( ~( in @ Xx @ X ) ) => 11.95/2.14 ( ( ~( in @ Xx @ Y ) ) => 11.95/2.14 ( ~( in @ Xx @ ( binunion @ X @ Y ) ) ) ) ) ) ) ) ) ))). 11.95/2.14 thf('10', plain, 11.95/2.14 (( binunionTEcontra ) = 11.95/2.14 ( ![X4:$i,X6:$i]: 11.95/2.14 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.14 ( ![X8:$i]: 11.95/2.14 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.14 ( ![X10:$i]: 11.95/2.14 ( ( in @ X10 @ X4 ) => 11.95/2.14 ( ( ~( in @ X10 @ X6 ) ) => 11.95/2.14 ( ( ~( in @ X10 @ X8 ) ) => 11.95/2.14 ( ~( in @ X10 @ ( binunion @ X6 @ X8 ) ) ) ) ) ) ) ) ) ) )), 11.95/2.14 define([status(thm)])). 11.95/2.14 thf(binunionTE, axiom, binunionTE = 11.95/2.14 (![A:$i,X:$i]: 11.95/2.14 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.14 ( ![Y:$i]: 11.95/2.14 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.14 ( ![Xphi:$o,Xx:$i]: 11.95/2.14 ( ( in @ Xx @ A ) => 11.95/2.14 ( ( in @ Xx @ ( binunion @ X @ Y ) ) => 11.95/2.14 ( ( ( in @ Xx @ X ) => ( Xphi ) ) => 11.95/2.14 ( ( ( in @ Xx @ Y ) => ( Xphi ) ) => ( Xphi ) ) ) ) ) ) ) ) ))). 11.95/2.14 thf('11', plain, 11.95/2.14 (( binunionTE ) = 11.95/2.14 ( ![X4:$i,X6:$i]: 11.95/2.14 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.14 ( ![X8:$i]: 11.95/2.14 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.14 ( ![X10:$o,X12:$i]: 11.95/2.14 ( ( in @ X12 @ X4 ) => 11.95/2.14 ( ( in @ X12 @ ( binunion @ X6 @ X8 ) ) => 11.95/2.14 ( ( ( in @ X12 @ X6 ) => ( X10 ) ) => 11.95/2.14 ( ( ( in @ X12 @ X8 ) => ( X10 ) ) => ( X10 ) ) ) ) ) ) ) ) ) )), 11.95/2.14 define([status(thm)])). 11.95/2.14 thf(inComplementUnionImpInComplement1, axiom, 11.95/2.14 inComplementUnionImpInComplement1 = 11.95/2.14 (![A:$i,X:$i]: 11.95/2.14 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.14 ( ![Y:$i]: 11.95/2.14 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.14 ( ![Xx:$i]: 11.95/2.14 ( ( in @ Xx @ A ) => 11.95/2.14 ( ( in @ Xx @ ( setminus @ A @ ( binunion @ X @ Y ) ) ) => 11.95/2.14 ( in @ Xx @ ( setminus @ A @ X ) ) ) ) ) ) ) ))). 11.95/2.14 thf('12', plain, 11.95/2.14 (( inComplementUnionImpInComplement1 ) = 11.95/2.14 ( ![X4:$i,X6:$i]: 11.95/2.14 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.14 ( ![X8:$i]: 11.95/2.14 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.14 ( ![X10:$i]: 11.95/2.14 ( ( in @ X10 @ X4 ) => 11.95/2.14 ( ( in @ X10 @ ( setminus @ X4 @ ( binunion @ X6 @ X8 ) ) ) => 11.95/2.14 ( in @ X10 @ ( setminus @ X4 @ X6 ) ) ) ) ) ) ) ) )), 11.95/2.14 define([status(thm)])). 11.95/2.14 thf(inComplementUnionImpNotIn1, axiom, inComplementUnionImpNotIn1 = 11.95/2.14 (![A:$i,X:$i]: 11.95/2.14 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.14 ( ![Y:$i]: 11.95/2.14 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.14 ( ![Xx:$i]: 11.95/2.14 ( ( in @ Xx @ A ) => 11.95/2.14 ( ( in @ Xx @ ( setminus @ A @ ( binunion @ X @ Y ) ) ) => 11.95/2.14 ( ~( in @ Xx @ X ) ) ) ) ) ) ) ))). 11.95/2.14 thf('13', plain, 11.95/2.14 (( inComplementUnionImpNotIn1 ) = 11.95/2.14 ( ![X4:$i,X6:$i]: 11.95/2.14 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.14 ( ![X8:$i]: 11.95/2.14 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.14 ( ![X10:$i]: 11.95/2.14 ( ( in @ X10 @ X4 ) => 11.95/2.14 ( ( in @ X10 @ ( setminus @ X4 @ ( binunion @ X6 @ X8 ) ) ) => 11.95/2.14 ( ~( in @ X10 @ X6 ) ) ) ) ) ) ) ) )), 11.95/2.14 define([status(thm)])). 11.95/2.14 thf(intersectInPowersetIntersectUnions, axiom, 11.95/2.14 intersectInPowersetIntersectUnions = 11.95/2.14 (![A:$i,X:$i]: 11.95/2.14 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.14 ( ![Y:$i]: 11.95/2.14 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.14 ( ![Z:$i]: 11.95/2.14 ( ( in @ Z @ ( powerset @ A ) ) => 11.95/2.14 ( in @ 11.95/2.14 ( binintersect @ X @ Y ) @ 11.95/2.14 ( powerset @ 11.95/2.14 ( binintersect @ ( binunion @ X @ Z ) @ ( binunion @ Y @ Z ) ) ) ) ) ) ) ) ))). 11.95/2.14 thf('14', plain, 11.95/2.14 (( intersectInPowersetIntersectUnions ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ ( powerset @ X4 ) ) => 11.95/2.15 ( in @ 11.95/2.15 ( binintersect @ X6 @ X8 ) @ 11.95/2.15 ( powerset @ 11.95/2.15 ( binintersect @ 11.95/2.15 ( binunion @ X6 @ X10 ) @ ( binunion @ X8 @ X10 ) ) ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(inIntersectImpInIntersectUnions, axiom, inIntersectImpInIntersectUnions = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( ![Y:$i]: 11.95/2.15 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.15 ( ![Z:$i]: 11.95/2.15 ( ( in @ Z @ ( powerset @ A ) ) => 11.95/2.15 ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ( in @ Xx @ ( binintersect @ X @ Y ) ) => 11.95/2.15 ( in @ 11.95/2.15 Xx @ 11.95/2.15 ( binintersect @ 11.95/2.15 ( binunion @ X @ Z ) @ ( binunion @ Y @ Z ) ) ) ) ) ) ) ) ) ) ))). 11.95/2.15 thf('15', plain, 11.95/2.15 (( inIntersectImpInIntersectUnions ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X12:$i]: 11.95/2.15 ( ( in @ X12 @ X4 ) => 11.95/2.15 ( ( in @ X12 @ ( binintersect @ X6 @ X8 ) ) => 11.95/2.15 ( in @ 11.95/2.15 X12 @ 11.95/2.15 ( binintersect @ 11.95/2.15 ( binunion @ X6 @ X10 ) @ ( binunion @ X8 @ X10 ) ) ) ) ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(inIntersectImpInUnion2, axiom, inIntersectImpInUnion2 = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( ![Y:$i]: 11.95/2.15 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.15 ( ![Z:$i]: 11.95/2.15 ( ( in @ Z @ ( powerset @ A ) ) => 11.95/2.15 ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ( in @ Xx @ ( binintersect @ X @ Y ) ) => 11.95/2.15 ( in @ Xx @ ( binunion @ Y @ Z ) ) ) ) ) ) ) ) ) ))). 11.95/2.15 thf('16', plain, 11.95/2.15 (( inIntersectImpInUnion2 ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X12:$i]: 11.95/2.15 ( ( in @ X12 @ X4 ) => 11.95/2.15 ( ( in @ X12 @ ( binintersect @ X6 @ X8 ) ) => 11.95/2.15 ( in @ X12 @ ( binunion @ X8 @ X10 ) ) ) ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(inIntersectImpInUnion, axiom, inIntersectImpInUnion = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( ![Y:$i]: 11.95/2.15 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.15 ( ![Z:$i]: 11.95/2.15 ( ( in @ Z @ ( powerset @ A ) ) => 11.95/2.15 ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ( in @ Xx @ ( binintersect @ X @ Y ) ) => 11.95/2.15 ( in @ Xx @ ( binunion @ X @ Z ) ) ) ) ) ) ) ) ) ))). 11.95/2.15 thf('17', plain, 11.95/2.15 (( inIntersectImpInUnion ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X12:$i]: 11.95/2.15 ( ( in @ X12 @ X4 ) => 11.95/2.15 ( ( in @ X12 @ ( binintersect @ X6 @ X8 ) ) => 11.95/2.15 ( in @ X12 @ ( binunion @ X6 @ X10 ) ) ) ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(binunionTIRcontra, axiom, binunionTIRcontra = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( ![Y:$i]: 11.95/2.15 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.15 ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ( ~( in @ Xx @ ( binunion @ X @ Y ) ) ) => 11.95/2.15 ( ~( in @ Xx @ Y ) ) ) ) ) ) ) ))). 11.95/2.15 thf('18', plain, 11.95/2.15 (( binunionTIRcontra ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( ( ~( in @ X10 @ ( binunion @ X6 @ X8 ) ) ) => 11.95/2.15 ( ~( in @ X10 @ X8 ) ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(binunionTILcontra, axiom, binunionTILcontra = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( ![Y:$i]: 11.95/2.15 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.15 ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ( ~( in @ Xx @ ( binunion @ X @ Y ) ) ) => 11.95/2.15 ( ~( in @ Xx @ X ) ) ) ) ) ) ) ))). 11.95/2.15 thf('19', plain, 11.95/2.15 (( binunionTILcontra ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( ( ~( in @ X10 @ ( binunion @ X6 @ X8 ) ) ) => 11.95/2.15 ( ~( in @ X10 @ X6 ) ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(complementTcontraSubset, axiom, complementTcontraSubset = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( ![Y:$i]: 11.95/2.15 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.15 ( ( subset @ X @ ( setminus @ A @ Y ) ) => 11.95/2.15 ( subset @ Y @ ( setminus @ A @ X ) ) ) ) ) ))). 11.95/2.15 thf('20', plain, 11.95/2.15 (( complementTcontraSubset ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ( subset @ X6 @ ( setminus @ X4 @ X8 ) ) => 11.95/2.15 ( subset @ X8 @ ( setminus @ X4 @ X6 ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(contraSubsetComplement, axiom, contraSubsetComplement = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( ![Y:$i]: 11.95/2.15 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.15 ( ( subset @ X @ ( setminus @ A @ Y ) ) => 11.95/2.15 ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ( in @ Xx @ Y ) => ( in @ Xx @ ( setminus @ A @ X ) ) ) ) ) ) ) ) ))). 11.95/2.15 thf('21', plain, 11.95/2.15 (( contraSubsetComplement ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ( subset @ X6 @ ( setminus @ X4 @ X8 ) ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( ( in @ X10 @ X8 ) => 11.95/2.15 ( in @ X10 @ ( setminus @ X4 @ X6 ) ) ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(complementInPowersetComplementIntersect, axiom, 11.95/2.15 complementInPowersetComplementIntersect = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( ![Y:$i]: 11.95/2.15 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.15 ( in @ 11.95/2.15 ( setminus @ A @ X ) @ 11.95/2.15 ( powerset @ ( setminus @ A @ ( binintersect @ X @ Y ) ) ) ) ) ) ))). 11.95/2.15 thf('22', plain, 11.95/2.15 (( complementInPowersetComplementIntersect ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.15 ( in @ 11.95/2.15 ( setminus @ X4 @ X6 ) @ 11.95/2.15 ( powerset @ ( setminus @ X4 @ ( binintersect @ X6 @ X8 ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(complementSubsetComplementIntersect, axiom, 11.95/2.15 complementSubsetComplementIntersect = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( ![Y:$i]: 11.95/2.15 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.15 ( subset @ 11.95/2.15 ( setminus @ A @ X ) @ ( setminus @ A @ ( binintersect @ X @ Y ) ) ) ) ) ))). 11.95/2.15 thf('23', plain, 11.95/2.15 (( complementSubsetComplementIntersect ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.15 ( subset @ 11.95/2.15 ( setminus @ X4 @ X6 ) @ 11.95/2.15 ( setminus @ X4 @ ( binintersect @ X6 @ X8 ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(complementImpComplementIntersect, axiom, 11.95/2.15 complementImpComplementIntersect = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( ![Y:$i]: 11.95/2.15 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.15 ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ( in @ Xx @ ( setminus @ A @ X ) ) => 11.95/2.15 ( in @ Xx @ ( setminus @ A @ ( binintersect @ X @ Y ) ) ) ) ) ) ) ) ))). 11.95/2.15 thf('24', plain, 11.95/2.15 (( complementImpComplementIntersect ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( ( in @ X10 @ ( setminus @ X4 @ X6 ) ) => 11.95/2.15 ( in @ 11.95/2.15 X10 @ ( setminus @ X4 @ ( binintersect @ X6 @ X8 ) ) ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(complementTnotintersectT, axiom, complementTnotintersectT = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( ![Y:$i]: 11.95/2.15 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.15 ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ( in @ Xx @ ( setminus @ A @ X ) ) => 11.95/2.15 ( ~( in @ Xx @ ( binintersect @ X @ Y ) ) ) ) ) ) ) ) ))). 11.95/2.15 thf('25', plain, 11.95/2.15 (( complementTnotintersectT ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( ( in @ X10 @ ( setminus @ X4 @ X6 ) ) => 11.95/2.15 ( ~( in @ X10 @ ( binintersect @ X6 @ X8 ) ) ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(doubleComplementEq, axiom, doubleComplementEq = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( ( X ) = ( setminus @ A @ ( setminus @ A @ X ) ) ) ))). 11.95/2.15 thf('26', plain, 11.95/2.15 (( doubleComplementEq ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ( X6 ) = ( setminus @ X4 @ ( setminus @ X4 @ X6 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(doubleComplementSub2, axiom, doubleComplementSub2 = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( subset @ ( setminus @ A @ ( setminus @ A @ X ) ) @ X ) ))). 11.95/2.15 thf('27', plain, 11.95/2.15 (( doubleComplementSub2 ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( subset @ ( setminus @ X4 @ ( setminus @ X4 @ X6 ) ) @ X6 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(doubleComplementSub1, axiom, doubleComplementSub1 = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( subset @ X @ ( setminus @ A @ ( setminus @ A @ X ) ) ) ))). 11.95/2.15 thf('28', plain, 11.95/2.15 (( doubleComplementSub1 ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( subset @ X6 @ ( setminus @ X4 @ ( setminus @ X4 @ X6 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(doubleComplementE1, axiom, doubleComplementE1 = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ( in @ Xx @ ( setminus @ A @ ( setminus @ A @ X ) ) ) => 11.95/2.15 ( in @ Xx @ X ) ) ) ) ))). 11.95/2.15 thf('29', plain, 11.95/2.15 (( doubleComplementE1 ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ( in @ X8 @ ( setminus @ X4 @ ( setminus @ X4 @ X6 ) ) ) => 11.95/2.15 ( in @ X8 @ X6 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(doubleComplementI1, axiom, doubleComplementI1 = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ( in @ Xx @ X ) => 11.95/2.15 ( in @ Xx @ ( setminus @ A @ ( setminus @ A @ X ) ) ) ) ) ) ))). 11.95/2.15 thf('30', plain, 11.95/2.15 (( doubleComplementI1 ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ( in @ X8 @ X6 ) => 11.95/2.15 ( in @ X8 @ ( setminus @ X4 @ ( setminus @ X4 @ X6 ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(contrasubsetT3, axiom, contrasubsetT3 = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( ![Y:$i]: 11.95/2.15 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.15 ( ( subset @ ( setminus @ A @ Y ) @ ( setminus @ A @ X ) ) => 11.95/2.15 ( subset @ X @ Y ) ) ) ) ))). 11.95/2.15 thf('31', plain, 11.95/2.15 (( contrasubsetT3 ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ( subset @ ( setminus @ X4 @ X8 ) @ ( setminus @ X4 @ X6 ) ) => 11.95/2.15 ( subset @ X6 @ X8 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(contrasubsetT2, axiom, contrasubsetT2 = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( ![Y:$i]: 11.95/2.15 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.15 ( ( subset @ X @ Y ) => 11.95/2.15 ( subset @ ( setminus @ A @ Y ) @ ( setminus @ A @ X ) ) ) ) ) ))). 11.95/2.15 thf('32', plain, 11.95/2.15 (( contrasubsetT2 ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ( subset @ X6 @ X8 ) => 11.95/2.15 ( subset @ ( setminus @ X4 @ X8 ) @ ( setminus @ X4 @ X6 ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(contrasubsetT1, axiom, contrasubsetT1 = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( ![Y:$i]: 11.95/2.15 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.15 ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ( subset @ X @ Y ) => 11.95/2.15 ( ( ~( in @ Xx @ Y ) ) => ( ~( in @ Xx @ X ) ) ) ) ) ) ) ) ))). 11.95/2.15 thf('33', plain, 11.95/2.15 (( contrasubsetT1 ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( ( subset @ X6 @ X8 ) => 11.95/2.15 ( ( ~( in @ X10 @ X8 ) ) => ( ~( in @ X10 @ X6 ) ) ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(contrasubsetT, axiom, contrasubsetT = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( ![Y:$i]: 11.95/2.15 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.15 ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ( subset @ X @ ( setminus @ A @ Y ) ) => 11.95/2.15 ( ( in @ Xx @ Y ) => ( ~( in @ Xx @ X ) ) ) ) ) ) ) ) ))). 11.95/2.15 thf('34', plain, 11.95/2.15 (( contrasubsetT ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( ( subset @ X6 @ ( setminus @ X4 @ X8 ) ) => 11.95/2.15 ( ( in @ X10 @ X8 ) => ( ~( in @ X10 @ X6 ) ) ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(binintersectTERcontra, axiom, binintersectTERcontra = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( ![Y:$i]: 11.95/2.15 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.15 ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ( ~( in @ Xx @ Y ) ) => 11.95/2.15 ( ~( in @ Xx @ ( binintersect @ X @ Y ) ) ) ) ) ) ) ) ))). 11.95/2.15 thf('35', plain, 11.95/2.15 (( binintersectTERcontra ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( ( ~( in @ X10 @ X8 ) ) => 11.95/2.15 ( ~( in @ X10 @ ( binintersect @ X6 @ X8 ) ) ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(binintersectTELcontra, axiom, binintersectTELcontra = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( ![Y:$i]: 11.95/2.15 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.15 ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ( ~( in @ Xx @ X ) ) => 11.95/2.15 ( ~( in @ Xx @ ( binintersect @ X @ Y ) ) ) ) ) ) ) ) ))). 11.95/2.15 thf('36', plain, 11.95/2.15 (( binintersectTELcontra ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( ( ~( in @ X10 @ X6 ) ) => 11.95/2.15 ( ~( in @ X10 @ ( binintersect @ X6 @ X8 ) ) ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(complementTE1, axiom, complementTE1 = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ( ~( in @ Xx @ ( setminus @ A @ X ) ) ) => ( in @ Xx @ X ) ) ) ) ))). 11.95/2.15 thf('37', plain, 11.95/2.15 (( complementTE1 ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ( ~( in @ X8 @ ( setminus @ X4 @ X6 ) ) ) => ( in @ X8 @ X6 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(complementTI1, axiom, complementTI1 = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ( in @ Xx @ X ) => ( ~( in @ Xx @ ( setminus @ A @ X ) ) ) ) ) ) ))). 11.95/2.15 thf('38', plain, 11.95/2.15 (( complementTI1 ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ( in @ X8 @ X6 ) => ( ~( in @ X8 @ ( setminus @ X4 @ X6 ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(powersetTE1, axiom, powersetTE1 = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( ![Y:$i]: 11.95/2.15 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.15 ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ( in @ X @ ( powerset @ Y ) ) => 11.95/2.15 ( ( in @ Xx @ X ) => ( in @ Xx @ Y ) ) ) ) ) ) ) ))). 11.95/2.15 thf('39', plain, 11.95/2.15 (( powersetTE1 ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( ( in @ X6 @ ( powerset @ X8 ) ) => 11.95/2.15 ( ( in @ X10 @ X6 ) => ( in @ X10 @ X8 ) ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(powersetTI1, axiom, powersetTI1 = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( ![Y:$i]: 11.95/2.15 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.15 ( ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => ( ( in @ Xx @ X ) => ( in @ Xx @ Y ) ) ) ) => 11.95/2.15 ( in @ X @ ( powerset @ Y ) ) ) ) ) ))). 11.95/2.15 thf('40', plain, 11.95/2.15 (( powersetTI1 ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( ( in @ X10 @ X6 ) => ( in @ X10 @ X8 ) ) ) ) => 11.95/2.15 ( in @ X6 @ ( powerset @ X8 ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(subsetTI, axiom, subsetTI = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( ![Y:$i]: 11.95/2.15 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.15 ( ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => ( ( in @ Xx @ X ) => ( in @ Xx @ Y ) ) ) ) => 11.95/2.15 ( subset @ X @ Y ) ) ) ) ))). 11.95/2.15 thf('41', plain, 11.95/2.15 (( subsetTI ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( ( in @ X10 @ X6 ) => ( in @ X10 @ X8 ) ) ) ) => 11.95/2.15 ( subset @ X6 @ X8 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setextT, axiom, setextT = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( ![Y:$i]: 11.95/2.15 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.15 ( ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => ( ( in @ Xx @ X ) => ( in @ Xx @ Y ) ) ) ) => 11.95/2.15 ( ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => ( ( in @ Xx @ Y ) => ( in @ Xx @ X ) ) ) ) => 11.95/2.15 ( ( X ) = ( Y ) ) ) ) ) ) ))). 11.95/2.15 thf('42', plain, 11.95/2.15 (( setextT ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( ( in @ X10 @ X6 ) => ( in @ X10 @ X8 ) ) ) ) => 11.95/2.15 ( ( ![X12:$i]: 11.95/2.15 ( ( in @ X12 @ X4 ) => 11.95/2.15 ( ( in @ X12 @ X8 ) => ( in @ X12 @ X6 ) ) ) ) => 11.95/2.15 ( ( X6 ) = ( X8 ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(complementT_lem, axiom, complementT_lem = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( in @ ( setminus @ A @ X ) @ ( powerset @ A ) ) ))). 11.95/2.15 thf('43', plain, 11.95/2.15 (( complementT_lem ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( in @ ( setminus @ X4 @ X6 ) @ ( powerset @ X4 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setminusT_lem, axiom, setminusT_lem = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( ![Y:$i]: 11.95/2.15 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.15 ( in @ ( setminus @ X @ Y ) @ ( powerset @ A ) ) ) ) ))). 11.95/2.15 thf('44', plain, 11.95/2.15 (( setminusT_lem ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.15 ( in @ ( setminus @ X6 @ X8 ) @ ( powerset @ X4 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(powersetT_lem, axiom, powersetT_lem = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( in @ ( powerset @ X ) @ ( powerset @ ( powerset @ A ) ) ) ))). 11.95/2.15 thf('45', plain, 11.95/2.15 (( powersetT_lem ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( in @ ( powerset @ X6 ) @ ( powerset @ ( powerset @ X4 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(binunionT_lem, axiom, binunionT_lem = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( ![Y:$i]: 11.95/2.15 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.15 ( in @ ( binunion @ X @ Y ) @ ( powerset @ A ) ) ) ) ))). 11.95/2.15 thf('46', plain, 11.95/2.15 (( binunionT_lem ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.15 ( in @ ( binunion @ X6 @ X8 ) @ ( powerset @ X4 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(binintersectT_lem, axiom, binintersectT_lem = 11.95/2.15 (![A:$i,X:$i]: 11.95/2.15 ( ( in @ X @ ( powerset @ A ) ) => 11.95/2.15 ( ![Y:$i]: 11.95/2.15 ( ( in @ Y @ ( powerset @ A ) ) => 11.95/2.15 ( in @ ( binintersect @ X @ Y ) @ ( powerset @ A ) ) ) ) ))). 11.95/2.15 thf('47', plain, 11.95/2.15 (( binintersectT_lem ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( powerset @ X4 ) ) => 11.95/2.15 ( in @ ( binintersect @ X6 @ X8 ) @ ( powerset @ X4 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(iftrueorfalse, axiom, iftrueorfalse = 11.95/2.15 (![A:$i,Xphi:$o,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ A ) => 11.95/2.15 ( in @ 11.95/2.15 ( if @ A @ Xphi @ Xx @ Xy ) @ 11.95/2.15 ( setadjoin @ Xx @ ( setadjoin @ Xy @ emptyset ) ) ) ) ) ))). 11.95/2.15 thf('48', plain, 11.95/2.15 (( iftrueorfalse ) = 11.95/2.15 ( ![X4:$i,X6:$o,X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( in @ 11.95/2.15 ( if @ X4 @ X6 @ X8 @ X10 ) @ 11.95/2.15 ( setadjoin @ X8 @ ( setadjoin @ X10 @ emptyset ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(iffalse, axiom, iffalse = 11.95/2.15 (![A:$i,Xphi:$o,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ A ) => 11.95/2.15 ( ( ~( Xphi ) ) => ( ( if @ A @ Xphi @ Xx @ Xy ) = ( Xy ) ) ) ) ) ))). 11.95/2.15 thf('49', plain, 11.95/2.15 (( iffalse ) = 11.95/2.15 ( ![X4:$i,X6:$o,X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( ( ~( X6 ) ) => ( ( if @ X4 @ X6 @ X8 @ X10 ) = ( X10 ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(iftrue, axiom, iftrue = 11.95/2.15 (![A:$i,Xphi:$o,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ A ) => 11.95/2.15 ( ( Xphi ) => ( ( if @ A @ Xphi @ Xx @ Xy ) = ( Xx ) ) ) ) ) ))). 11.95/2.15 thf('50', plain, 11.95/2.15 (( iftrue ) = 11.95/2.15 ( ![X4:$i,X6:$o,X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( ( X6 ) => ( ( if @ X4 @ X6 @ X8 @ X10 ) = ( X8 ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(theeq, axiom, theeq = 11.95/2.15 (![X:$i]: 11.95/2.15 ( ( singleton @ X ) => 11.95/2.15 ( ![Xx:$i]: ( ( in @ Xx @ X ) => ( ( setunion @ X ) = ( Xx ) ) ) ) ))). 11.95/2.15 thf('51', plain, 11.95/2.15 (( theeq ) = 11.95/2.15 ( ![X4:$i]: 11.95/2.15 ( ( singleton @ X4 ) => 11.95/2.15 ( ![X6:$i]: ( ( in @ X6 @ X4 ) => ( ( setunion @ X4 ) = ( X6 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(ifp, axiom, ifp = 11.95/2.15 (![A:$i,Xphi:$o,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ A ) => ( in @ ( if @ A @ Xphi @ Xx @ Xy ) @ A ) ) ) ))). 11.95/2.15 thf('52', plain, 11.95/2.15 (( ifp ) = 11.95/2.15 ( ![X4:$i,X6:$o,X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => ( in @ ( if @ X4 @ X6 @ X8 @ X10 ) @ X4 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(ifSingleton, axiom, ifSingleton = 11.95/2.15 (![A:$i,Xphi:$o,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ A ) => 11.95/2.15 ( singleton @ 11.95/2.15 ( dsetconstr @ 11.95/2.15 A @ 11.95/2.15 ( ^[Xz:$i]: 11.95/2.15 ( ( ( Xphi ) & ( ( Xz ) = ( Xx ) ) ) | 11.95/2.15 ( ( ~( Xphi ) ) & ( ( Xz ) = ( Xy ) ) ) ) ) ) ) ) ) ))). 11.95/2.15 thf('53', plain, 11.95/2.15 (( ifSingleton ) = 11.95/2.15 ( ![X4:$i,X6:$o,X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( singleton @ 11.95/2.15 ( dsetconstr @ 11.95/2.15 X4 @ 11.95/2.15 ( ^[V_1:$i]: 11.95/2.15 ( ( ( X6 ) & ( ( V_1 ) = ( X8 ) ) ) | 11.95/2.15 ( ( ~( X6 ) ) & ( ( V_1 ) = ( X10 ) ) ) ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(iftrueProp2, axiom, iftrueProp2 = 11.95/2.15 (![A:$i,Xphi:$o,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ A ) => 11.95/2.15 ( ( Xphi ) => 11.95/2.15 ( ( dsetconstr @ 11.95/2.15 A @ 11.95/2.15 ( ^[Xz:$i]: 11.95/2.15 ( ( ( Xphi ) & ( ( Xz ) = ( Xx ) ) ) | 11.95/2.15 ( ( ~( Xphi ) ) & ( ( Xz ) = ( Xy ) ) ) ) ) ) = 11.95/2.15 ( setadjoin @ Xx @ emptyset ) ) ) ) ) ))). 11.95/2.15 thf('54', plain, 11.95/2.15 (( iftrueProp2 ) = 11.95/2.15 ( ![X4:$i,X6:$o,X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( ( X6 ) => 11.95/2.15 ( ( dsetconstr @ 11.95/2.15 X4 @ 11.95/2.15 ( ^[V_1:$i]: 11.95/2.15 ( ( ( X6 ) & ( ( V_1 ) = ( X8 ) ) ) | 11.95/2.15 ( ( ~( X6 ) ) & ( ( V_1 ) = ( X10 ) ) ) ) ) ) = 11.95/2.15 ( setadjoin @ X8 @ emptyset ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(iftrueProp1, axiom, iftrueProp1 = 11.95/2.15 (![A:$i,Xphi:$o,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ A ) => 11.95/2.15 ( ( Xphi ) => 11.95/2.15 ( in @ 11.95/2.15 Xx @ 11.95/2.15 ( dsetconstr @ 11.95/2.15 A @ 11.95/2.15 ( ^[Xz:$i]: 11.95/2.15 ( ( ( Xphi ) & ( ( Xz ) = ( Xx ) ) ) | 11.95/2.15 ( ( ~( Xphi ) ) & ( ( Xz ) = ( Xy ) ) ) ) ) ) ) ) ) ) ))). 11.95/2.15 thf('55', plain, 11.95/2.15 (( iftrueProp1 ) = 11.95/2.15 ( ![X4:$i,X6:$o,X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( ( X6 ) => 11.95/2.15 ( in @ 11.95/2.15 X8 @ 11.95/2.15 ( dsetconstr @ 11.95/2.15 X4 @ 11.95/2.15 ( ^[V_1:$i]: 11.95/2.15 ( ( ( X6 ) & ( ( V_1 ) = ( X8 ) ) ) | 11.95/2.15 ( ( ~( X6 ) ) & ( ( V_1 ) = ( X10 ) ) ) ) ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(iffalseProp2, axiom, iffalseProp2 = 11.95/2.15 (![A:$i,Xphi:$o,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ A ) => 11.95/2.15 ( ( ~( Xphi ) ) => 11.95/2.15 ( ( dsetconstr @ 11.95/2.15 A @ 11.95/2.15 ( ^[Xz:$i]: 11.95/2.15 ( ( ( Xphi ) & ( ( Xz ) = ( Xx ) ) ) | 11.95/2.15 ( ( ~( Xphi ) ) & ( ( Xz ) = ( Xy ) ) ) ) ) ) = 11.95/2.15 ( setadjoin @ Xy @ emptyset ) ) ) ) ) ))). 11.95/2.15 thf('56', plain, 11.95/2.15 (( iffalseProp2 ) = 11.95/2.15 ( ![X4:$i,X6:$o,X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( ( ~( X6 ) ) => 11.95/2.15 ( ( dsetconstr @ 11.95/2.15 X4 @ 11.95/2.15 ( ^[V_1:$i]: 11.95/2.15 ( ( ( X6 ) & ( ( V_1 ) = ( X8 ) ) ) | 11.95/2.15 ( ( ~( X6 ) ) & ( ( V_1 ) = ( X10 ) ) ) ) ) ) = 11.95/2.15 ( setadjoin @ X10 @ emptyset ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(iffalseProp1, axiom, iffalseProp1 = 11.95/2.15 (![A:$i,Xphi:$o,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ A ) => 11.95/2.15 ( ( ~( Xphi ) ) => 11.95/2.15 ( in @ 11.95/2.15 Xy @ 11.95/2.15 ( dsetconstr @ 11.95/2.15 A @ 11.95/2.15 ( ^[Xz:$i]: 11.95/2.15 ( ( ( Xphi ) & ( ( Xz ) = ( Xx ) ) ) | 11.95/2.15 ( ( ~( Xphi ) ) & ( ( Xz ) = ( Xy ) ) ) ) ) ) ) ) ) ) ))). 11.95/2.15 thf('57', plain, 11.95/2.15 (( iffalseProp1 ) = 11.95/2.15 ( ![X4:$i,X6:$o,X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( ( ~( X6 ) ) => 11.95/2.15 ( in @ 11.95/2.15 X10 @ 11.95/2.15 ( dsetconstr @ 11.95/2.15 X4 @ 11.95/2.15 ( ^[V_1:$i]: 11.95/2.15 ( ( ( X6 ) & ( ( V_1 ) = ( X8 ) ) ) | 11.95/2.15 ( ( ~( X6 ) ) & ( ( V_1 ) = ( X10 ) ) ) ) ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(eta2, axiom, eta2 = 11.95/2.15 (![A:$i,B:$i,Xf:$i]: 11.95/2.15 ( ( in @ Xf @ ( funcSet @ A @ B ) ) => 11.95/2.15 ( ( lam @ A @ B @ ( ^[Xx:$i]: ( ap @ A @ B @ Xf @ Xx ) ) ) = ( Xf ) ) ))). 11.95/2.15 thf('58', plain, 11.95/2.15 (( eta2 ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( funcSet @ X4 @ X6 ) ) => 11.95/2.15 ( ( lam @ X4 @ X6 @ ( ^[V_1:$i]: ( ap @ X4 @ X6 @ X8 @ V_1 ) ) ) = 11.95/2.15 ( X8 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(beta2, axiom, beta2 = 11.95/2.15 (![A:$i,B:$i,Xf:( $i > $i )]: 11.95/2.15 ( ( ![Xx:$i]: ( ( in @ Xx @ A ) => ( in @ ( Xf @ Xx ) @ B ) ) ) => 11.95/2.15 ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ( ap @ A @ B @ ( lam @ A @ B @ ( ^[Xy:$i]: ( Xf @ Xy ) ) ) @ Xx ) = 11.95/2.15 ( Xf @ Xx ) ) ) ) ))). 11.95/2.15 thf('59', plain, 11.95/2.15 (( beta2 ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:( $i > $i )]: 11.95/2.15 ( ( ![X10:$i]: ( ( in @ X10 @ X4 ) => ( in @ ( X8 @ X10 ) @ X6 ) ) ) => 11.95/2.15 ( ![X12:$i]: 11.95/2.15 ( ( in @ X12 @ X4 ) => 11.95/2.15 ( ( ap @ 11.95/2.15 X4 @ X6 @ ( lam @ X4 @ X6 @ ( ^[V_1:$i]: ( X8 @ V_1 ) ) ) @ 11.95/2.15 X12 ) = 11.95/2.15 ( X8 @ X12 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(lam2lamEq, axiom, lam2lamEq = 11.95/2.15 (![A:$i,B:$i,Xf:( $i > $i )]: 11.95/2.15 ( ( ![Xx:$i]: ( ( in @ Xx @ A ) => ( in @ ( Xf @ Xx ) @ B ) ) ) => 11.95/2.15 ( ( lam @ A @ B @ ( ^[Xx:$i]: ( Xf @ Xx ) ) ) = 11.95/2.15 ( lam @ A @ B @ ( ^[Xx:$i]: ( Xf @ Xx ) ) ) ) ))). 11.95/2.15 thf('60', plain, 11.95/2.15 (( lam2lamEq ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:( $i > $i )]: 11.95/2.15 ( ( ![X10:$i]: ( ( in @ X10 @ X4 ) => ( in @ ( X8 @ X10 ) @ X6 ) ) ) => 11.95/2.15 ( ( lam @ X4 @ X6 @ ( ^[V_1:$i]: ( X8 @ V_1 ) ) ) = 11.95/2.15 ( lam @ X4 @ X6 @ ( ^[V_2:$i]: ( X8 @ V_2 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(eta1, axiom, eta1 = 11.95/2.15 (![A:$i,B:$i,Xf:$i]: 11.95/2.15 ( ( func @ A @ B @ Xf ) => 11.95/2.15 ( ( lam @ A @ B @ ( ^[Xx:$i]: ( ap @ A @ B @ Xf @ Xx ) ) ) = ( Xf ) ) ))). 11.95/2.15 thf('61', plain, 11.95/2.15 (( eta1 ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( func @ X4 @ X6 @ X8 ) => 11.95/2.15 ( ( lam @ X4 @ X6 @ ( ^[V_1:$i]: ( ap @ X4 @ X6 @ X8 @ V_1 ) ) ) = 11.95/2.15 ( X8 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(beta1, axiom, beta1 = 11.95/2.15 (![A:$i,B:$i,Xf:( $i > $i )]: 11.95/2.15 ( ( ![Xx:$i]: ( ( in @ Xx @ A ) => ( in @ ( Xf @ Xx ) @ B ) ) ) => 11.95/2.15 ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ( ap @ A @ B @ ( lam @ A @ B @ ( ^[Xy:$i]: ( Xf @ Xy ) ) ) @ Xx ) = 11.95/2.15 ( Xf @ Xx ) ) ) ) ))). 11.95/2.15 thf('62', plain, 11.95/2.15 (( beta1 ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:( $i > $i )]: 11.95/2.15 ( ( ![X10:$i]: ( ( in @ X10 @ X4 ) => ( in @ ( X8 @ X10 ) @ X6 ) ) ) => 11.95/2.15 ( ![X12:$i]: 11.95/2.15 ( ( in @ X12 @ X4 ) => 11.95/2.15 ( ( ap @ 11.95/2.15 X4 @ X6 @ ( lam @ X4 @ X6 @ ( ^[V_1:$i]: ( X8 @ V_1 ) ) ) @ 11.95/2.15 X12 ) = 11.95/2.15 ( X8 @ X12 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(ap2apEq2, axiom, ap2apEq2 = 11.95/2.15 (![A:$i,B:$i,Xf:$i]: 11.95/2.15 ( ( func @ A @ B @ Xf ) => 11.95/2.15 ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ( ap @ A @ B @ Xf @ Xx ) = ( ap @ A @ B @ Xf @ Xx ) ) ) ) ))). 11.95/2.15 thf('63', plain, 11.95/2.15 (( ap2apEq2 ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( func @ X4 @ X6 @ X8 ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( ( ap @ X4 @ X6 @ X8 @ X10 ) = ( ap @ X4 @ X6 @ X8 @ X10 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(ap2apEq1, axiom, ap2apEq1 = 11.95/2.15 (![A:$i,B:$i,Xf:$i]: 11.95/2.15 ( ( in @ Xf @ ( funcSet @ A @ B ) ) => 11.95/2.15 ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ( ap @ A @ B @ Xf @ Xx ) = ( ap @ A @ B @ Xf @ Xx ) ) ) ) ))). 11.95/2.15 thf('64', plain, 11.95/2.15 (( ap2apEq1 ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( funcSet @ X4 @ X6 ) ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( ( ap @ X4 @ X6 @ X8 @ X10 ) = ( ap @ X4 @ X6 @ X8 @ X10 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(funcext2, axiom, funcext2 = 11.95/2.15 (![A:$i,B:$i,Xf:$i]: 11.95/2.15 ( ( in @ Xf @ ( funcSet @ A @ B ) ) => 11.95/2.15 ( ![Xg:$i]: 11.95/2.15 ( ( in @ Xg @ ( funcSet @ A @ B ) ) => 11.95/2.15 ( ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ( ap @ A @ B @ Xf @ Xx ) = ( ap @ A @ B @ Xg @ Xx ) ) ) ) => 11.95/2.15 ( ( Xf ) = ( Xg ) ) ) ) ) ))). 11.95/2.15 thf('65', plain, 11.95/2.15 (( funcext2 ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( funcSet @ X4 @ X6 ) ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ ( funcSet @ X4 @ X6 ) ) => 11.95/2.15 ( ( ![X12:$i]: 11.95/2.15 ( ( in @ X12 @ X4 ) => 11.95/2.15 ( ( ap @ X4 @ X6 @ X8 @ X12 ) = 11.95/2.15 ( ap @ X4 @ X6 @ X10 @ X12 ) ) ) ) => 11.95/2.15 ( ( X8 ) = ( X10 ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(funcext, axiom, funcext = 11.95/2.15 (![A:$i,B:$i,Xf:$i]: 11.95/2.15 ( ( func @ A @ B @ Xf ) => 11.95/2.15 ( ![Xg:$i]: 11.95/2.15 ( ( func @ A @ B @ Xg ) => 11.95/2.15 ( ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ( ap @ A @ B @ Xf @ Xx ) = ( ap @ A @ B @ Xg @ Xx ) ) ) ) => 11.95/2.15 ( ( Xf ) = ( Xg ) ) ) ) ) ))). 11.95/2.15 thf('66', plain, 11.95/2.15 (( funcext ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( func @ X4 @ X6 @ X8 ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( func @ X4 @ X6 @ X10 ) => 11.95/2.15 ( ( ![X12:$i]: 11.95/2.15 ( ( in @ X12 @ X4 ) => 11.95/2.15 ( ( ap @ X4 @ X6 @ X8 @ X12 ) = 11.95/2.15 ( ap @ X4 @ X6 @ X10 @ X12 ) ) ) ) => 11.95/2.15 ( ( X8 ) = ( X10 ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(eqbreln, axiom, eqbreln = 11.95/2.15 (![A:$i,B:$i,R:$i]: 11.95/2.15 ( ( breln @ A @ B @ R ) => 11.95/2.15 ( ![S:$i]: 11.95/2.15 ( ( breln @ A @ B @ S ) => 11.95/2.15 ( ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ B ) => 11.95/2.15 ( ( in @ ( kpair @ Xx @ Xy ) @ R ) => 11.95/2.15 ( in @ ( kpair @ Xx @ Xy ) @ S ) ) ) ) ) ) => 11.95/2.15 ( ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ B ) => 11.95/2.15 ( ( in @ ( kpair @ Xx @ Xy ) @ S ) => 11.95/2.15 ( in @ ( kpair @ Xx @ Xy ) @ R ) ) ) ) ) ) => 11.95/2.15 ( ( R ) = ( S ) ) ) ) ) ) ))). 11.95/2.15 thf('67', plain, 11.95/2.15 (( eqbreln ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( breln @ X4 @ X6 @ X8 ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( breln @ X4 @ X6 @ X10 ) => 11.95/2.15 ( ( ![X12:$i]: 11.95/2.15 ( ( in @ X12 @ X4 ) => 11.95/2.15 ( ![X14:$i]: 11.95/2.15 ( ( in @ X14 @ X6 ) => 11.95/2.15 ( ( in @ ( kpair @ X12 @ X14 ) @ X8 ) => 11.95/2.15 ( in @ ( kpair @ X12 @ X14 ) @ X10 ) ) ) ) ) ) => 11.95/2.15 ( ( ![X16:$i]: 11.95/2.15 ( ( in @ X16 @ X4 ) => 11.95/2.15 ( ![X18:$i]: 11.95/2.15 ( ( in @ X18 @ X6 ) => 11.95/2.15 ( ( in @ ( kpair @ X16 @ X18 ) @ X10 ) => 11.95/2.15 ( in @ ( kpair @ X16 @ X18 ) @ X8 ) ) ) ) ) ) => 11.95/2.15 ( ( X8 ) = ( X10 ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(subbreln, axiom, subbreln = 11.95/2.15 (![A:$i,B:$i,R:$i]: 11.95/2.15 ( ( breln @ A @ B @ R ) => 11.95/2.15 ( ![S:$i]: 11.95/2.15 ( ( breln @ A @ B @ S ) => 11.95/2.15 ( ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ B ) => 11.95/2.15 ( ( in @ ( kpair @ Xx @ Xy ) @ R ) => 11.95/2.15 ( in @ ( kpair @ Xx @ Xy ) @ S ) ) ) ) ) ) => 11.95/2.15 ( subset @ R @ S ) ) ) ) ))). 11.95/2.15 thf('68', plain, 11.95/2.15 (( subbreln ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( breln @ X4 @ X6 @ X8 ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( breln @ X4 @ X6 @ X10 ) => 11.95/2.15 ( ( ![X12:$i]: 11.95/2.15 ( ( in @ X12 @ X4 ) => 11.95/2.15 ( ![X14:$i]: 11.95/2.15 ( ( in @ X14 @ X6 ) => 11.95/2.15 ( ( in @ ( kpair @ X12 @ X14 ) @ X8 ) => 11.95/2.15 ( in @ ( kpair @ X12 @ X14 ) @ X10 ) ) ) ) ) ) => 11.95/2.15 ( subset @ X8 @ X10 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(funcGraphProp4, axiom, funcGraphProp4 = 11.95/2.15 (![A:$i,B:$i,Xf:$i]: 11.95/2.15 ( ( in @ Xf @ ( funcSet @ A @ B ) ) => 11.95/2.15 ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ B ) => 11.95/2.15 ( ( in @ ( kpair @ Xx @ Xy ) @ Xf ) => 11.95/2.15 ( ( ap @ A @ B @ Xf @ Xx ) = ( Xy ) ) ) ) ) ) ) ))). 11.95/2.15 thf('69', plain, 11.95/2.15 (( funcGraphProp4 ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( funcSet @ X4 @ X6 ) ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( ![X12:$i]: 11.95/2.15 ( ( in @ X12 @ X6 ) => 11.95/2.15 ( ( in @ ( kpair @ X10 @ X12 ) @ X8 ) => 11.95/2.15 ( ( ap @ X4 @ X6 @ X8 @ X10 ) = ( X12 ) ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(funcextLem, axiom, funcextLem = 11.95/2.15 (![A:$i,B:$i,Xf:$i]: 11.95/2.15 ( ( func @ A @ B @ Xf ) => 11.95/2.15 ( ![Xg:$i]: 11.95/2.15 ( ( func @ A @ B @ Xg ) => 11.95/2.15 ( ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ( ap @ A @ B @ Xf @ Xx ) = ( ap @ A @ B @ Xg @ Xx ) ) ) ) => 11.95/2.15 ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ B ) => 11.95/2.15 ( ( in @ ( kpair @ Xx @ Xy ) @ Xg ) => 11.95/2.15 ( in @ ( kpair @ Xx @ Xy ) @ Xf ) ) ) ) ) ) ) ) ) ))). 11.95/2.15 thf('70', plain, 11.95/2.15 (( funcextLem ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( func @ X4 @ X6 @ X8 ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( func @ X4 @ X6 @ X10 ) => 11.95/2.15 ( ( ![X12:$i]: 11.95/2.15 ( ( in @ X12 @ X4 ) => 11.95/2.15 ( ( ap @ X4 @ X6 @ X8 @ X12 ) = 11.95/2.15 ( ap @ X4 @ X6 @ X10 @ X12 ) ) ) ) => 11.95/2.15 ( ![X14:$i]: 11.95/2.15 ( ( in @ X14 @ X4 ) => 11.95/2.15 ( ![X16:$i]: 11.95/2.15 ( ( in @ X16 @ X6 ) => 11.95/2.15 ( ( in @ ( kpair @ X14 @ X16 ) @ X10 ) => 11.95/2.15 ( in @ ( kpair @ X14 @ X16 ) @ X8 ) ) ) ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(funcGraphProp2, axiom, funcGraphProp2 = 11.95/2.15 (![A:$i,B:$i,Xf:$i]: 11.95/2.15 ( ( func @ A @ B @ Xf ) => 11.95/2.15 ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ B ) => 11.95/2.15 ( ( in @ ( kpair @ Xx @ Xy ) @ Xf ) => 11.95/2.15 ( ( ap @ A @ B @ Xf @ Xx ) = ( Xy ) ) ) ) ) ) ) ))). 11.95/2.15 thf('71', plain, 11.95/2.15 (( funcGraphProp2 ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( func @ X4 @ X6 @ X8 ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( ![X12:$i]: 11.95/2.15 ( ( in @ X12 @ X6 ) => 11.95/2.15 ( ( in @ ( kpair @ X10 @ X12 ) @ X8 ) => 11.95/2.15 ( ( ap @ X4 @ X6 @ X8 @ X10 ) = ( X12 ) ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(funcGraphProp3, axiom, funcGraphProp3 = 11.95/2.15 (![A:$i,B:$i,Xf:$i]: 11.95/2.15 ( ( in @ Xf @ ( funcSet @ A @ B ) ) => 11.95/2.15 ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( in @ ( kpair @ Xx @ ( ap @ A @ B @ Xf @ Xx ) ) @ Xf ) ) ) ))). 11.95/2.15 thf('72', plain, 11.95/2.15 (( funcGraphProp3 ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( funcSet @ X4 @ X6 ) ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( in @ ( kpair @ X10 @ ( ap @ X4 @ X6 @ X8 @ X10 ) ) @ X8 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(funcGraphProp1, axiom, funcGraphProp1 = 11.95/2.15 (![A:$i,B:$i,Xf:$i]: 11.95/2.15 ( ( func @ A @ B @ Xf ) => 11.95/2.15 ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( in @ ( kpair @ Xx @ ( ap @ A @ B @ Xf @ Xx ) ) @ Xf ) ) ) ))). 11.95/2.15 thf('73', plain, 11.95/2.15 (( funcGraphProp1 ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( func @ X4 @ X6 @ X8 ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( in @ ( kpair @ X10 @ ( ap @ X4 @ X6 @ X8 @ X10 ) ) @ X8 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(ex1E2, axiom, ex1E2 = 11.95/2.15 (![A:$i,Xphi:( $i > $o )]: 11.95/2.15 ( ( ex1 @ A @ ( ^[Xx:$i]: ( Xphi @ Xx ) ) ) => 11.95/2.15 ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ A ) => 11.95/2.15 ( ( Xphi @ Xx ) => ( ( Xphi @ Xy ) => ( ( Xx ) = ( Xy ) ) ) ) ) ) ) ) ))). 11.95/2.15 thf('74', plain, 11.95/2.15 (( ex1E2 ) = 11.95/2.15 ( ![X4:$i,X6:( $i > $o )]: 11.95/2.15 ( ( ex1 @ X4 @ ( ^[V_1:$i]: ( X6 @ V_1 ) ) ) => 11.95/2.15 ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( ( X6 @ X8 ) => ( ( X6 @ X10 ) => ( ( X8 ) = ( X10 ) ) ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(brelnall2, axiom, brelnall2 = 11.95/2.15 (![A:$i,B:$i,R:$i]: 11.95/2.15 ( ( breln @ A @ B @ R ) => 11.95/2.15 ( ![Xphi:( $i > $o )]: 11.95/2.15 ( ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ B ) => 11.95/2.15 ( ( in @ ( kpair @ Xx @ Xy ) @ R ) => 11.95/2.15 ( Xphi @ ( kpair @ Xx @ Xy ) ) ) ) ) ) ) => 11.95/2.15 ( ![Xx:$i]: ( ( in @ Xx @ R ) => ( Xphi @ Xx ) ) ) ) ) ))). 11.95/2.15 thf('75', plain, 11.95/2.15 (( brelnall2 ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( breln @ X4 @ X6 @ X8 ) => 11.95/2.15 ( ![X10:( $i > $o )]: 11.95/2.15 ( ( ![X12:$i]: 11.95/2.15 ( ( in @ X12 @ X4 ) => 11.95/2.15 ( ![X14:$i]: 11.95/2.15 ( ( in @ X14 @ X6 ) => 11.95/2.15 ( ( in @ ( kpair @ X12 @ X14 ) @ X8 ) => 11.95/2.15 ( X10 @ ( kpair @ X12 @ X14 ) ) ) ) ) ) ) => 11.95/2.15 ( ![X16:$i]: ( ( in @ X16 @ X8 ) => ( X10 @ X16 ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(brelnall1, axiom, brelnall1 = 11.95/2.15 (![A:$i,B:$i,R:$i]: 11.95/2.15 ( ( breln @ A @ B @ R ) => 11.95/2.15 ( ![Xphi:( $i > $o )]: 11.95/2.15 ( ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ B ) => 11.95/2.15 ( ( in @ ( kpair @ Xx @ Xy ) @ R ) => 11.95/2.15 ( Xphi @ ( kpair @ Xx @ Xy ) ) ) ) ) ) ) => 11.95/2.15 ( ![Xx:$i]: ( ( in @ Xx @ R ) => ( Xphi @ Xx ) ) ) ) ) ))). 11.95/2.15 thf('76', plain, 11.95/2.15 (( brelnall1 ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( breln @ X4 @ X6 @ X8 ) => 11.95/2.15 ( ![X10:( $i > $o )]: 11.95/2.15 ( ( ![X12:$i]: 11.95/2.15 ( ( in @ X12 @ X4 ) => 11.95/2.15 ( ![X14:$i]: 11.95/2.15 ( ( in @ X14 @ X6 ) => 11.95/2.15 ( ( in @ ( kpair @ X12 @ X14 ) @ X8 ) => 11.95/2.15 ( X10 @ ( kpair @ X12 @ X14 ) ) ) ) ) ) ) => 11.95/2.15 ( ![X16:$i]: ( ( in @ X16 @ X8 ) => ( X10 @ X16 ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(lam2p, axiom, lam2p = 11.95/2.15 (![A:$i,B:$i,Xf:( $i > $i )]: 11.95/2.15 ( ( ![Xx:$i]: ( ( in @ Xx @ A ) => ( in @ ( Xf @ Xx ) @ B ) ) ) => 11.95/2.15 ( in @ ( lam @ A @ B @ ( ^[Xx:$i]: ( Xf @ Xx ) ) ) @ ( funcSet @ A @ B ) ) ))). 11.95/2.15 thf('77', plain, 11.95/2.15 (( lam2p ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:( $i > $i )]: 11.95/2.15 ( ( ![X10:$i]: ( ( in @ X10 @ X4 ) => ( in @ ( X8 @ X10 ) @ X6 ) ) ) => 11.95/2.15 ( in @ 11.95/2.15 ( lam @ X4 @ X6 @ ( ^[V_1:$i]: ( X8 @ V_1 ) ) ) @ 11.95/2.15 ( funcSet @ X4 @ X6 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(lamp, axiom, lamp = 11.95/2.15 (![A:$i,B:$i,Xf:( $i > $i )]: 11.95/2.15 ( ( ![Xx:$i]: ( ( in @ Xx @ A ) => ( in @ ( Xf @ Xx ) @ B ) ) ) => 11.95/2.15 ( func @ A @ B @ ( lam @ A @ B @ ( ^[Xx:$i]: ( Xf @ Xx ) ) ) ) ))). 11.95/2.15 thf('78', plain, 11.95/2.15 (( lamp ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:( $i > $i )]: 11.95/2.15 ( ( ![X10:$i]: ( ( in @ X10 @ X4 ) => ( in @ ( X8 @ X10 ) @ X6 ) ) ) => 11.95/2.15 ( func @ X4 @ X6 @ ( lam @ X4 @ X6 @ ( ^[V_1:$i]: ( X8 @ V_1 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(lamProp, axiom, lamProp = 11.95/2.15 (![A:$i,B:$i,Xf:( $i > $i )]: 11.95/2.15 ( ( ![Xx:$i]: ( ( in @ Xx @ A ) => ( in @ ( Xf @ Xx ) @ B ) ) ) => 11.95/2.15 ( func @ 11.95/2.15 A @ B @ 11.95/2.15 ( dpsetconstr @ A @ B @ ( ^[Xx:$i,Xy:$i]: ( ( Xf @ Xx ) = ( Xy ) ) ) ) ) ))). 11.95/2.15 thf('79', plain, 11.95/2.15 (( lamProp ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:( $i > $i )]: 11.95/2.15 ( ( ![X10:$i]: ( ( in @ X10 @ X4 ) => ( in @ ( X8 @ X10 ) @ X6 ) ) ) => 11.95/2.15 ( func @ 11.95/2.15 X4 @ X6 @ 11.95/2.15 ( dpsetconstr @ 11.95/2.15 X4 @ X6 @ ( ^[V_1:$i,V_2:$i]: ( ( X8 @ V_1 ) = ( V_2 ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(funcinfuncset, axiom, funcinfuncset = 11.95/2.15 (![A:$i,B:$i,Xf:$i]: 11.95/2.15 ( ( func @ A @ B @ Xf ) => ( in @ Xf @ ( funcSet @ A @ B ) ) ))). 11.95/2.15 thf('80', plain, 11.95/2.15 (( funcinfuncset ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( func @ X4 @ X6 @ X8 ) => ( in @ X8 @ ( funcSet @ X4 @ X6 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(ap2p, axiom, ap2p = 11.95/2.15 (![A:$i,B:$i,Xf:$i]: 11.95/2.15 ( ( in @ Xf @ ( funcSet @ A @ B ) ) => 11.95/2.15 ( ![Xx:$i]: ( ( in @ Xx @ A ) => ( in @ ( ap @ A @ B @ Xf @ Xx ) @ B ) ) ) ))). 11.95/2.15 thf('81', plain, 11.95/2.15 (( ap2p ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( funcSet @ X4 @ X6 ) ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => ( in @ ( ap @ X4 @ X6 @ X8 @ X10 ) @ X6 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(infuncsetfunc, axiom, infuncsetfunc = 11.95/2.15 (![A:$i,B:$i,Xf:$i]: 11.95/2.15 ( ( in @ Xf @ ( funcSet @ A @ B ) ) => ( func @ A @ B @ Xf ) ))). 11.95/2.15 thf('82', plain, 11.95/2.15 (( infuncsetfunc ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( funcSet @ X4 @ X6 ) ) => ( func @ X4 @ X6 @ X8 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(app, axiom, app = 11.95/2.15 (![A:$i,B:$i,Xf:$i]: 11.95/2.15 ( ( func @ A @ B @ Xf ) => 11.95/2.15 ( ![Xx:$i]: ( ( in @ Xx @ A ) => ( in @ ( ap @ A @ B @ Xf @ Xx ) @ B ) ) ) ))). 11.95/2.15 thf('83', plain, 11.95/2.15 (( app ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( func @ X4 @ X6 @ X8 ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => ( in @ ( ap @ X4 @ X6 @ X8 @ X10 ) @ X6 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(apProp, axiom, apProp = 11.95/2.15 (![A:$i,B:$i,Xf:$i]: 11.95/2.15 ( ( func @ A @ B @ Xf ) => 11.95/2.15 ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( in @ 11.95/2.15 ( setunion @ 11.95/2.15 ( dsetconstr @ 11.95/2.15 B @ ( ^[Xy:$i]: ( in @ ( kpair @ Xx @ Xy ) @ Xf ) ) ) ) @ 11.95/2.15 B ) ) ) ))). 11.95/2.15 thf('84', plain, 11.95/2.15 (( apProp ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( func @ X4 @ X6 @ X8 ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( in @ 11.95/2.15 ( setunion @ 11.95/2.15 ( dsetconstr @ 11.95/2.15 X6 @ ( ^[V_1:$i]: ( in @ ( kpair @ X10 @ V_1 ) @ X8 ) ) ) ) @ 11.95/2.15 X6 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(funcImageSingleton, axiom, funcImageSingleton = 11.95/2.15 (![A:$i,B:$i,Xf:$i]: 11.95/2.15 ( ( func @ A @ B @ Xf ) => 11.95/2.15 ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( singleton @ 11.95/2.15 ( dsetconstr @ B @ ( ^[Xy:$i]: ( in @ ( kpair @ Xx @ Xy ) @ Xf ) ) ) ) ) ) ))). 11.95/2.15 thf('85', plain, 11.95/2.15 (( funcImageSingleton ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( func @ X4 @ X6 @ X8 ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( singleton @ 11.95/2.15 ( dsetconstr @ 11.95/2.15 X6 @ ( ^[V_1:$i]: ( in @ ( kpair @ X10 @ V_1 ) @ X8 ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(dpsetconstrER, axiom, dpsetconstrER = 11.95/2.15 (![A:$i,B:$i,Xphi:( $i > $i > $o ),Xx:$i,Xy:$i]: 11.95/2.15 ( ( in @ 11.95/2.15 ( kpair @ Xx @ Xy ) @ 11.95/2.15 ( dpsetconstr @ A @ B @ ( ^[Xz:$i,Xu:$i]: ( Xphi @ Xz @ Xu ) ) ) ) => 11.95/2.15 ( Xphi @ Xx @ Xy ) ))). 11.95/2.15 thf('86', plain, 11.95/2.15 (( dpsetconstrER ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:( $i > $i > $o ),X10:$i,X12:$i]: 11.95/2.15 ( ( in @ 11.95/2.15 ( kpair @ X10 @ X12 ) @ 11.95/2.15 ( dpsetconstr @ X4 @ X6 @ ( ^[V_1:$i,V_2:$i]: ( X8 @ V_1 @ V_2 ) ) ) ) => 11.95/2.15 ( X8 @ X10 @ X12 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(dpsetconstrEL2, axiom, dpsetconstrEL2 = 11.95/2.15 (![A:$i,B:$i,Xphi:( $i > $i > $o ),Xx:$i,Xy:$i]: 11.95/2.15 ( ( in @ 11.95/2.15 ( kpair @ Xx @ Xy ) @ 11.95/2.15 ( dpsetconstr @ A @ B @ ( ^[Xz:$i,Xu:$i]: ( Xphi @ Xz @ Xu ) ) ) ) => 11.95/2.15 ( in @ Xy @ B ) ))). 11.95/2.15 thf('87', plain, 11.95/2.15 (( dpsetconstrEL2 ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:( $i > $i > $o ),X10:$i,X12:$i]: 11.95/2.15 ( ( in @ 11.95/2.15 ( kpair @ X10 @ X12 ) @ 11.95/2.15 ( dpsetconstr @ X4 @ X6 @ ( ^[V_1:$i,V_2:$i]: ( X8 @ V_1 @ V_2 ) ) ) ) => 11.95/2.15 ( in @ X12 @ X6 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(dpsetconstrEL1, axiom, dpsetconstrEL1 = 11.95/2.15 (![A:$i,B:$i,Xphi:( $i > $i > $o ),Xx:$i,Xy:$i]: 11.95/2.15 ( ( in @ 11.95/2.15 ( kpair @ Xx @ Xy ) @ 11.95/2.15 ( dpsetconstr @ A @ B @ ( ^[Xz:$i,Xu:$i]: ( Xphi @ Xz @ Xu ) ) ) ) => 11.95/2.15 ( in @ Xx @ A ) ))). 11.95/2.15 thf('88', plain, 11.95/2.15 (( dpsetconstrEL1 ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:( $i > $i > $o ),X10:$i,X12:$i]: 11.95/2.15 ( ( in @ 11.95/2.15 ( kpair @ X10 @ X12 ) @ 11.95/2.15 ( dpsetconstr @ X4 @ X6 @ ( ^[V_1:$i,V_2:$i]: ( X8 @ V_1 @ V_2 ) ) ) ) => 11.95/2.15 ( in @ X10 @ X4 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(dpsetconstrERa, axiom, dpsetconstrERa = 11.95/2.15 (![A:$i,B:$i,Xphi:( $i > $i > $o ),Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ B ) => 11.95/2.15 ( ( in @ 11.95/2.15 ( kpair @ Xx @ Xy ) @ 11.95/2.15 ( dpsetconstr @ A @ B @ ( ^[Xz:$i,Xu:$i]: ( Xphi @ Xz @ Xu ) ) ) ) => 11.95/2.15 ( Xphi @ Xx @ Xy ) ) ) ) ))). 11.95/2.15 thf('89', plain, 11.95/2.15 (( dpsetconstrERa ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:( $i > $i > $o ),X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( ![X12:$i]: 11.95/2.15 ( ( in @ X12 @ X6 ) => 11.95/2.15 ( ( in @ 11.95/2.15 ( kpair @ X10 @ X12 ) @ 11.95/2.15 ( dpsetconstr @ 11.95/2.15 X4 @ X6 @ ( ^[V_1:$i,V_2:$i]: ( X8 @ V_1 @ V_2 ) ) ) ) => 11.95/2.15 ( X8 @ X10 @ X12 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setOfPairsIsBReln, axiom, setOfPairsIsBReln = 11.95/2.15 (![A:$i,B:$i,Xphi:( $i > $i > $o )]: 11.95/2.15 ( breln @ 11.95/2.15 A @ B @ ( dpsetconstr @ A @ B @ ( ^[Xx:$i,Xy:$i]: ( Xphi @ Xx @ Xy ) ) ) ))). 11.95/2.15 thf('90', plain, 11.95/2.15 (( setOfPairsIsBReln ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:( $i > $i > $o )]: 11.95/2.15 ( breln @ 11.95/2.15 X4 @ X6 @ 11.95/2.15 ( dpsetconstr @ X4 @ X6 @ ( ^[V_1:$i,V_2:$i]: ( X8 @ V_1 @ V_2 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(dpsetconstrSub, axiom, dpsetconstrSub = 11.95/2.15 (![A:$i,B:$i,Xphi:( $i > $i > $o )]: 11.95/2.15 ( subset @ 11.95/2.15 ( dpsetconstr @ A @ B @ ( ^[Xx:$i,Xy:$i]: ( Xphi @ Xx @ Xy ) ) ) @ 11.95/2.15 ( cartprod @ A @ B ) ))). 11.95/2.15 thf('91', plain, 11.95/2.15 (( dpsetconstrSub ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:( $i > $i > $o )]: 11.95/2.15 ( subset @ 11.95/2.15 ( dpsetconstr @ X4 @ X6 @ ( ^[V_1:$i,V_2:$i]: ( X8 @ V_1 @ V_2 ) ) ) @ 11.95/2.15 ( cartprod @ X4 @ X6 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(dpsetconstrI, axiom, dpsetconstrI = 11.95/2.15 (![A:$i,B:$i,Xphi:( $i > $i > $o ),Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ B ) => 11.95/2.15 ( ( Xphi @ Xx @ Xy ) => 11.95/2.15 ( in @ 11.95/2.15 ( kpair @ Xx @ Xy ) @ 11.95/2.15 ( dpsetconstr @ A @ B @ ( ^[Xz:$i,Xu:$i]: ( Xphi @ Xz @ Xu ) ) ) ) ) ) ) ))). 11.95/2.15 thf('92', plain, 11.95/2.15 (( dpsetconstrI ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:( $i > $i > $o ),X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( ![X12:$i]: 11.95/2.15 ( ( in @ X12 @ X6 ) => 11.95/2.15 ( ( X8 @ X10 @ X12 ) => 11.95/2.15 ( in @ 11.95/2.15 ( kpair @ X10 @ X12 ) @ 11.95/2.15 ( dpsetconstr @ 11.95/2.15 X4 @ X6 @ ( ^[V_1:$i,V_2:$i]: ( X8 @ V_1 @ V_2 ) ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(breln, axiom,(( breln ) = 11.95/2.15 (^[A:$i,B:$i,C:$i]: ( subset @ C @ ( cartprod @ A @ B ) )))). 11.95/2.15 thf('93', plain, 11.95/2.15 (( breln ) = ( ^[A:$i,B:$i,C:$i]: ( subset @ C @ ( cartprod @ A @ B ) ) )), 11.95/2.15 inference('simplify_rw_rule', [status(thm)], [breln])). 11.95/2.15 thf('94', plain, 11.95/2.15 (( breln ) = 11.95/2.15 ( ^[V_1:$i,V_2:$i,V_3:$i]: ( subset @ V_3 @ ( cartprod @ V_1 @ V_2 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(cartprodpairsurjEq, axiom, cartprodpairsurjEq = 11.95/2.15 (![A:$i,B:$i,Xu:$i]: 11.95/2.15 ( ( in @ Xu @ ( cartprod @ A @ B ) ) => 11.95/2.15 ( ( kpair @ ( kfst @ Xu ) @ ( ksnd @ Xu ) ) = ( Xu ) ) ))). 11.95/2.15 thf('95', plain, 11.95/2.15 (( cartprodpairsurjEq ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( cartprod @ X4 @ X6 ) ) => 11.95/2.15 ( ( kpair @ ( kfst @ X8 ) @ ( ksnd @ X8 ) ) = ( X8 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(cartprodsndpairEq, axiom, cartprodsndpairEq = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ B ) => ( ( ksnd @ ( kpair @ Xx @ Xy ) ) = ( Xy ) ) ) ) ))). 11.95/2.15 thf('96', plain, 11.95/2.15 (( cartprodsndpairEq ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X6 ) => 11.95/2.15 ( ( ksnd @ ( kpair @ X8 @ X10 ) ) = ( X10 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(cartprodfstpairEq, axiom, cartprodfstpairEq = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ B ) => ( ( kfst @ ( kpair @ Xx @ Xy ) ) = ( Xx ) ) ) ) ))). 11.95/2.15 thf('97', plain, 11.95/2.15 (( cartprodfstpairEq ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X6 ) => 11.95/2.15 ( ( kfst @ ( kpair @ X8 @ X10 ) ) = ( X8 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(cartprodmempaircEq, axiom, cartprodmempaircEq = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ B ) => ( ( kpair @ Xx @ Xy ) = ( kpair @ Xx @ Xy ) ) ) ) ))). 11.95/2.15 thf('98', plain, 11.95/2.15 (( cartprodmempaircEq ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X6 ) => 11.95/2.15 ( ( kpair @ X8 @ X10 ) = ( kpair @ X8 @ X10 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(cartprodpairmemER, axiom, cartprodpairmemER = 11.95/2.15 (![A:$i,B:$i,Xx:$i,Xy:$i]: 11.95/2.15 ( ( in @ ( kpair @ Xx @ Xy ) @ ( cartprod @ A @ B ) ) => ( in @ Xy @ B ) ))). 11.95/2.15 thf('99', plain, 11.95/2.15 (( cartprodpairmemER ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i,X10:$i]: 11.95/2.15 ( ( in @ ( kpair @ X8 @ X10 ) @ ( cartprod @ X4 @ X6 ) ) => 11.95/2.15 ( in @ X10 @ X6 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(cartprodpairmemEL, axiom, cartprodpairmemEL = 11.95/2.15 (![A:$i,B:$i,Xx:$i,Xy:$i]: 11.95/2.15 ( ( in @ ( kpair @ Xx @ Xy ) @ ( cartprod @ A @ B ) ) => ( in @ Xx @ A ) ))). 11.95/2.15 thf('100', plain, 11.95/2.15 (( cartprodpairmemEL ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i,X10:$i]: 11.95/2.15 ( ( in @ ( kpair @ X8 @ X10 ) @ ( cartprod @ X4 @ X6 ) ) => 11.95/2.15 ( in @ X8 @ X4 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(cartprodsndin, axiom, cartprodsndin = 11.95/2.15 (![A:$i,B:$i,Xu:$i]: 11.95/2.15 ( ( in @ Xu @ ( cartprod @ A @ B ) ) => ( in @ ( ksnd @ Xu ) @ B ) ))). 11.95/2.15 thf('101', plain, 11.95/2.15 (( cartprodsndin ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( cartprod @ X4 @ X6 ) ) => ( in @ ( ksnd @ X8 ) @ X6 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(kpairsurjEq, axiom, kpairsurjEq = 11.95/2.15 (![Xu:$i]: 11.95/2.15 ( ( iskpair @ Xu ) => 11.95/2.15 ( ( kpair @ ( kfst @ Xu ) @ ( ksnd @ Xu ) ) = ( Xu ) ) ))). 11.95/2.15 thf('102', plain, 11.95/2.15 (( kpairsurjEq ) = 11.95/2.15 ( ![X4:$i]: 11.95/2.15 ( ( iskpair @ X4 ) => 11.95/2.15 ( ( kpair @ ( kfst @ X4 ) @ ( ksnd @ X4 ) ) = ( X4 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(ksndpairEq, axiom, ksndpairEq = 11.95/2.15 (![Xx:$i,Xy:$i]: ( ( ksnd @ ( kpair @ Xx @ Xy ) ) = ( Xy ) ))). 11.95/2.15 thf('103', plain, 11.95/2.15 (( ksndpairEq ) = 11.95/2.15 ( ![X4:$i,X6:$i]: ( ( ksnd @ ( kpair @ X4 @ X6 ) ) = ( X6 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(ksndsingleton, axiom, ksndsingleton = 11.95/2.15 (![Xu:$i]: 11.95/2.15 ( ( iskpair @ Xu ) => 11.95/2.15 ( singleton @ 11.95/2.15 ( dsetconstr @ 11.95/2.15 ( setunion @ Xu ) @ 11.95/2.15 ( ^[Xx:$i]: ( ( Xu ) = ( kpair @ ( kfst @ Xu ) @ Xx ) ) ) ) ) ))). 11.95/2.15 thf('104', plain, 11.95/2.15 (( ksndsingleton ) = 11.95/2.15 ( ![X4:$i]: 11.95/2.15 ( ( iskpair @ X4 ) => 11.95/2.15 ( singleton @ 11.95/2.15 ( dsetconstr @ 11.95/2.15 ( setunion @ X4 ) @ 11.95/2.15 ( ^[V_1:$i]: ( ( X4 ) = ( kpair @ ( kfst @ X4 ) @ V_1 ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setukpairinjR, axiom, setukpairinjR = 11.95/2.15 (![Xx:$i,Xy:$i,Xz:$i,Xu:$i]: 11.95/2.15 ( ( ( kpair @ Xx @ Xy ) = ( kpair @ Xz @ Xu ) ) => ( ( Xy ) = ( Xu ) ) ))). 11.95/2.15 thf('105', plain, 11.95/2.15 (( setukpairinjR ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i,X10:$i]: 11.95/2.15 ( ( ( kpair @ X4 @ X6 ) = ( kpair @ X8 @ X10 ) ) => 11.95/2.15 ( ( X6 ) = ( X10 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setukpairinjR2, axiom, setukpairinjR2 = 11.95/2.15 (![Xx:$i,Xy:$i,Xz:$i,Xu:$i]: 11.95/2.15 ( ( ( setadjoin @ 11.95/2.15 ( setadjoin @ Xx @ emptyset ) @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ Xx @ ( setadjoin @ Xy @ emptyset ) ) @ emptyset ) ) = 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ Xz @ emptyset ) @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ Xz @ ( setadjoin @ Xu @ emptyset ) ) @ emptyset ) ) ) => 11.95/2.15 ( ( Xy ) = ( Xu ) ) ))). 11.95/2.15 thf('106', plain, 11.95/2.15 (( setukpairinjR2 ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i,X10:$i]: 11.95/2.15 ( ( ( setadjoin @ 11.95/2.15 ( setadjoin @ X4 @ emptyset ) @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ X4 @ ( setadjoin @ X6 @ emptyset ) ) @ emptyset ) ) = 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ X8 @ emptyset ) @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ X8 @ ( setadjoin @ X10 @ emptyset ) ) @ emptyset ) ) ) => 11.95/2.15 ( ( X6 ) = ( X10 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(upairequniteq, axiom, upairequniteq = 11.95/2.15 (![Xx:$i,Xy:$i,Xz:$i]: 11.95/2.15 ( ( ( setadjoin @ Xx @ ( setadjoin @ Xy @ emptyset ) ) = 11.95/2.15 ( setadjoin @ Xz @ emptyset ) ) => 11.95/2.15 ( ( Xx ) = ( Xy ) ) ))). 11.95/2.15 thf('107', plain, 11.95/2.15 (( upairequniteq ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( ( setadjoin @ X4 @ ( setadjoin @ X6 @ emptyset ) ) = 11.95/2.15 ( setadjoin @ X8 @ emptyset ) ) => 11.95/2.15 ( ( X4 ) = ( X6 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setukpairinjR1, axiom, setukpairinjR1 = 11.95/2.15 (![Xx:$i,Xy:$i,Xz:$i,Xu:$i]: 11.95/2.15 ( ( ( setadjoin @ 11.95/2.15 ( setadjoin @ Xx @ emptyset ) @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ Xx @ ( setadjoin @ Xy @ emptyset ) ) @ emptyset ) ) = 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ Xz @ emptyset ) @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ Xz @ ( setadjoin @ Xu @ emptyset ) ) @ emptyset ) ) ) => 11.95/2.15 ( ( ( Xz ) = ( Xu ) ) => ( ( Xy ) = ( Xu ) ) ) ))). 11.95/2.15 thf('108', plain, 11.95/2.15 (( setukpairinjR1 ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i,X10:$i]: 11.95/2.15 ( ( ( setadjoin @ 11.95/2.15 ( setadjoin @ X4 @ emptyset ) @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ X4 @ ( setadjoin @ X6 @ emptyset ) ) @ emptyset ) ) = 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ X8 @ emptyset ) @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ X8 @ ( setadjoin @ X10 @ emptyset ) ) @ emptyset ) ) ) => 11.95/2.15 ( ( ( X8 ) = ( X10 ) ) => ( ( X6 ) = ( X10 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setukpairinjR12, axiom, setukpairinjR12 = 11.95/2.15 (![Xx:$i,Xy:$i]: 11.95/2.15 ( ( ( Xx ) = ( Xy ) ) => 11.95/2.15 ( ( setadjoin @ 11.95/2.15 ( setadjoin @ Xx @ emptyset ) @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ Xx @ ( setadjoin @ Xy @ emptyset ) ) @ emptyset ) ) = 11.95/2.15 ( setadjoin @ ( setadjoin @ Xx @ emptyset ) @ emptyset ) ) ))). 11.95/2.15 thf('109', plain, 11.95/2.15 (( setukpairinjR12 ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( ( X4 ) = ( X6 ) ) => 11.95/2.15 ( ( setadjoin @ 11.95/2.15 ( setadjoin @ X4 @ emptyset ) @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ X4 @ ( setadjoin @ X6 @ emptyset ) ) @ emptyset ) ) = 11.95/2.15 ( setadjoin @ ( setadjoin @ X4 @ emptyset ) @ emptyset ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setukpairinjR11, axiom, setukpairinjR11 = 11.95/2.15 (![Xx:$i,Xy:$i]: 11.95/2.15 ( ( ( Xx ) = ( Xy ) ) => 11.95/2.15 ( ( setadjoin @ Xx @ ( setadjoin @ Xy @ emptyset ) ) = 11.95/2.15 ( setadjoin @ Xx @ emptyset ) ) ))). 11.95/2.15 thf('110', plain, 11.95/2.15 (( setukpairinjR11 ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( ( X4 ) = ( X6 ) ) => 11.95/2.15 ( ( setadjoin @ X4 @ ( setadjoin @ X6 @ emptyset ) ) = 11.95/2.15 ( setadjoin @ X4 @ emptyset ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setukpairinjL, axiom, setukpairinjL = 11.95/2.15 (![Xx:$i,Xy:$i,Xz:$i,Xu:$i]: 11.95/2.15 ( ( ( kpair @ Xx @ Xy ) = ( kpair @ Xz @ Xu ) ) => ( ( Xx ) = ( Xz ) ) ))). 11.95/2.15 thf('111', plain, 11.95/2.15 (( setukpairinjL ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i,X10:$i]: 11.95/2.15 ( ( ( kpair @ X4 @ X6 ) = ( kpair @ X8 @ X10 ) ) => 11.95/2.15 ( ( X4 ) = ( X8 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setukpairinjL2, axiom, setukpairinjL2 = 11.95/2.15 (![Xx:$i,Xy:$i,Xz:$i,Xu:$i]: 11.95/2.15 ( ( ( setadjoin @ 11.95/2.15 ( setadjoin @ Xx @ emptyset ) @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ Xx @ ( setadjoin @ Xy @ emptyset ) ) @ emptyset ) ) = 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ Xz @ emptyset ) @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ Xz @ ( setadjoin @ Xu @ emptyset ) ) @ emptyset ) ) ) => 11.95/2.15 ( ( Xx ) = ( Xz ) ) ))). 11.95/2.15 thf('112', plain, 11.95/2.15 (( setukpairinjL2 ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i,X10:$i]: 11.95/2.15 ( ( ( setadjoin @ 11.95/2.15 ( setadjoin @ X4 @ emptyset ) @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ X4 @ ( setadjoin @ X6 @ emptyset ) ) @ emptyset ) ) = 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ X8 @ emptyset ) @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ X8 @ ( setadjoin @ X10 @ emptyset ) ) @ emptyset ) ) ) => 11.95/2.15 ( ( X4 ) = ( X8 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(cartprodfstin, axiom, cartprodfstin = 11.95/2.15 (![A:$i,B:$i,Xu:$i]: 11.95/2.15 ( ( in @ Xu @ ( cartprod @ A @ B ) ) => ( in @ ( kfst @ Xu ) @ A ) ))). 11.95/2.15 thf('113', plain, 11.95/2.15 (( cartprodfstin ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( cartprod @ X4 @ X6 ) ) => ( in @ ( kfst @ X8 ) @ X4 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(kfstpairEq, axiom, kfstpairEq = 11.95/2.15 (![Xx:$i,Xy:$i]: ( ( kfst @ ( kpair @ Xx @ Xy ) ) = ( Xx ) ))). 11.95/2.15 thf('114', plain, 11.95/2.15 (( kfstpairEq ) = 11.95/2.15 ( ![X4:$i,X6:$i]: ( ( kfst @ ( kpair @ X4 @ X6 ) ) = ( X4 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(theprop, axiom, theprop = 11.95/2.15 (![X:$i]: ( ( singleton @ X ) => ( in @ ( setunion @ X ) @ X ) ))). 11.95/2.15 thf('115', plain, 11.95/2.15 (( theprop ) = 11.95/2.15 ( ![X4:$i]: ( ( singleton @ X4 ) => ( in @ ( setunion @ X4 ) @ X4 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(kfstsingleton, axiom, kfstsingleton = 11.95/2.15 (![Xu:$i]: 11.95/2.15 ( ( iskpair @ Xu ) => 11.95/2.15 ( singleton @ 11.95/2.15 ( dsetconstr @ 11.95/2.15 ( setunion @ Xu ) @ 11.95/2.15 ( ^[Xx:$i]: ( in @ ( setadjoin @ Xx @ emptyset ) @ Xu ) ) ) ) ))). 11.95/2.15 thf('116', plain, 11.95/2.15 (( kfstsingleton ) = 11.95/2.15 ( ![X4:$i]: 11.95/2.15 ( ( iskpair @ X4 ) => 11.95/2.15 ( singleton @ 11.95/2.15 ( dsetconstr @ 11.95/2.15 ( setunion @ X4 ) @ 11.95/2.15 ( ^[V_1:$i]: ( in @ ( setadjoin @ V_1 @ emptyset ) @ X4 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setukpairinjL1, axiom, setukpairinjL1 = 11.95/2.15 (![Xx:$i,Xy:$i,Xz:$i]: 11.95/2.15 ( ( in @ 11.95/2.15 ( setadjoin @ Xz @ emptyset ) @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ Xx @ emptyset ) @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ Xx @ ( setadjoin @ Xy @ emptyset ) ) @ emptyset ) ) ) => 11.95/2.15 ( ( Xx ) = ( Xz ) ) ))). 11.95/2.15 thf('117', plain, 11.95/2.15 (( setukpairinjL1 ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ 11.95/2.15 ( setadjoin @ X8 @ emptyset ) @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ X4 @ emptyset ) @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ X4 @ ( setadjoin @ X6 @ emptyset ) ) @ emptyset ) ) ) => 11.95/2.15 ( ( X4 ) = ( X8 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(singletonsuniq, axiom, singletonsuniq = 11.95/2.15 (![Xx:$i,Xy:$i]: 11.95/2.15 ( ( ( setadjoin @ Xx @ emptyset ) = ( setadjoin @ Xy @ emptyset ) ) => 11.95/2.15 ( ( Xx ) = ( Xy ) ) ))). 11.95/2.15 thf('118', plain, 11.95/2.15 (( singletonsuniq ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( ( setadjoin @ X4 @ emptyset ) = ( setadjoin @ X6 @ emptyset ) ) => 11.95/2.15 ( ( X4 ) = ( X6 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(ex1I2, axiom, ex1I2 = 11.95/2.15 (![A:$i,Xphi:( $i > $o )]: 11.95/2.15 ( ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ A ) => 11.95/2.15 ( ( Xphi @ Xx ) => ( ( Xphi @ Xy ) => ( ( Xx ) = ( Xy ) ) ) ) ) ) ) ) => 11.95/2.15 ( ( ?[Xx:$i]: ( ( Xphi @ Xx ) & ( in @ Xx @ A ) ) ) => 11.95/2.15 ( ex1 @ A @ ( ^[Xx:$i]: ( Xphi @ Xx ) ) ) ) ))). 11.95/2.15 thf('119', plain, 11.95/2.15 (( ex1I2 ) = 11.95/2.15 ( ![X4:$i,X6:( $i > $o )]: 11.95/2.15 ( ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( ( X6 @ X8 ) => ( ( X6 @ X10 ) => ( ( X8 ) = ( X10 ) ) ) ) ) ) ) ) => 11.95/2.15 ( ( ?[X12:$i]: ( ( X6 @ X12 ) & ( in @ X12 @ X4 ) ) ) => 11.95/2.15 ( ex1 @ X4 @ ( ^[V_1:$i]: ( X6 @ V_1 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(ex1I, axiom, ex1I = 11.95/2.15 (![A:$i,Xphi:( $i > $o ),Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ( Xphi @ Xx ) => 11.95/2.15 ( ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ A ) => ( ( Xphi @ Xy ) => ( ( Xy ) = ( Xx ) ) ) ) ) => 11.95/2.15 ( ex1 @ A @ ( ^[Xy:$i]: ( Xphi @ Xy ) ) ) ) ) ))). 11.95/2.15 thf('120', plain, 11.95/2.15 (( ex1I ) = 11.95/2.15 ( ![X4:$i,X6:( $i > $o ),X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ( X6 @ X8 ) => 11.95/2.15 ( ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( ( X6 @ X10 ) => ( ( X10 ) = ( X8 ) ) ) ) ) => 11.95/2.15 ( ex1 @ X4 @ ( ^[V_1:$i]: ( X6 @ V_1 ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(ex1E1, axiom, ex1E1 = 11.95/2.15 (![A:$i,Xphi:( $i > $o )]: 11.95/2.15 ( ( ex1 @ A @ ( ^[Xx:$i]: ( Xphi @ Xx ) ) ) => 11.95/2.15 ( ?[Xx:$i]: ( ( Xphi @ Xx ) & ( in @ Xx @ A ) ) ) ))). 11.95/2.15 thf('121', plain, 11.95/2.15 (( ex1E1 ) = 11.95/2.15 ( ![X4:$i,X6:( $i > $o )]: 11.95/2.15 ( ( ex1 @ X4 @ ( ^[V_1:$i]: ( X6 @ V_1 ) ) ) => 11.95/2.15 ( ?[X8:$i]: ( ( X6 @ X8 ) & ( in @ X8 @ X4 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(ex1, axiom,(( ex1 ) = 11.95/2.15 (^[A:$i,Xphi:( $i > $o )]: 11.95/2.15 ( singleton @ ( dsetconstr @ A @ ( ^[Xx:$i]: ( Xphi @ Xx ) ) ) )))). 11.95/2.15 thf('122', plain, 11.95/2.15 (( ex1 ) = 11.95/2.15 ( ^[A:$i,Xphi:( $i > $o )]: 11.95/2.15 ( singleton @ ( dsetconstr @ A @ ( ^[Xx:$i]: ( Xphi @ Xx ) ) ) ) )), 11.95/2.15 inference('simplify_rw_rule', [status(thm)], [ex1])). 11.95/2.15 thf('123', plain, 11.95/2.15 (( ex1 ) = 11.95/2.15 ( ^[V_1:$i,V_2:( $i > $o )]: 11.95/2.15 ( singleton @ ( dsetconstr @ V_1 @ ( ^[V_3:$i]: ( V_2 @ V_3 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(singletonprop, axiom, singletonprop = 11.95/2.15 (![A:$i,Xphi:( $i > $o )]: 11.95/2.15 ( ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ A ) => 11.95/2.15 ( ( Xphi @ Xx ) => ( ( Xphi @ Xy ) => ( ( Xx ) = ( Xy ) ) ) ) ) ) ) ) => 11.95/2.15 ( ( ?[Xx:$i]: ( ( Xphi @ Xx ) & ( in @ Xx @ A ) ) ) => 11.95/2.15 ( singleton @ ( dsetconstr @ A @ ( ^[Xx:$i]: ( Xphi @ Xx ) ) ) ) ) ))). 11.95/2.15 thf('124', plain, 11.95/2.15 (( singletonprop ) = 11.95/2.15 ( ![X4:$i,X6:( $i > $o )]: 11.95/2.15 ( ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X4 ) => 11.95/2.15 ( ( X6 @ X8 ) => ( ( X6 @ X10 ) => ( ( X8 ) = ( X10 ) ) ) ) ) ) ) ) => 11.95/2.15 ( ( ?[X12:$i]: ( ( X6 @ X12 ) & ( in @ X12 @ X4 ) ) ) => 11.95/2.15 ( singleton @ ( dsetconstr @ X4 @ ( ^[V_1:$i]: ( X6 @ V_1 ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setunionsingleton, axiom, setunionsingleton = 11.95/2.15 (![Xx:$i]: ( ( setunion @ ( setadjoin @ Xx @ emptyset ) ) = ( Xx ) ))). 11.95/2.15 thf('125', plain, 11.95/2.15 (( setunionsingleton ) = 11.95/2.15 ( ![X4:$i]: ( ( setunion @ ( setadjoin @ X4 @ emptyset ) ) = ( X4 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setunionsingleton2, axiom, setunionsingleton2 = 11.95/2.15 (![A:$i]: ( subset @ A @ ( setunion @ ( setadjoin @ A @ emptyset ) ) ))). 11.95/2.15 thf('126', plain, 11.95/2.15 (( setunionsingleton2 ) = 11.95/2.15 ( ![X4:$i]: 11.95/2.15 ( subset @ X4 @ ( setunion @ ( setadjoin @ X4 @ emptyset ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setunionsingleton1, axiom, setunionsingleton1 = 11.95/2.15 (![A:$i]: ( subset @ ( setunion @ ( setadjoin @ A @ emptyset ) ) @ A ))). 11.95/2.15 thf('127', plain, 11.95/2.15 (( setunionsingleton1 ) = 11.95/2.15 ( ![X4:$i]: 11.95/2.15 ( subset @ ( setunion @ ( setadjoin @ X4 @ emptyset ) ) @ X4 ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setunionE2, axiom, setunionE2 = 11.95/2.15 (![A:$i,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ ( setunion @ A ) ) => 11.95/2.15 ( ?[X:$i]: ( ( in @ Xx @ X ) & ( in @ X @ A ) ) ) ))). 11.95/2.15 thf('128', plain, 11.95/2.15 (( setunionE2 ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( setunion @ X4 ) ) => 11.95/2.15 ( ?[X8:$i]: ( ( in @ X6 @ X8 ) & ( in @ X8 @ X4 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(cartprodmempair, axiom, cartprodmempair = 11.95/2.15 (![A:$i,B:$i,Xu:$i]: 11.95/2.15 ( ( in @ Xu @ ( cartprod @ A @ B ) ) => ( iskpair @ Xu ) ))). 11.95/2.15 thf('129', plain, 11.95/2.15 (( cartprodmempair ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( cartprod @ X4 @ X6 ) ) => ( iskpair @ X8 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(cartprodmempair1, axiom, cartprodmempair1 = 11.95/2.15 (![A:$i,B:$i,Xu:$i]: 11.95/2.15 ( ( in @ Xu @ ( cartprod @ A @ B ) ) => 11.95/2.15 ( ?[Xx:$i]: 11.95/2.15 ( ( ?[Xy:$i]: ( ( ( Xu ) = ( kpair @ Xx @ Xy ) ) & ( in @ Xy @ B ) ) ) & 11.95/2.15 ( in @ Xx @ A ) ) ) ))). 11.95/2.15 thf('130', plain, 11.95/2.15 (( cartprodmempair1 ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( cartprod @ X4 @ X6 ) ) => 11.95/2.15 ( ?[X10:$i]: 11.95/2.15 ( ( ?[X12:$i]: 11.95/2.15 ( ( ( X8 ) = ( kpair @ X10 @ X12 ) ) & ( in @ X12 @ X6 ) ) ) & 11.95/2.15 ( in @ X10 @ X4 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(cartprodpairin, axiom, cartprodpairin = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ B ) => 11.95/2.15 ( in @ ( kpair @ Xx @ Xy ) @ ( cartprod @ A @ B ) ) ) ) ))). 11.95/2.15 thf('131', plain, 11.95/2.15 (( cartprodpairin ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X6 ) => 11.95/2.15 ( in @ ( kpair @ X8 @ X10 ) @ ( cartprod @ X4 @ X6 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(ubforcartprodlem3, axiom, ubforcartprodlem3 = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ B ) => 11.95/2.15 ( in @ 11.95/2.15 ( kpair @ Xx @ Xy ) @ 11.95/2.15 ( powerset @ ( powerset @ ( binunion @ A @ B ) ) ) ) ) ) ))). 11.95/2.15 thf('132', plain, 11.95/2.15 (( ubforcartprodlem3 ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X6 ) => 11.95/2.15 ( in @ 11.95/2.15 ( kpair @ X8 @ X10 ) @ 11.95/2.15 ( powerset @ ( powerset @ ( binunion @ X4 @ X6 ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(ubforcartprodlem2, axiom, ubforcartprodlem2 = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ B ) => 11.95/2.15 ( in @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ Xx @ emptyset ) @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ Xx @ ( setadjoin @ Xy @ emptyset ) ) @ emptyset ) ) @ 11.95/2.15 ( powerset @ ( powerset @ ( binunion @ A @ B ) ) ) ) ) ) ))). 11.95/2.15 thf('133', plain, 11.95/2.15 (( ubforcartprodlem2 ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X6 ) => 11.95/2.15 ( in @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ X8 @ emptyset ) @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ X8 @ ( setadjoin @ X10 @ emptyset ) ) @ 11.95/2.15 emptyset ) ) @ 11.95/2.15 ( powerset @ ( powerset @ ( binunion @ X4 @ X6 ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(ubforcartprodlem1, axiom, ubforcartprodlem1 = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ B ) => 11.95/2.15 ( subset @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ Xx @ emptyset ) @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ Xx @ ( setadjoin @ Xy @ emptyset ) ) @ emptyset ) ) @ 11.95/2.15 ( powerset @ ( binunion @ A @ B ) ) ) ) ) ))). 11.95/2.15 thf('134', plain, 11.95/2.15 (( ubforcartprodlem1 ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X6 ) => 11.95/2.15 ( subset @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ X8 @ emptyset ) @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ X8 @ ( setadjoin @ X10 @ emptyset ) ) @ 11.95/2.15 emptyset ) ) @ 11.95/2.15 ( powerset @ ( binunion @ X4 @ X6 ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(upairinpowunion, axiom, upairinpowunion = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ B ) => 11.95/2.15 ( in @ 11.95/2.15 ( setadjoin @ Xx @ ( setadjoin @ Xy @ emptyset ) ) @ 11.95/2.15 ( powerset @ ( binunion @ A @ B ) ) ) ) ) ))). 11.95/2.15 thf('135', plain, 11.95/2.15 (( upairinpowunion ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X6 ) => 11.95/2.15 ( in @ 11.95/2.15 ( setadjoin @ X8 @ ( setadjoin @ X10 @ emptyset ) ) @ 11.95/2.15 ( powerset @ ( binunion @ X4 @ X6 ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(upairsubunion, axiom, upairsubunion = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ B ) => 11.95/2.15 ( subset @ 11.95/2.15 ( setadjoin @ Xx @ ( setadjoin @ Xy @ emptyset ) ) @ 11.95/2.15 ( binunion @ A @ B ) ) ) ) ))). 11.95/2.15 thf('136', plain, 11.95/2.15 (( upairsubunion ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ![X10:$i]: 11.95/2.15 ( ( in @ X10 @ X6 ) => 11.95/2.15 ( subset @ 11.95/2.15 ( setadjoin @ X8 @ ( setadjoin @ X10 @ emptyset ) ) @ 11.95/2.15 ( binunion @ X4 @ X6 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(upairset2E, axiom, upairset2E = 11.95/2.15 (![Xx:$i,Xy:$i,Xz:$i]: 11.95/2.15 ( ( in @ Xz @ ( setadjoin @ Xx @ ( setadjoin @ Xy @ emptyset ) ) ) => 11.95/2.15 ( ( ( Xz ) = ( Xx ) ) | ( ( Xz ) = ( Xy ) ) ) ))). 11.95/2.15 thf('137', plain, 11.95/2.15 (( upairset2E ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( setadjoin @ X4 @ ( setadjoin @ X6 @ emptyset ) ) ) => 11.95/2.15 ( ( ( X8 ) = ( X4 ) ) | ( ( X8 ) = ( X6 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(singletoninpowunion, axiom, singletoninpowunion = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( in @ 11.95/2.15 ( setadjoin @ Xx @ emptyset ) @ ( powerset @ ( binunion @ A @ B ) ) ) ))). 11.95/2.15 thf('138', plain, 11.95/2.15 (( singletoninpowunion ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( in @ 11.95/2.15 ( setadjoin @ X8 @ emptyset ) @ 11.95/2.15 ( powerset @ ( binunion @ X4 @ X6 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(singletoninpowerset, axiom, singletoninpowerset = 11.95/2.15 (![A:$i,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( in @ ( setadjoin @ Xx @ emptyset ) @ ( powerset @ A ) ) ))). 11.95/2.15 thf('139', plain, 11.95/2.15 (( singletoninpowerset ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ X4 ) => 11.95/2.15 ( in @ ( setadjoin @ X6 @ emptyset ) @ ( powerset @ X4 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(singletonsubset, axiom, singletonsubset = 11.95/2.15 (![A:$i,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => ( subset @ ( setadjoin @ Xx @ emptyset ) @ A ) ))). 11.95/2.15 thf('140', plain, 11.95/2.15 (( singletonsubset ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ X4 ) => ( subset @ ( setadjoin @ X6 @ emptyset ) @ X4 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(kpairp, axiom, kpairp = 11.95/2.15 (![Xx:$i,Xy:$i]: ( iskpair @ ( kpair @ Xx @ Xy ) ))). 11.95/2.15 thf('141', plain, 11.95/2.15 (( kpairp ) = ( ![X4:$i,X6:$i]: ( iskpair @ ( kpair @ X4 @ X6 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(kpairiskpair, axiom, kpairiskpair = 11.95/2.15 (![Xx:$i,Xy:$i]: 11.95/2.15 ( iskpair @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ Xx @ emptyset ) @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ Xx @ ( setadjoin @ Xy @ emptyset ) ) @ emptyset ) ) ))). 11.95/2.15 thf('142', plain, 11.95/2.15 (( kpairiskpair ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( iskpair @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ X4 @ emptyset ) @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ X4 @ ( setadjoin @ X6 @ emptyset ) ) @ emptyset ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setukpairIR, axiom, setukpairIR = 11.95/2.15 (![Xx:$i,Xy:$i]: 11.95/2.15 ( in @ 11.95/2.15 Xy @ 11.95/2.15 ( setunion @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ Xx @ emptyset ) @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ Xx @ ( setadjoin @ Xy @ emptyset ) ) @ emptyset ) ) ) ))). 11.95/2.15 thf('143', plain, 11.95/2.15 (( setukpairIR ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( in @ 11.95/2.15 X6 @ 11.95/2.15 ( setunion @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ X4 @ emptyset ) @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ X4 @ ( setadjoin @ X6 @ emptyset ) ) @ emptyset ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setukpairIL, axiom, setukpairIL = 11.95/2.15 (![Xx:$i,Xy:$i]: 11.95/2.15 ( in @ 11.95/2.15 Xx @ 11.95/2.15 ( setunion @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ Xx @ emptyset ) @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ Xx @ ( setadjoin @ Xy @ emptyset ) ) @ emptyset ) ) ) ))). 11.95/2.15 thf('144', plain, 11.95/2.15 (( setukpairIL ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( in @ 11.95/2.15 X4 @ 11.95/2.15 ( setunion @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ X4 @ emptyset ) @ 11.95/2.15 ( setadjoin @ 11.95/2.15 ( setadjoin @ X4 @ ( setadjoin @ X6 @ emptyset ) ) @ emptyset ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(secondinupair, axiom, secondinupair = 11.95/2.15 (![Xx:$i,Xy:$i]: 11.95/2.15 ( in @ Xy @ ( setadjoin @ Xx @ ( setadjoin @ Xy @ emptyset ) ) ))). 11.95/2.15 thf('145', plain, 11.95/2.15 (( secondinupair ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( in @ X6 @ ( setadjoin @ X4 @ ( setadjoin @ X6 @ emptyset ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(symdiffIneg2, axiom, symdiffIneg2 = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( ~( in @ Xx @ A ) ) => 11.95/2.15 ( ( ~( in @ Xx @ B ) ) => ( ~( in @ Xx @ ( symdiff @ A @ B ) ) ) ) ))). 11.95/2.15 thf('146', plain, 11.95/2.15 (( symdiffIneg2 ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( ~( in @ X8 @ X4 ) ) => 11.95/2.15 ( ( ~( in @ X8 @ X6 ) ) => ( ~( in @ X8 @ ( symdiff @ X4 @ X6 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(symdiffIneg1, axiom, symdiffIneg1 = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ( in @ Xx @ B ) => ( ~( in @ Xx @ ( symdiff @ A @ B ) ) ) ) ))). 11.95/2.15 thf('147', plain, 11.95/2.15 (( symdiffIneg1 ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ( in @ X8 @ X6 ) => ( ~( in @ X8 @ ( symdiff @ X4 @ X6 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(symdiffI2, axiom, symdiffI2 = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( ~( in @ Xx @ A ) ) => 11.95/2.15 ( ( in @ Xx @ B ) => ( in @ Xx @ ( symdiff @ A @ B ) ) ) ))). 11.95/2.15 thf('148', plain, 11.95/2.15 (( symdiffI2 ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( ~( in @ X8 @ X4 ) ) => 11.95/2.15 ( ( in @ X8 @ X6 ) => ( in @ X8 @ ( symdiff @ X4 @ X6 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(symdiffI1, axiom, symdiffI1 = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ( ~( in @ Xx @ B ) ) => ( in @ Xx @ ( symdiff @ A @ B ) ) ) ))). 11.95/2.15 thf('149', plain, 11.95/2.15 (( symdiffI1 ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ( ~( in @ X8 @ X6 ) ) => ( in @ X8 @ ( symdiff @ X4 @ X6 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(symdiffE, axiom, symdiffE = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ ( symdiff @ A @ B ) ) => 11.95/2.15 ( ![Xphi:$o]: 11.95/2.15 ( ( ( in @ Xx @ A ) => ( ( ~( in @ Xx @ B ) ) => ( Xphi ) ) ) => 11.95/2.15 ( ( ( ~( in @ Xx @ A ) ) => ( ( in @ Xx @ B ) => ( Xphi ) ) ) => 11.95/2.15 ( Xphi ) ) ) ) ))). 11.95/2.15 thf('150', plain, 11.95/2.15 (( symdiffE ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( symdiff @ X4 @ X6 ) ) => 11.95/2.15 ( ![X10:$o]: 11.95/2.15 ( ( ( in @ X8 @ X4 ) => ( ( ~( in @ X8 @ X6 ) ) => ( X10 ) ) ) => 11.95/2.15 ( ( ( ~( in @ X8 @ X4 ) ) => ( ( in @ X8 @ X6 ) => ( X10 ) ) ) => 11.95/2.15 ( X10 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setminusSubset1, axiom, setminusSubset1 = 11.95/2.15 (![A:$i,B:$i]: 11.95/2.15 ( ( ( setminus @ A @ B ) = ( emptyset ) ) => ( subset @ A @ B ) ))). 11.95/2.15 thf('151', plain, 11.95/2.15 (( setminusSubset1 ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( ( setminus @ X4 @ X6 ) = ( emptyset ) ) => ( subset @ X4 @ X6 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setminusLsub, axiom, setminusLsub = 11.95/2.15 (![A:$i,B:$i]: ( subset @ ( setminus @ A @ B ) @ A ))). 11.95/2.15 thf('152', plain, 11.95/2.15 (( setminusLsub ) = 11.95/2.15 ( ![X4:$i,X6:$i]: ( subset @ ( setminus @ X4 @ X6 ) @ X4 ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setminusIRneg, axiom, setminusIRneg = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ B ) => ( ~( in @ Xx @ ( setminus @ A @ B ) ) ) ))). 11.95/2.15 thf('153', plain, 11.95/2.15 (( setminusIRneg ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ X6 ) => ( ~( in @ X8 @ ( setminus @ X4 @ X6 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setminusILneg, axiom, setminusILneg = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( ~( in @ Xx @ A ) ) => ( ~( in @ Xx @ ( setminus @ A @ B ) ) ) ))). 11.95/2.15 thf('154', plain, 11.95/2.15 (( setminusILneg ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( ~( in @ X8 @ X4 ) ) => ( ~( in @ X8 @ ( setminus @ X4 @ X6 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setminusELneg, axiom, setminusELneg = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( ~( in @ Xx @ ( setminus @ A @ B ) ) ) => 11.95/2.15 ( ( ~( in @ Xx @ B ) ) => ( ~( in @ Xx @ A ) ) ) ))). 11.95/2.15 thf('155', plain, 11.95/2.15 (( setminusELneg ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( ~( in @ X8 @ ( setminus @ X4 @ X6 ) ) ) => 11.95/2.15 ( ( ~( in @ X8 @ X6 ) ) => ( ~( in @ X8 @ X4 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setminusERneg, axiom, setminusERneg = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( ~( in @ Xx @ ( setminus @ A @ B ) ) ) => 11.95/2.15 ( ( in @ Xx @ A ) => ( in @ Xx @ B ) ) ))). 11.95/2.15 thf('156', plain, 11.95/2.15 (( setminusERneg ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( ~( in @ X8 @ ( setminus @ X4 @ X6 ) ) ) => 11.95/2.15 ( ( in @ X8 @ X4 ) => ( in @ X8 @ X6 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setminusSubset2, axiom, setminusSubset2 = 11.95/2.15 (![A:$i,B:$i]: 11.95/2.15 ( ( subset @ A @ B ) => ( ( setminus @ A @ B ) = ( emptyset ) ) ))). 11.95/2.15 thf('157', plain, 11.95/2.15 (( setminusSubset2 ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( subset @ X4 @ X6 ) => ( ( setminus @ X4 @ X6 ) = ( emptyset ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setminusER, axiom, setminusER = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ ( setminus @ A @ B ) ) => ( ~( in @ Xx @ B ) ) ))). 11.95/2.15 thf('158', plain, 11.95/2.15 (( setminusER ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( setminus @ X4 @ X6 ) ) => ( ~( in @ X8 @ X6 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setminusEL, axiom, setminusEL = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ ( setminus @ A @ B ) ) => ( in @ Xx @ A ) ))). 11.95/2.15 thf('159', plain, 11.95/2.15 (( setminusEL ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( setminus @ X4 @ X6 ) ) => ( in @ X8 @ X4 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setminusI, axiom, setminusI = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ( ~( in @ Xx @ B ) ) => ( in @ Xx @ ( setminus @ A @ B ) ) ) ))). 11.95/2.15 thf('160', plain, 11.95/2.15 (( setminusI ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ( ~( in @ X8 @ X6 ) ) => ( in @ X8 @ ( setminus @ X4 @ X6 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(bs114d, axiom, bs114d = 11.95/2.15 (![A:$i,B:$i,C:$i]: 11.95/2.15 ( ( binintersect @ A @ ( binunion @ B @ C ) ) = 11.95/2.15 ( binunion @ ( binintersect @ A @ B ) @ ( binintersect @ A @ C ) ) ))). 11.95/2.15 thf('161', plain, 11.95/2.15 (( bs114d ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( binintersect @ X4 @ ( binunion @ X6 @ X8 ) ) = 11.95/2.15 ( binunion @ ( binintersect @ X4 @ X6 ) @ ( binintersect @ X4 @ X8 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(binintersectSubset1, axiom, binintersectSubset1 = 11.95/2.15 (![A:$i,B:$i]: 11.95/2.15 ( ( ( binintersect @ A @ B ) = ( A ) ) => ( subset @ A @ B ) ))). 11.95/2.15 thf('162', plain, 11.95/2.15 (( binintersectSubset1 ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( ( binintersect @ X4 @ X6 ) = ( X4 ) ) => ( subset @ X4 @ X6 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(binintersectSubset4, axiom, binintersectSubset4 = 11.95/2.15 (![A:$i,B:$i]: 11.95/2.15 ( ( subset @ B @ A ) => ( ( binintersect @ A @ B ) = ( B ) ) ))). 11.95/2.15 thf('163', plain, 11.95/2.15 (( binintersectSubset4 ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( subset @ X6 @ X4 ) => ( ( binintersect @ X4 @ X6 ) = ( X6 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(binintersectRsub, axiom, binintersectRsub = 11.95/2.15 (![A:$i,B:$i]: ( subset @ ( binintersect @ A @ B ) @ B ))). 11.95/2.15 thf('164', plain, 11.95/2.15 (( binintersectRsub ) = 11.95/2.15 ( ![X4:$i,X6:$i]: ( subset @ ( binintersect @ X4 @ X6 ) @ X6 ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(disjointsetsI1, axiom, disjointsetsI1 = 11.95/2.15 (![A:$i,B:$i]: 11.95/2.15 ( ( ~( ?[Xx:$i]: ( ( in @ Xx @ B ) & ( in @ Xx @ A ) ) ) ) => 11.95/2.15 ( ( binintersect @ A @ B ) = ( emptyset ) ) ))). 11.95/2.15 thf('165', plain, 11.95/2.15 (( disjointsetsI1 ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( ~( ?[X8:$i]: ( ( in @ X8 @ X6 ) & ( in @ X8 @ X4 ) ) ) ) => 11.95/2.15 ( ( binintersect @ X4 @ X6 ) = ( emptyset ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(binintersectER, axiom, binintersectER = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ ( binintersect @ A @ B ) ) => ( in @ Xx @ B ) ))). 11.95/2.15 thf('166', plain, 11.95/2.15 (( binintersectER ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( binintersect @ X4 @ X6 ) ) => ( in @ X8 @ X6 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(binintersectSubset3, axiom, binintersectSubset3 = 11.95/2.15 (![A:$i,B:$i]: 11.95/2.15 ( ( ( binintersect @ A @ B ) = ( B ) ) => ( subset @ B @ A ) ))). 11.95/2.15 thf('167', plain, 11.95/2.15 (( binintersectSubset3 ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( ( binintersect @ X4 @ X6 ) = ( X6 ) ) => ( subset @ X6 @ X4 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(binintersectSubset2, axiom, binintersectSubset2 = 11.95/2.15 (![A:$i,B:$i]: 11.95/2.15 ( ( subset @ A @ B ) => ( ( binintersect @ A @ B ) = ( A ) ) ))). 11.95/2.15 thf('168', plain, 11.95/2.15 (( binintersectSubset2 ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( subset @ X4 @ X6 ) => ( ( binintersect @ X4 @ X6 ) = ( X4 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(binintersectLsub, axiom, binintersectLsub = 11.95/2.15 (![A:$i,B:$i]: ( subset @ ( binintersect @ A @ B ) @ A ))). 11.95/2.15 thf('169', plain, 11.95/2.15 (( binintersectLsub ) = 11.95/2.15 ( ![X4:$i,X6:$i]: ( subset @ ( binintersect @ X4 @ X6 ) @ X4 ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(binintersectEL, axiom, binintersectEL = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ ( binintersect @ A @ B ) ) => ( in @ Xx @ A ) ))). 11.95/2.15 thf('170', plain, 11.95/2.15 (( binintersectEL ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( binintersect @ X4 @ X6 ) ) => ( in @ X8 @ X4 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(binintersectSubset5, axiom, binintersectSubset5 = 11.95/2.15 (![A:$i,B:$i,C:$i]: 11.95/2.15 ( ( subset @ C @ A ) => 11.95/2.15 ( ( subset @ C @ B ) => ( subset @ C @ ( binintersect @ A @ B ) ) ) ))). 11.95/2.15 thf('171', plain, 11.95/2.15 (( binintersectSubset5 ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( subset @ X8 @ X4 ) => 11.95/2.15 ( ( subset @ X8 @ X6 ) => 11.95/2.15 ( subset @ X8 @ ( binintersect @ X4 @ X6 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(binintersectI, axiom, binintersectI = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ( in @ Xx @ B ) => ( in @ Xx @ ( binintersect @ A @ B ) ) ) ))). 11.95/2.15 thf('172', plain, 11.95/2.15 (( binintersectI ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ( in @ X8 @ X6 ) => ( in @ X8 @ ( binintersect @ X4 @ X6 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(binunionRsub, axiom, binunionRsub = 11.95/2.15 (![A:$i,B:$i]: ( subset @ B @ ( binunion @ A @ B ) ))). 11.95/2.15 thf('173', plain, 11.95/2.15 (( binunionRsub ) = 11.95/2.15 ( ![X4:$i,X6:$i]: ( subset @ X6 @ ( binunion @ X4 @ X6 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(binunionLsub, axiom, binunionLsub = 11.95/2.15 (![A:$i,B:$i]: ( subset @ A @ ( binunion @ A @ B ) ))). 11.95/2.15 thf('174', plain, 11.95/2.15 (( binunionLsub ) = 11.95/2.15 ( ![X4:$i,X6:$i]: ( subset @ X4 @ ( binunion @ X4 @ X6 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(binunionE, axiom, binunionE = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ ( binunion @ A @ B ) ) => 11.95/2.15 ( ( in @ Xx @ A ) | ( in @ Xx @ B ) ) ))). 11.95/2.15 thf('175', plain, 11.95/2.15 (( binunionE ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( binunion @ X4 @ X6 ) ) => 11.95/2.15 ( ( in @ X8 @ X4 ) | ( in @ X8 @ X6 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(binunionEcases, axiom, binunionEcases = 11.95/2.15 (![A:$i,B:$i,Xx:$i,Xphi:$o]: 11.95/2.15 ( ( in @ Xx @ ( binunion @ A @ B ) ) => 11.95/2.15 ( ( ( in @ Xx @ A ) => ( Xphi ) ) => 11.95/2.15 ( ( ( in @ Xx @ B ) => ( Xphi ) ) => ( Xphi ) ) ) ))). 11.95/2.15 thf('176', plain, 11.95/2.15 (( binunionEcases ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i,X10:$o]: 11.95/2.15 ( ( in @ X8 @ ( binunion @ X4 @ X6 ) ) => 11.95/2.15 ( ( ( in @ X8 @ X4 ) => ( X10 ) ) => 11.95/2.15 ( ( ( in @ X8 @ X6 ) => ( X10 ) ) => ( X10 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(binunionIR, axiom, binunionIR = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ B ) => ( in @ Xx @ ( binunion @ A @ B ) ) ))). 11.95/2.15 thf('177', plain, 11.95/2.15 (( binunionIR ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ X6 ) => ( in @ X8 @ ( binunion @ X4 @ X6 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(upairset2IR, axiom, upairset2IR = 11.95/2.15 (![Xx:$i,Xy:$i]: 11.95/2.15 ( in @ Xy @ ( setadjoin @ Xx @ ( setadjoin @ Xy @ emptyset ) ) ))). 11.95/2.15 thf('178', plain, 11.95/2.15 (( upairset2IR ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( in @ X6 @ ( setadjoin @ X4 @ ( setadjoin @ X6 @ emptyset ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(binunionIL, axiom, binunionIL = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => ( in @ Xx @ ( binunion @ A @ B ) ) ))). 11.95/2.15 thf('179', plain, 11.95/2.15 (( binunionIL ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => ( in @ X8 @ ( binunion @ X4 @ X6 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(sepSubset, axiom, sepSubset = 11.95/2.15 (![A:$i,Xphi:( $i > $o )]: 11.95/2.15 ( subset @ ( dsetconstr @ A @ ( ^[Xx:$i]: ( Xphi @ Xx ) ) ) @ A ))). 11.95/2.15 thf('180', plain, 11.95/2.15 (( sepSubset ) = 11.95/2.15 ( ![X4:$i,X6:( $i > $o )]: 11.95/2.15 ( subset @ ( dsetconstr @ X4 @ ( ^[V_1:$i]: ( X6 @ V_1 ) ) ) @ X4 ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(sepInPowerset, axiom, sepInPowerset = 11.95/2.15 (![A:$i,Xphi:( $i > $o )]: 11.95/2.15 ( in @ ( dsetconstr @ A @ ( ^[Xx:$i]: ( Xphi @ Xx ) ) ) @ ( powerset @ A ) ))). 11.95/2.15 thf('181', plain, 11.95/2.15 (( sepInPowerset ) = 11.95/2.15 ( ![X4:$i,X6:( $i > $o )]: 11.95/2.15 ( in @ 11.95/2.15 ( dsetconstr @ X4 @ ( ^[V_1:$i]: ( X6 @ V_1 ) ) ) @ 11.95/2.15 ( powerset @ X4 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(powersetsubset, axiom, powersetsubset = 11.95/2.15 (![A:$i,B:$i]: 11.95/2.15 ( ( subset @ A @ B ) => ( subset @ ( powerset @ A ) @ ( powerset @ B ) ) ))). 11.95/2.15 thf('182', plain, 11.95/2.15 (( powersetsubset ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( subset @ X4 @ X6 ) => 11.95/2.15 ( subset @ ( powerset @ X4 ) @ ( powerset @ X6 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(inPowerset, axiom, inPowerset = (![A:$i]: ( in @ A @ ( powerset @ A ) ))). 11.95/2.15 thf('183', plain, 11.95/2.15 (( inPowerset ) = ( ![X4:$i]: ( in @ X4 @ ( powerset @ X4 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(powersetE1, axiom, powersetE1 = 11.95/2.15 (![A:$i,B:$i]: ( ( in @ B @ ( powerset @ A ) ) => ( subset @ B @ A ) ))). 11.95/2.15 thf('184', plain, 11.95/2.15 (( powersetE1 ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => ( subset @ X6 @ X4 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(powersetI1, axiom, powersetI1 = 11.95/2.15 (![A:$i,B:$i]: ( ( subset @ B @ A ) => ( in @ B @ ( powerset @ A ) ) ))). 11.95/2.15 thf('185', plain, 11.95/2.15 (( powersetI1 ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( subset @ X6 @ X4 ) => ( in @ X6 @ ( powerset @ X4 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(subsetemptysetimpeq, axiom, subsetemptysetimpeq = 11.95/2.15 (![A:$i]: ( ( subset @ A @ emptyset ) => ( ( A ) = ( emptyset ) ) ))). 11.95/2.15 thf('186', plain, 11.95/2.15 (( subsetemptysetimpeq ) = 11.95/2.15 ( ![X4:$i]: ( ( subset @ X4 @ emptyset ) => ( ( X4 ) = ( emptyset ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setextsub, axiom, setextsub = 11.95/2.15 (![A:$i,B:$i]: 11.95/2.15 ( ( subset @ A @ B ) => ( ( subset @ B @ A ) => ( ( A ) = ( B ) ) ) ))). 11.95/2.15 thf('187', plain, 11.95/2.15 (( setextsub ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( subset @ X4 @ X6 ) => 11.95/2.15 ( ( subset @ X6 @ X4 ) => ( ( X4 ) = ( X6 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(subset2powerset, axiom, subset2powerset = 11.95/2.15 (![A:$i,B:$i]: ( ( subset @ A @ B ) => ( in @ A @ ( powerset @ B ) ) ))). 11.95/2.15 thf('188', plain, 11.95/2.15 (( subset2powerset ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( subset @ X4 @ X6 ) => ( in @ X4 @ ( powerset @ X6 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setadjoinSub2, axiom, setadjoinSub2 = 11.95/2.15 (![A:$i,Xx:$i,B:$i]: 11.95/2.15 ( ( subset @ A @ B ) => ( subset @ A @ ( setadjoin @ Xx @ B ) ) ))). 11.95/2.15 thf('189', plain, 11.95/2.15 (( setadjoinSub2 ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( subset @ X4 @ X8 ) => ( subset @ X4 @ ( setadjoin @ X6 @ X8 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setadjoinSub, axiom, setadjoinSub = 11.95/2.15 (![Xx:$i,A:$i]: ( subset @ A @ ( setadjoin @ Xx @ A ) ))). 11.95/2.15 thf('190', plain, 11.95/2.15 (( setadjoinSub ) = 11.95/2.15 ( ![X4:$i,X6:$i]: ( subset @ X6 @ ( setadjoin @ X4 @ X6 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(subsetTrans, axiom, subsetTrans = 11.95/2.15 (![A:$i,B:$i,C:$i]: 11.95/2.15 ( ( subset @ A @ B ) => ( ( subset @ B @ C ) => ( subset @ A @ C ) ) ))). 11.95/2.15 thf('191', plain, 11.95/2.15 (( subsetTrans ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( subset @ X4 @ X6 ) => 11.95/2.15 ( ( subset @ X6 @ X8 ) => ( subset @ X4 @ X8 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(subsetRefl, axiom, subsetRefl = (![A:$i]: ( subset @ A @ A ))). 11.95/2.15 thf('192', plain, (( subsetRefl ) = ( ![X4:$i]: ( subset @ X4 @ X4 ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(notequalI2, axiom, notequalI2 = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => ( ( ~( in @ Xx @ B ) ) => ( ( A ) != ( B ) ) ) ))). 11.95/2.15 thf('193', plain, 11.95/2.15 (( notequalI2 ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ( ~( in @ X8 @ X6 ) ) => ( ( X4 ) != ( X6 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(notequalI1, axiom, notequalI1 = 11.95/2.15 (![A:$i,B:$i]: ( ( ~( subset @ A @ B ) ) => ( ( A ) != ( B ) ) ))). 11.95/2.15 thf('194', plain, 11.95/2.15 (( notequalI1 ) = 11.95/2.15 ( ![X4:$i,X6:$i]: ( ( ~( subset @ X4 @ X6 ) ) => ( ( X4 ) != ( X6 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(notsubsetI, axiom, notsubsetI = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => ( ( ~( in @ Xx @ B ) ) => ( ~( subset @ A @ B ) ) ) ))). 11.95/2.15 thf('195', plain, 11.95/2.15 (( notsubsetI ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ( ~( in @ X8 @ X6 ) ) => ( ~( subset @ X4 @ X6 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(subsetE2, axiom, subsetE2 = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( subset @ A @ B ) => ( ( ~( in @ Xx @ B ) ) => ( ~( in @ Xx @ A ) ) ) ))). 11.95/2.15 thf('196', plain, 11.95/2.15 (( subsetE2 ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( subset @ X4 @ X6 ) => 11.95/2.15 ( ( ~( in @ X8 @ X6 ) ) => ( ~( in @ X8 @ X4 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(subsetE, axiom, subsetE = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( subset @ A @ B ) => ( ( in @ Xx @ A ) => ( in @ Xx @ B ) ) ))). 11.95/2.15 thf('197', plain, 11.95/2.15 (( subsetE ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( subset @ X4 @ X6 ) => ( ( in @ X8 @ X4 ) => ( in @ X8 @ X6 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(emptysetsubset, axiom, emptysetsubset = 11.95/2.15 (![A:$i]: ( subset @ emptyset @ A ))). 11.95/2.15 thf('198', plain, 11.95/2.15 (( emptysetsubset ) = ( ![X4:$i]: ( subset @ emptyset @ X4 ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(subsetI2, axiom, subsetI2 = 11.95/2.15 (![A:$i,B:$i]: 11.95/2.15 ( ( ![Xx:$i]: ( ( in @ Xx @ A ) => ( in @ Xx @ B ) ) ) => 11.95/2.15 ( subset @ A @ B ) ))). 11.95/2.15 thf('199', plain, 11.95/2.15 (( subsetI2 ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( ![X8:$i]: ( ( in @ X8 @ X4 ) => ( in @ X8 @ X6 ) ) ) => 11.95/2.15 ( subset @ X4 @ X6 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(eqimpsubset1, axiom, eqimpsubset1 = 11.95/2.15 (![A:$i,B:$i]: ( ( ( A ) = ( B ) ) => ( subset @ A @ B ) ))). 11.95/2.15 thf('200', plain, 11.95/2.15 (( eqimpsubset1 ) = 11.95/2.15 ( ![X4:$i,X6:$i]: ( ( ( X4 ) = ( X6 ) ) => ( subset @ X4 @ X6 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(eqimpsubset2, axiom, eqimpsubset2 = 11.95/2.15 (![A:$i,B:$i]: ( ( ( A ) = ( B ) ) => ( subset @ B @ A ) ))). 11.95/2.15 thf('201', plain, 11.95/2.15 (( eqimpsubset2 ) = 11.95/2.15 ( ![X4:$i,X6:$i]: ( ( ( X4 ) = ( X6 ) ) => ( subset @ X6 @ X4 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(subsetI1, axiom, subsetI1 = 11.95/2.15 (![A:$i,B:$i]: 11.95/2.15 ( ( ![Xx:$i]: ( ( in @ Xx @ A ) => ( in @ Xx @ B ) ) ) => 11.95/2.15 ( subset @ A @ B ) ))). 11.95/2.15 thf('202', plain, 11.95/2.15 (( subsetI1 ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( ![X8:$i]: ( ( in @ X8 @ X4 ) => ( in @ X8 @ X6 ) ) ) => 11.95/2.15 ( subset @ X4 @ X6 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(dsetconstr__Cong, axiom, dsetconstr__Cong = 11.95/2.15 (![A:$i,B:$i]: 11.95/2.15 ( ( ( A ) = ( B ) ) => 11.95/2.15 ( ![Xphi:( $i > $o ),Xpsi:( $i > $o )]: 11.95/2.15 ( ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ![Xy:$i]: 11.95/2.15 ( ( in @ Xy @ B ) => 11.95/2.15 ( ( ( Xx ) = ( Xy ) ) => ( ( Xphi @ Xx ) <=> ( Xpsi @ Xy ) ) ) ) ) ) ) => 11.95/2.15 ( ( dsetconstr @ A @ ( ^[Xx:$i]: ( Xphi @ Xx ) ) ) = 11.95/2.15 ( dsetconstr @ B @ ( ^[Xx:$i]: ( Xpsi @ Xx ) ) ) ) ) ) ))). 11.95/2.15 thf('203', plain, 11.95/2.15 (( dsetconstr__Cong ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( ( X4 ) = ( X6 ) ) => 11.95/2.15 ( ![X8:( $i > $o ),X10:( $i > $o )]: 11.95/2.15 ( ( ![X12:$i]: 11.95/2.15 ( ( in @ X12 @ X4 ) => 11.95/2.15 ( ![X14:$i]: 11.95/2.15 ( ( in @ X14 @ X6 ) => 11.95/2.15 ( ( ( X12 ) = ( X14 ) ) => 11.95/2.15 ( ( X8 @ X12 ) <=> ( X10 @ X14 ) ) ) ) ) ) ) => 11.95/2.15 ( ( dsetconstr @ X4 @ ( ^[V_1:$i]: ( X8 @ V_1 ) ) ) = 11.95/2.15 ( dsetconstr @ X6 @ ( ^[V_2:$i]: ( X10 @ V_2 ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(descr__Cong, axiom, descr__Cong = 11.95/2.15 (![Xphi:( $i > $o ),Xpsi:( $i > $o )]: 11.95/2.15 ( ( ![Xx:$i,Xy:$i]: 11.95/2.15 ( ( ( Xx ) = ( Xy ) ) => ( ( Xphi @ Xx ) <=> ( Xpsi @ Xy ) ) ) ) => 11.95/2.15 ( ( exu @ ( ^[Xx:$i]: ( Xphi @ Xx ) ) ) => 11.95/2.15 ( ( exu @ ( ^[Xx:$i]: ( Xpsi @ Xx ) ) ) => 11.95/2.15 ( ( descr @ ( ^[Xx:$i]: ( Xphi @ Xx ) ) ) = 11.95/2.15 ( descr @ ( ^[Xx:$i]: ( Xpsi @ Xx ) ) ) ) ) ) ))). 11.95/2.15 thf('204', plain, 11.95/2.15 (( descr__Cong ) = 11.95/2.15 ( ![X4:( $i > $o ),X6:( $i > $o )]: 11.95/2.15 ( ( ![X8:$i,X10:$i]: 11.95/2.15 ( ( ( X8 ) = ( X10 ) ) => ( ( X4 @ X8 ) <=> ( X6 @ X10 ) ) ) ) => 11.95/2.15 ( ( exu @ ( ^[V_1:$i]: ( X4 @ V_1 ) ) ) => 11.95/2.15 ( ( exu @ ( ^[V_2:$i]: ( X6 @ V_2 ) ) ) => 11.95/2.15 ( ( descr @ ( ^[V_3:$i]: ( X4 @ V_3 ) ) ) = 11.95/2.15 ( descr @ ( ^[V_4:$i]: ( X6 @ V_4 ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(exuEu, axiom, exuEu = 11.95/2.15 (![Xphi:( $i > $o )]: 11.95/2.15 ( ( exu @ ( ^[Xx:$i]: ( Xphi @ Xx ) ) ) => 11.95/2.15 ( ![Xx:$i,Xy:$i]: 11.95/2.15 ( ( Xphi @ Xx ) => ( ( Xphi @ Xy ) => ( ( Xx ) = ( Xy ) ) ) ) ) ))). 11.95/2.15 thf('205', plain, 11.95/2.15 (( exuEu ) = 11.95/2.15 ( ![X4:( $i > $o )]: 11.95/2.15 ( ( exu @ ( ^[V_1:$i]: ( X4 @ V_1 ) ) ) => 11.95/2.15 ( ![X6:$i,X8:$i]: 11.95/2.15 ( ( X4 @ X6 ) => ( ( X4 @ X8 ) => ( ( X6 ) = ( X8 ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(omega__Cong, axiom, omega__Cong = (( omega ) = ( omega ))). 11.95/2.15 thf('206', plain, (( omega__Cong ) = ( ( omega ) = ( omega ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setunion__Cong, axiom, setunion__Cong = 11.95/2.15 (![A:$i,B:$i]: 11.95/2.15 ( ( ( A ) = ( B ) ) => ( ( setunion @ A ) = ( setunion @ B ) ) ))). 11.95/2.15 thf('207', plain, 11.95/2.15 (( setunion__Cong ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( ( X4 ) = ( X6 ) ) => ( ( setunion @ X4 ) = ( setunion @ X6 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(powerset__Cong, axiom, powerset__Cong = 11.95/2.15 (![A:$i,B:$i]: 11.95/2.15 ( ( ( A ) = ( B ) ) => ( ( powerset @ A ) = ( powerset @ B ) ) ))). 11.95/2.15 thf('208', plain, 11.95/2.15 (( powerset__Cong ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( ( X4 ) = ( X6 ) ) => ( ( powerset @ X4 ) = ( powerset @ X6 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setadjoin__Cong, axiom, setadjoin__Cong = 11.95/2.15 (![Xx:$i,Xy:$i]: 11.95/2.15 ( ( ( Xx ) = ( Xy ) ) => 11.95/2.15 ( ![Xz:$i,Xu:$i]: 11.95/2.15 ( ( ( Xz ) = ( Xu ) ) => 11.95/2.15 ( ( setadjoin @ Xx @ Xz ) = ( setadjoin @ Xy @ Xu ) ) ) ) ))). 11.95/2.15 thf('209', plain, 11.95/2.15 (( setadjoin__Cong ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( ( X4 ) = ( X6 ) ) => 11.95/2.15 ( ![X8:$i,X10:$i]: 11.95/2.15 ( ( ( X8 ) = ( X10 ) ) => 11.95/2.15 ( ( setadjoin @ X4 @ X8 ) = ( setadjoin @ X6 @ X10 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(emptyset__Cong, axiom, emptyset__Cong = (( emptyset ) = ( emptyset ))). 11.95/2.15 thf('210', plain, (( emptyset__Cong ) = ( ( emptyset ) = ( emptyset ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(exu__Cong, axiom, exu__Cong = 11.95/2.15 (![Xphi:( $i > $o ),Xpsi:( $i > $o )]: 11.95/2.15 ( ( ![Xx:$i,Xy:$i]: 11.95/2.15 ( ( ( Xx ) = ( Xy ) ) => ( ( Xphi @ Xx ) <=> ( Xpsi @ Xy ) ) ) ) => 11.95/2.15 ( ( exu @ ( ^[Xx:$i]: ( Xphi @ Xx ) ) ) <=> 11.95/2.15 ( exu @ ( ^[Xx:$i]: ( Xpsi @ Xx ) ) ) ) ))). 11.95/2.15 thf('211', plain, 11.95/2.15 (( exu__Cong ) = 11.95/2.15 ( ![X4:( $i > $o ),X6:( $i > $o )]: 11.95/2.15 ( ( ![X8:$i,X10:$i]: 11.95/2.15 ( ( ( X8 ) = ( X10 ) ) => ( ( X4 @ X8 ) <=> ( X6 @ X10 ) ) ) ) => 11.95/2.15 ( ( exu @ ( ^[V_1:$i]: ( X4 @ V_1 ) ) ) <=> 11.95/2.15 ( exu @ ( ^[V_2:$i]: ( X6 @ V_2 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(exuE3u, axiom, exuE3u = 11.95/2.15 (![Xphi:( $i > $o )]: 11.95/2.15 ( ( exu @ ( ^[Xx:$i]: ( Xphi @ Xx ) ) ) => 11.95/2.15 ( ![Xx:$i,Xy:$i]: 11.95/2.15 ( ( Xphi @ Xx ) => ( ( Xphi @ Xy ) => ( ( Xx ) = ( Xy ) ) ) ) ) ))). 11.95/2.15 thf('212', plain, 11.95/2.15 (( exuE3u ) = 11.95/2.15 ( ![X4:( $i > $o )]: 11.95/2.15 ( ( exu @ ( ^[V_1:$i]: ( X4 @ V_1 ) ) ) => 11.95/2.15 ( ![X6:$i,X8:$i]: 11.95/2.15 ( ( X4 @ X6 ) => ( ( X4 @ X8 ) => ( ( X6 ) = ( X8 ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(in__Cong, axiom, in__Cong = 11.95/2.15 (![A:$i,B:$i]: 11.95/2.15 ( ( ( A ) = ( B ) ) => 11.95/2.15 ( ![Xx:$i,Xy:$i]: 11.95/2.15 ( ( ( Xx ) = ( Xy ) ) => ( ( in @ Xx @ A ) <=> ( in @ Xy @ B ) ) ) ) ))). 11.95/2.15 thf('213', plain, 11.95/2.15 (( in__Cong ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( ( X4 ) = ( X6 ) ) => 11.95/2.15 ( ![X8:$i,X10:$i]: 11.95/2.15 ( ( ( X8 ) = ( X10 ) ) => 11.95/2.15 ( ( in @ X8 @ X4 ) <=> ( in @ X10 @ X6 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(inCongP, axiom, inCongP = 11.95/2.15 (![A:$i,B:$i]: 11.95/2.15 ( ( ( A ) = ( B ) ) => 11.95/2.15 ( ![Xx:$i,Xy:$i]: 11.95/2.15 ( ( ( Xx ) = ( Xy ) ) => ( ( in @ Xx @ A ) => ( in @ Xy @ B ) ) ) ) ))). 11.95/2.15 thf('214', plain, 11.95/2.15 (( inCongP ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( ( X4 ) = ( X6 ) ) => 11.95/2.15 ( ![X8:$i,X10:$i]: 11.95/2.15 ( ( ( X8 ) = ( X10 ) ) => 11.95/2.15 ( ( in @ X8 @ X4 ) => ( in @ X10 @ X6 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(exuI2, axiom, exuI2 = 11.95/2.15 (![Xphi:( $i > $o )]: 11.95/2.15 ( ( ?[Xx:$i]: ( ![Xy:$i]: ( ( Xphi @ Xy ) <=> ( ( Xy ) = ( Xx ) ) ) ) ) => 11.95/2.15 ( exu @ ( ^[Xx:$i]: ( Xphi @ Xx ) ) ) ))). 11.95/2.15 thf('215', plain, 11.95/2.15 (( exuI2 ) = 11.95/2.15 ( ![X4:( $i > $o )]: 11.95/2.15 ( ( ?[X6:$i]: ( ![X8:$i]: ( ( X4 @ X8 ) <=> ( ( X8 ) = ( X6 ) ) ) ) ) => 11.95/2.15 ( exu @ ( ^[V_1:$i]: ( X4 @ V_1 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(exuI3, axiom, exuI3 = 11.95/2.15 (![Xphi:( $i > $o )]: 11.95/2.15 ( ( ?[Xx:$i]: ( Xphi @ Xx ) ) => 11.95/2.15 ( ( ![Xx:$i,Xy:$i]: 11.95/2.15 ( ( Xphi @ Xx ) => ( ( Xphi @ Xy ) => ( ( Xx ) = ( Xy ) ) ) ) ) => 11.95/2.15 ( exu @ ( ^[Xx:$i]: ( Xphi @ Xx ) ) ) ) ))). 11.95/2.15 thf('216', plain, 11.95/2.15 (( exuI3 ) = 11.95/2.15 ( ![X4:( $i > $o )]: 11.95/2.15 ( ( ?[X6:$i]: ( X4 @ X6 ) ) => 11.95/2.15 ( ( ![X8:$i,X10:$i]: 11.95/2.15 ( ( X4 @ X8 ) => ( ( X4 @ X10 ) => ( ( X8 ) = ( X10 ) ) ) ) ) => 11.95/2.15 ( exu @ ( ^[V_1:$i]: ( X4 @ V_1 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(exuI1, axiom, exuI1 = 11.95/2.15 (![Xphi:( $i > $o )]: 11.95/2.15 ( ( ?[Xx:$i]: 11.95/2.15 ( ( ![Xy:$i]: ( ( Xphi @ Xy ) => ( ( Xx ) = ( Xy ) ) ) ) & 11.95/2.15 ( Xphi @ Xx ) ) ) => 11.95/2.15 ( exu @ ( ^[Xx:$i]: ( Xphi @ Xx ) ) ) ))). 11.95/2.15 thf('217', plain, 11.95/2.15 (( exuI1 ) = 11.95/2.15 ( ![X4:( $i > $o )]: 11.95/2.15 ( ( ?[X6:$i]: 11.95/2.15 ( ( ![X8:$i]: ( ( X4 @ X8 ) => ( ( X6 ) = ( X8 ) ) ) ) & 11.95/2.15 ( X4 @ X6 ) ) ) => 11.95/2.15 ( exu @ ( ^[V_1:$i]: ( X4 @ V_1 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(notdallE, axiom, notdallE = 11.95/2.15 (![A:$i,Xphi:( $i > $o )]: 11.95/2.15 ( ( ~( ![Xx:$i]: ( ( in @ Xx @ A ) => ( Xphi @ Xx ) ) ) ) => 11.95/2.15 ( ?[Xx:$i]: ( ( ~( Xphi @ Xx ) ) & ( in @ Xx @ A ) ) ) ))). 11.95/2.15 thf('218', plain, 11.95/2.15 (( notdallE ) = 11.95/2.15 ( ![X4:$i,X6:( $i > $o )]: 11.95/2.15 ( ( ~( ![X8:$i]: ( ( in @ X8 @ X4 ) => ( X6 @ X8 ) ) ) ) => 11.95/2.15 ( ?[X10:$i]: ( ( ~( X6 @ X10 ) ) & ( in @ X10 @ X4 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(notdexE, axiom, notdexE = 11.95/2.15 (![A:$i,Xphi:( $i > $o )]: 11.95/2.15 ( ( ~( ?[Xx:$i]: ( ( Xphi @ Xx ) & ( in @ Xx @ A ) ) ) ) => 11.95/2.15 ( ![Xx:$i]: ( ( in @ Xx @ A ) => ( ~( Xphi @ Xx ) ) ) ) ))). 11.95/2.15 thf('219', plain, 11.95/2.15 (( notdexE ) = 11.95/2.15 ( ![X4:$i,X6:( $i > $o )]: 11.95/2.15 ( ( ~( ?[X8:$i]: ( ( X6 @ X8 ) & ( in @ X8 @ X4 ) ) ) ) => 11.95/2.15 ( ![X10:$i]: ( ( in @ X10 @ X4 ) => ( ~( X6 @ X10 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(prop2set2propI, axiom, prop2set2propI = 11.95/2.15 (![Xphi:$o]: ( ( Xphi ) => ( set2prop @ ( prop2set @ Xphi ) ) ))). 11.95/2.15 thf('220', plain, 11.95/2.15 (( prop2set2propI ) = 11.95/2.15 ( ![X4:$o]: ( ( X4 ) => ( set2prop @ ( prop2set @ X4 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(prop2setI, axiom, prop2setI = 11.95/2.15 (![Xphi:$o]: ( ( Xphi ) => ( in @ emptyset @ ( prop2set @ Xphi ) ) ))). 11.95/2.15 thf('221', plain, 11.95/2.15 (( prop2setI ) = 11.95/2.15 ( ![X4:$o]: ( ( X4 ) => ( in @ emptyset @ ( prop2set @ X4 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(quantDeMorgan4, axiom, quantDeMorgan4 = 11.95/2.15 (![A:$i,Xphi:( $i > $o )]: 11.95/2.15 ( ( ?[Xx:$i]: ( ( ~( Xphi @ Xx ) ) & ( in @ Xx @ A ) ) ) => 11.95/2.15 ( ~( ![Xx:$i]: ( ( in @ Xx @ A ) => ( Xphi @ Xx ) ) ) ) ))). 11.95/2.15 thf('222', plain, 11.95/2.15 (( quantDeMorgan4 ) = 11.95/2.15 ( ![X4:$i,X6:( $i > $o )]: 11.95/2.15 ( ( ?[X8:$i]: ( ( ~( X6 @ X8 ) ) & ( in @ X8 @ X4 ) ) ) => 11.95/2.15 ( ~( ![X10:$i]: ( ( in @ X10 @ X4 ) => ( X6 @ X10 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(quantDeMorgan3, axiom, quantDeMorgan3 = 11.95/2.15 (![A:$i,Xphi:( $i > $o )]: 11.95/2.15 ( ( ~( ?[Xx:$i]: ( ( Xphi @ Xx ) & ( in @ Xx @ A ) ) ) ) => 11.95/2.15 ( ![Xx:$i]: ( ( in @ Xx @ A ) => ( ~( Xphi @ Xx ) ) ) ) ))). 11.95/2.15 thf('223', plain, 11.95/2.15 (( quantDeMorgan3 ) = 11.95/2.15 ( ![X4:$i,X6:( $i > $o )]: 11.95/2.15 ( ( ~( ?[X8:$i]: ( ( X6 @ X8 ) & ( in @ X8 @ X4 ) ) ) ) => 11.95/2.15 ( ![X10:$i]: ( ( in @ X10 @ X4 ) => ( ~( X6 @ X10 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(quantDeMorgan2, axiom, quantDeMorgan2 = 11.95/2.15 (![A:$i,Xphi:( $i > $o )]: 11.95/2.15 ( ( ![Xx:$i]: ( ( in @ Xx @ A ) => ( ~( Xphi @ Xx ) ) ) ) => 11.95/2.15 ( ~( ?[Xx:$i]: ( ( Xphi @ Xx ) & ( in @ Xx @ A ) ) ) ) ))). 11.95/2.15 thf('224', plain, 11.95/2.15 (( quantDeMorgan2 ) = 11.95/2.15 ( ![X4:$i,X6:( $i > $o )]: 11.95/2.15 ( ( ![X8:$i]: ( ( in @ X8 @ X4 ) => ( ~( X6 @ X8 ) ) ) ) => 11.95/2.15 ( ~( ?[X10:$i]: ( ( X6 @ X10 ) & ( in @ X10 @ X4 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(quantDeMorgan1, axiom, quantDeMorgan1 = 11.95/2.15 (![A:$i,Xphi:( $i > $o )]: 11.95/2.15 ( ( ~( ![Xx:$i]: ( ( in @ Xx @ A ) => ( Xphi @ Xx ) ) ) ) => 11.95/2.15 ( ?[Xx:$i]: ( ( ~( Xphi @ Xx ) ) & ( in @ Xx @ A ) ) ) ))). 11.95/2.15 thf('225', plain, 11.95/2.15 (( quantDeMorgan1 ) = 11.95/2.15 ( ![X4:$i,X6:( $i > $o )]: 11.95/2.15 ( ( ~( ![X8:$i]: ( ( in @ X8 @ X4 ) => ( X6 @ X8 ) ) ) ) => 11.95/2.15 ( ?[X10:$i]: ( ( ~( X6 @ X10 ) ) & ( in @ X10 @ X4 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(vacuousDall, axiom, vacuousDall = 11.95/2.15 (![Xphi:( $i > $o ),Xx:$i]: ( ( in @ Xx @ emptyset ) => ( Xphi @ Xx ) ))). 11.95/2.15 thf('226', plain, 11.95/2.15 (( vacuousDall ) = 11.95/2.15 ( ![X4:( $i > $o ),X6:$i]: ( ( in @ X6 @ emptyset ) => ( X4 @ X6 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(emptyE1, axiom, emptyE1 = 11.95/2.15 (![A:$i,Xphi:( $i > $o )]: 11.95/2.15 ( ( ?[Xx:$i]: ( ( Xphi @ Xx ) & ( in @ Xx @ A ) ) ) => 11.95/2.15 ( ( ( dsetconstr @ A @ ( ^[Xx:$i]: ( Xphi @ Xx ) ) ) = ( emptyset ) ) => 11.95/2.15 ( $false ) ) ))). 11.95/2.15 thf('227', plain, 11.95/2.15 (( emptyE1 ) = 11.95/2.15 ( ![X4:$i,X6:( $i > $o )]: 11.95/2.15 ( ( ?[X8:$i]: ( ( X6 @ X8 ) & ( in @ X8 @ X4 ) ) ) => 11.95/2.15 ( ( ( dsetconstr @ X4 @ ( ^[V_1:$i]: ( X6 @ V_1 ) ) ) = ( emptyset ) ) => 11.95/2.15 ( $false ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(upairsetIR, axiom, upairsetIR = 11.95/2.15 (![Xx:$i,Xy:$i]: 11.95/2.15 ( in @ Xy @ ( setadjoin @ Xx @ ( setadjoin @ Xy @ emptyset ) ) ))). 11.95/2.15 thf('228', plain, 11.95/2.15 (( upairsetIR ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( in @ X6 @ ( setadjoin @ X4 @ ( setadjoin @ X6 @ emptyset ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(upairsetIL, axiom, upairsetIL = 11.95/2.15 (![Xx:$i,Xy:$i]: 11.95/2.15 ( in @ Xx @ ( setadjoin @ Xx @ ( setadjoin @ Xy @ emptyset ) ) ))). 11.95/2.15 thf('229', plain, 11.95/2.15 (( upairsetIL ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( in @ X4 @ ( setadjoin @ X4 @ ( setadjoin @ X6 @ emptyset ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(upairsetE, axiom, upairsetE = 11.95/2.15 (![Xx:$i,Xy:$i,Xz:$i]: 11.95/2.15 ( ( in @ Xz @ ( setadjoin @ Xx @ ( setadjoin @ Xy @ emptyset ) ) ) => 11.95/2.15 ( ( ( Xz ) = ( Xx ) ) | ( ( Xz ) = ( Xy ) ) ) ))). 11.95/2.15 thf('230', plain, 11.95/2.15 (( upairsetE ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( setadjoin @ X4 @ ( setadjoin @ X6 @ emptyset ) ) ) => 11.95/2.15 ( ( ( X8 ) = ( X4 ) ) | ( ( X8 ) = ( X6 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(singletonsswitch, axiom, singletonsswitch = 11.95/2.15 (![Xx:$i,Xy:$i]: 11.95/2.15 ( ( in @ Xx @ ( setadjoin @ Xy @ emptyset ) ) => 11.95/2.15 ( in @ Xy @ ( setadjoin @ Xx @ emptyset ) ) ))). 11.95/2.15 thf('231', plain, 11.95/2.15 (( singletonsswitch ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X4 @ ( setadjoin @ X6 @ emptyset ) ) => 11.95/2.15 ( in @ X6 @ ( setadjoin @ X4 @ emptyset ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(eqinunit, axiom, eqinunit = 11.95/2.15 (![Xx:$i,Xy:$i]: 11.95/2.15 ( ( ( Xx ) = ( Xy ) ) => ( in @ Xx @ ( setadjoin @ Xy @ emptyset ) ) ))). 11.95/2.15 thf('232', plain, 11.95/2.15 (( eqinunit ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( ( X4 ) = ( X6 ) ) => ( in @ X4 @ ( setadjoin @ X6 @ emptyset ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(notinsingleton, axiom, notinsingleton = 11.95/2.15 (![Xx:$i,Xy:$i]: 11.95/2.15 ( ( ( Xx ) != ( Xy ) ) => ( ~( in @ Xy @ ( setadjoin @ Xx @ emptyset ) ) ) ))). 11.95/2.15 thf('233', plain, 11.95/2.15 (( notinsingleton ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( ( X4 ) != ( X6 ) ) => 11.95/2.15 ( ~( in @ X6 @ ( setadjoin @ X4 @ emptyset ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(uniqinunit, axiom, uniqinunit = 11.95/2.15 (![Xx:$i,Xy:$i]: 11.95/2.15 ( ( in @ Xx @ ( setadjoin @ Xy @ emptyset ) ) => ( ( Xx ) = ( Xy ) ) ))). 11.95/2.15 thf('234', plain, 11.95/2.15 (( uniqinunit ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X4 @ ( setadjoin @ X6 @ emptyset ) ) => ( ( X4 ) = ( X6 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(nonemptyImpWitness, axiom, nonemptyImpWitness = 11.95/2.15 (![A:$i]: ( ( nonempty @ A ) => ( ?[Xx:$i]: ( in @ Xx @ A ) ) ))). 11.95/2.15 thf('235', plain, 11.95/2.15 (( nonemptyImpWitness ) = 11.95/2.15 ( ![X4:$i]: ( ( nonempty @ X4 ) => ( ?[X6:$i]: ( in @ X6 @ X4 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(exuE2, axiom, exuE2 = 11.95/2.15 (![Xphi:( $i > $o )]: 11.95/2.15 ( ( exu @ ( ^[Xx:$i]: ( Xphi @ Xx ) ) ) => 11.95/2.15 ( ?[Xx:$i]: ( ![Xy:$i]: ( ( Xphi @ Xy ) <=> ( ( Xy ) = ( Xx ) ) ) ) ) ))). 11.95/2.15 thf('236', plain, 11.95/2.15 (( exuE2 ) = 11.95/2.15 ( ![X4:( $i > $o )]: 11.95/2.15 ( ( exu @ ( ^[V_1:$i]: ( X4 @ V_1 ) ) ) => 11.95/2.15 ( ?[X6:$i]: ( ![X8:$i]: ( ( X4 @ X8 ) <=> ( ( X8 ) = ( X6 ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(subPowSU, axiom, subPowSU = 11.95/2.15 (![A:$i,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => ( in @ Xx @ ( powerset @ ( setunion @ A ) ) ) ))). 11.95/2.15 thf('237', plain, 11.95/2.15 (( subPowSU ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ X4 ) => ( in @ X6 @ ( powerset @ ( setunion @ X4 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setunionE, axiom, setunionE = 11.95/2.15 (![A:$i,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ ( setunion @ A ) ) => 11.95/2.15 ( ![Xphi:$o]: 11.95/2.15 ( ( ![B:$i]: ( ( in @ Xx @ B ) => ( ( in @ B @ A ) => ( Xphi ) ) ) ) => 11.95/2.15 ( Xphi ) ) ) ))). 11.95/2.15 thf('238', plain, 11.95/2.15 (( setunionE ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( setunion @ X4 ) ) => 11.95/2.15 ( ![X8:$o]: 11.95/2.15 ( ( ![X10:$i]: 11.95/2.15 ( ( in @ X6 @ X10 ) => ( ( in @ X10 @ X4 ) => ( X8 ) ) ) ) => 11.95/2.15 ( X8 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setunionI, axiom, setunionI = 11.95/2.15 (![A:$i,Xx:$i,B:$i]: 11.95/2.15 ( ( in @ Xx @ B ) => ( ( in @ B @ A ) => ( in @ Xx @ ( setunion @ A ) ) ) ))). 11.95/2.15 thf('239', plain, 11.95/2.15 (( setunionI ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X6 @ X8 ) => 11.95/2.15 ( ( in @ X8 @ X4 ) => ( in @ X6 @ ( setunion @ X4 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(powersetE, axiom, powersetE = 11.95/2.15 (![A:$i,B:$i,Xx:$i]: 11.95/2.15 ( ( in @ B @ ( powerset @ A ) ) => ( ( in @ Xx @ B ) => ( in @ Xx @ A ) ) ))). 11.95/2.15 thf('240', plain, 11.95/2.15 (( powersetE ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) => 11.95/2.15 ( ( in @ X8 @ X6 ) => ( in @ X8 @ X4 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(emptyInPowerset, axiom, emptyInPowerset = 11.95/2.15 (![A:$i]: ( in @ emptyset @ ( powerset @ A ) ))). 11.95/2.15 thf('241', plain, 11.95/2.15 (( emptyInPowerset ) = 11.95/2.15 ( ![X4:$i]: ( in @ emptyset @ ( powerset @ X4 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(emptyinPowerset, axiom, emptyinPowerset = 11.95/2.15 (![A:$i]: ( in @ emptyset @ ( powerset @ A ) ))). 11.95/2.15 thf('242', plain, 11.95/2.15 (( emptyinPowerset ) = 11.95/2.15 ( ![X4:$i]: ( in @ emptyset @ ( powerset @ X4 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(powersetI, axiom, powersetI = 11.95/2.15 (![A:$i,B:$i]: 11.95/2.15 ( ( ![Xx:$i]: ( ( in @ Xx @ B ) => ( in @ Xx @ A ) ) ) => 11.95/2.15 ( in @ B @ ( powerset @ A ) ) ))). 11.95/2.15 thf('243', plain, 11.95/2.15 (( powersetI ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( ![X8:$i]: ( ( in @ X8 @ X6 ) => ( in @ X8 @ X4 ) ) ) => 11.95/2.15 ( in @ X6 @ ( powerset @ X4 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setoftrueEq, axiom, setoftrueEq = 11.95/2.15 (![A:$i]: ( ( dsetconstr @ A @ ( ^[Xx:$i]: ( $true ) ) ) = ( A ) ))). 11.95/2.15 thf('244', plain, 11.95/2.15 (( setoftrueEq ) = 11.95/2.15 ( ![X4:$i]: ( ( dsetconstr @ X4 @ ( ^[V_1:$i]: ( $true ) ) ) = ( X4 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setadjoinOr, axiom, setadjoinOr = 11.95/2.15 (![Xx:$i,A:$i,Xy:$i]: 11.95/2.15 ( ( in @ Xy @ ( setadjoin @ Xx @ A ) ) => 11.95/2.15 ( ( ( Xy ) = ( Xx ) ) | ( in @ Xy @ A ) ) ))). 11.95/2.15 thf('245', plain, 11.95/2.15 (( setadjoinOr ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( setadjoin @ X4 @ X6 ) ) => 11.95/2.15 ( ( ( X8 ) = ( X4 ) ) | ( in @ X8 @ X6 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setadjoinE, axiom, setadjoinE = 11.95/2.15 (![Xx:$i,A:$i,Xy:$i]: 11.95/2.15 ( ( in @ Xy @ ( setadjoin @ Xx @ A ) ) => 11.95/2.15 ( ![Xphi:$o]: 11.95/2.15 ( ( ( ( Xy ) = ( Xx ) ) => ( Xphi ) ) => 11.95/2.15 ( ( ( in @ Xy @ A ) => ( Xphi ) ) => ( Xphi ) ) ) ) ))). 11.95/2.15 thf('246', plain, 11.95/2.15 (( setadjoinE ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( setadjoin @ X4 @ X6 ) ) => 11.95/2.15 ( ![X10:$o]: 11.95/2.15 ( ( ( ( X8 ) = ( X4 ) ) => ( X10 ) ) => 11.95/2.15 ( ( ( in @ X8 @ X6 ) => ( X10 ) ) => ( X10 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setadjoinIR, axiom, setadjoinIR = 11.95/2.15 (![Xx:$i,A:$i,Xy:$i]: 11.95/2.15 ( ( in @ Xy @ A ) => ( in @ Xy @ ( setadjoin @ Xx @ A ) ) ))). 11.95/2.15 thf('247', plain, 11.95/2.15 (( setadjoinIR ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ X6 ) => ( in @ X8 @ ( setadjoin @ X4 @ X6 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(emptyinunitempty, axiom,(( emptyinunitempty ) = 11.95/2.15 (in @ emptyset @ ( setadjoin @ emptyset @ emptyset )))). 11.95/2.15 thf('248', plain, 11.95/2.15 (( emptyinunitempty ) = 11.95/2.15 ( in @ emptyset @ ( setadjoin @ emptyset @ emptyset ) )), 11.95/2.15 inference('simplify_rw_rule', [status(thm)], [emptyinunitempty])). 11.95/2.15 thf('249', plain, 11.95/2.15 (( emptyinunitempty ) = 11.95/2.15 ( in @ emptyset @ ( setadjoin @ emptyset @ emptyset ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setadjoinIL, axiom, setadjoinIL = 11.95/2.15 (![Xx:$i,Xy:$i]: ( in @ Xx @ ( setadjoin @ Xx @ Xy ) ))). 11.95/2.15 thf('250', plain, 11.95/2.15 (( setadjoinIL ) = 11.95/2.15 ( ![X4:$i,X6:$i]: ( in @ X4 @ ( setadjoin @ X4 @ X6 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(nonemptyI1, axiom, nonemptyI1 = 11.95/2.15 (![A:$i]: ( ( ?[Xx:$i]: ( in @ Xx @ A ) ) => ( nonempty @ A ) ))). 11.95/2.15 thf('251', plain, 11.95/2.15 (( nonemptyI1 ) = 11.95/2.15 ( ![X4:$i]: ( ( ?[X6:$i]: ( in @ X6 @ X4 ) ) => ( nonempty @ X4 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(nonemptyI, axiom, nonemptyI = 11.95/2.15 (![A:$i,Xphi:( $i > $o ),Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ( Xphi @ Xx ) => 11.95/2.15 ( nonempty @ ( dsetconstr @ A @ ( ^[Xy:$i]: ( Xphi @ Xy ) ) ) ) ) ))). 11.95/2.15 thf('252', plain, 11.95/2.15 (( nonemptyI ) = 11.95/2.15 ( ![X4:$i,X6:( $i > $o ),X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ( X6 @ X8 ) => 11.95/2.15 ( nonempty @ ( dsetconstr @ X4 @ ( ^[V_1:$i]: ( X6 @ V_1 ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(nonemptyE1, axiom, nonemptyE1 = 11.95/2.15 (![A:$i]: ( ( nonempty @ A ) => ( ?[Xx:$i]: ( in @ Xx @ A ) ) ))). 11.95/2.15 thf('253', plain, 11.95/2.15 (( nonemptyE1 ) = 11.95/2.15 ( ![X4:$i]: ( ( nonempty @ X4 ) => ( ?[X6:$i]: ( in @ X6 @ X4 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(nonempty, axiom,(( nonempty ) = (^[Xx:$i]: ( ( Xx ) != ( emptyset ) )))). 11.95/2.15 thf('254', plain, (( nonempty ) = ( ^[Xx:$i]: ( ( Xx ) != ( emptyset ) ) )), 11.95/2.15 inference('simplify_rw_rule', [status(thm)], [nonempty])). 11.95/2.15 thf('255', plain, 11.95/2.15 (( nonempty ) = ( ^[V_1:$i]: ( ( V_1 ) != ( emptyset ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setbeta, axiom, setbeta = 11.95/2.15 (![A:$i,Xphi:( $i > $o ),Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ( in @ Xx @ ( dsetconstr @ A @ ( ^[Xy:$i]: ( Xphi @ Xy ) ) ) ) <=> 11.95/2.15 ( Xphi @ Xx ) ) ))). 11.95/2.15 thf('256', plain, 11.95/2.15 (( setbeta ) = 11.95/2.15 ( ![X4:$i,X6:( $i > $o ),X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ( in @ X8 @ ( dsetconstr @ X4 @ ( ^[V_1:$i]: ( X6 @ V_1 ) ) ) ) <=> 11.95/2.15 ( X6 @ X8 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(noeltsimpempty, axiom, noeltsimpempty = 11.95/2.15 (![A:$i]: 11.95/2.15 ( ( ![Xx:$i]: ( ~( in @ Xx @ A ) ) ) => ( ( A ) = ( emptyset ) ) ))). 11.95/2.15 thf('257', plain, 11.95/2.15 (( noeltsimpempty ) = 11.95/2.15 ( ![X4:$i]: 11.95/2.15 ( ( ![X6:$i]: ( ~( in @ X6 @ X4 ) ) ) => ( ( X4 ) = ( emptyset ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(emptyI, axiom, emptyI = 11.95/2.15 (![A:$i]: 11.95/2.15 ( ( ![Xx:$i]: ( ~( in @ Xx @ A ) ) ) => ( ( A ) = ( emptyset ) ) ))). 11.95/2.15 thf('258', plain, 11.95/2.15 (( emptyI ) = 11.95/2.15 ( ![X4:$i]: 11.95/2.15 ( ( ![X6:$i]: ( ~( in @ X6 @ X4 ) ) ) => ( ( X4 ) = ( emptyset ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setext, axiom, setext = 11.95/2.15 (![A:$i,B:$i]: 11.95/2.15 ( ( ![Xx:$i]: ( ( in @ Xx @ A ) => ( in @ Xx @ B ) ) ) => 11.95/2.15 ( ( ![Xx:$i]: ( ( in @ Xx @ B ) => ( in @ Xx @ A ) ) ) => 11.95/2.15 ( ( A ) = ( B ) ) ) ))). 11.95/2.15 thf('259', plain, 11.95/2.15 (( setext ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( ![X8:$i]: ( ( in @ X8 @ X4 ) => ( in @ X8 @ X6 ) ) ) => 11.95/2.15 ( ( ![X10:$i]: ( ( in @ X10 @ X6 ) => ( in @ X10 @ X4 ) ) ) => 11.95/2.15 ( ( X4 ) = ( X6 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(exuE3e, axiom, exuE3e = 11.95/2.15 (![Xphi:( $i > $o )]: 11.95/2.15 ( ( exu @ ( ^[Xx:$i]: ( Xphi @ Xx ) ) ) => ( ?[Xx:$i]: ( Xphi @ Xx ) ) ))). 11.95/2.15 thf('260', plain, 11.95/2.15 (( exuE3e ) = 11.95/2.15 ( ![X4:( $i > $o )]: 11.95/2.15 ( ( exu @ ( ^[V_1:$i]: ( X4 @ V_1 ) ) ) => ( ?[X6:$i]: ( X4 @ X6 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(notinemptyset, axiom, notinemptyset = 11.95/2.15 (![Xx:$i]: ( ~( in @ Xx @ emptyset ) ))). 11.95/2.15 thf('261', plain, 11.95/2.15 (( notinemptyset ) = ( ![X4:$i]: ( ~( in @ X4 @ emptyset ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(emptysetimpfalse, axiom, emptysetimpfalse = 11.95/2.15 (![Xx:$i]: ( ( in @ Xx @ emptyset ) => ( $false ) ))). 11.95/2.15 thf('262', plain, 11.95/2.15 (( emptysetimpfalse ) = 11.95/2.15 ( ![X4:$i]: ( ( in @ X4 @ emptyset ) => ( $false ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(emptysetE, axiom, emptysetE = 11.95/2.15 (![Xx:$i]: ( ( in @ Xx @ emptyset ) => ( ![Xphi:$o]: ( Xphi ) ) ))). 11.95/2.15 thf('263', plain, 11.95/2.15 (( emptysetE ) = 11.95/2.15 ( ![X4:$i]: ( ( in @ X4 @ emptyset ) => ( ![X6:$o]: ( X6 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(prop2setE, axiom, prop2setE = 11.95/2.15 (![Xphi:$o,Xx:$i]: ( ( in @ Xx @ ( prop2set @ Xphi ) ) => ( Xphi ) ))). 11.95/2.15 thf('264', plain, 11.95/2.15 (( prop2setE ) = 11.95/2.15 ( ![X4:$o,X6:$i]: ( ( in @ X6 @ ( prop2set @ X4 ) ) => ( X4 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(exuE1, axiom, exuE1 = 11.95/2.15 (![Xphi:( $i > $o )]: 11.95/2.15 ( ( exu @ ( ^[Xx:$i]: ( Xphi @ Xx ) ) ) => 11.95/2.15 ( ?[Xx:$i]: 11.95/2.15 ( ( ![Xy:$i]: ( ( Xphi @ Xy ) => ( ( Xx ) = ( Xy ) ) ) ) & 11.95/2.15 ( Xphi @ Xx ) ) ) ))). 11.95/2.15 thf('265', plain, 11.95/2.15 (( exuE1 ) = 11.95/2.15 ( ![X4:( $i > $o )]: 11.95/2.15 ( ( exu @ ( ^[V_1:$i]: ( X4 @ V_1 ) ) ) => 11.95/2.15 ( ?[X6:$i]: 11.95/2.15 ( ( ![X8:$i]: ( ( X4 @ X8 ) => ( ( X6 ) = ( X8 ) ) ) ) & 11.95/2.15 ( X4 @ X6 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(dsetconstrER, axiom, dsetconstrER = 11.95/2.15 (![A:$i,Xphi:( $i > $o ),Xx:$i]: 11.95/2.15 ( ( in @ Xx @ ( dsetconstr @ A @ ( ^[Xy:$i]: ( Xphi @ Xy ) ) ) ) => 11.95/2.15 ( Xphi @ Xx ) ))). 11.95/2.15 thf('266', plain, 11.95/2.15 (( dsetconstrER ) = 11.95/2.15 ( ![X4:$i,X6:( $i > $o ),X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( dsetconstr @ X4 @ ( ^[V_1:$i]: ( X6 @ V_1 ) ) ) ) => 11.95/2.15 ( X6 @ X8 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(dsetconstrEL, axiom, dsetconstrEL = 11.95/2.15 (![A:$i,Xphi:( $i > $o ),Xx:$i]: 11.95/2.15 ( ( in @ Xx @ ( dsetconstr @ A @ ( ^[Xy:$i]: ( Xphi @ Xy ) ) ) ) => 11.95/2.15 ( in @ Xx @ A ) ))). 11.95/2.15 thf('267', plain, 11.95/2.15 (( dsetconstrEL ) = 11.95/2.15 ( ![X4:$i,X6:( $i > $o ),X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( dsetconstr @ X4 @ ( ^[V_1:$i]: ( X6 @ V_1 ) ) ) ) => 11.95/2.15 ( in @ X8 @ X4 ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(dsetconstrI, axiom, dsetconstrI = 11.95/2.15 (![A:$i,Xphi:( $i > $o ),Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => 11.95/2.15 ( ( Xphi @ Xx ) => 11.95/2.15 ( in @ Xx @ ( dsetconstr @ A @ ( ^[Xy:$i]: ( Xphi @ Xy ) ) ) ) ) ))). 11.95/2.15 thf('268', plain, 11.95/2.15 (( dsetconstrI ) = 11.95/2.15 ( ![X4:$i,X6:( $i > $o ),X8:$i]: 11.95/2.15 ( ( in @ X8 @ X4 ) => 11.95/2.15 ( ( X6 @ X8 ) => 11.95/2.15 ( in @ X8 @ ( dsetconstr @ X4 @ ( ^[V_1:$i]: ( X6 @ V_1 ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(descrp, axiom, descrp = 11.95/2.15 (![Xphi:( $i > $o )]: 11.95/2.15 ( ( exu @ ( ^[Xx:$i]: ( Xphi @ Xx ) ) ) => 11.95/2.15 ( Xphi @ ( descr @ ( ^[Xx:$i]: ( Xphi @ Xx ) ) ) ) ))). 11.95/2.15 thf('269', plain, 11.95/2.15 (( descrp ) = 11.95/2.15 ( ![X4:( $i > $o )]: 11.95/2.15 ( ( exu @ ( ^[V_1:$i]: ( X4 @ V_1 ) ) ) => 11.95/2.15 ( X4 @ ( descr @ ( ^[V_2:$i]: ( X4 @ V_2 ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(wellorderingAx, axiom, wellorderingAx = 11.95/2.15 (![A:$i]: 11.95/2.15 ( ?[B:$i]: 11.95/2.15 ( ( ![C:$i]: 11.95/2.15 ( ( ( ![Xx:$i]: ( ( in @ Xx @ C ) => ( in @ Xx @ A ) ) ) & 11.95/2.15 ( ?[Xx:$i]: ( in @ Xx @ C ) ) ) => 11.95/2.15 ( ?[D:$i,Xx:$i]: 11.95/2.15 ( ( ![E:$i]: 11.95/2.15 ( ( in @ E @ B ) => 11.95/2.15 ( ( ![Xy:$i]: ( ( in @ Xy @ E ) => ( in @ Xy @ D ) ) ) | 11.95/2.15 ( in @ Xx @ E ) ) ) ) & 11.95/2.15 ( ~( ?[Xy:$i]: ( ( in @ Xy @ C ) & ( in @ Xy @ D ) ) ) ) & 11.95/2.15 ( in @ Xx @ C ) & ( in @ D @ B ) ) ) ) ) & 11.95/2.15 ( ![C:$i,D:$i]: 11.95/2.15 ( ( ( in @ C @ B ) & ( in @ D @ B ) ) => 11.95/2.15 ( ( ![Xx:$i]: ( ( in @ Xx @ C ) => ( in @ Xx @ D ) ) ) | 11.95/2.15 ( ![Xx:$i]: ( ( in @ Xx @ D ) => ( in @ Xx @ C ) ) ) ) ) ) & 11.95/2.15 ( ![Xx:$i,Xy:$i]: 11.95/2.15 ( ( ( in @ Xx @ A ) & ( in @ Xy @ A ) ) => 11.95/2.15 ( ( ![C:$i]: 11.95/2.15 ( ( in @ C @ B ) => ( ( in @ Xx @ C ) <=> ( in @ Xy @ C ) ) ) ) => 11.95/2.15 ( ( Xx ) = ( Xy ) ) ) ) ) & 11.95/2.15 ( ![C:$i]: 11.95/2.15 ( ( in @ C @ B ) => 11.95/2.15 ( ![Xx:$i]: ( ( in @ Xx @ C ) => ( in @ Xx @ A ) ) ) ) ) ) ))). 11.95/2.15 thf('270', plain, 11.95/2.15 (( wellorderingAx ) = 11.95/2.15 ( ![X4:$i]: 11.95/2.15 ( ?[X6:$i]: 11.95/2.15 ( ( ![X8:$i]: 11.95/2.15 ( ( ( ![X10:$i]: ( ( in @ X10 @ X8 ) => ( in @ X10 @ X4 ) ) ) & 11.95/2.15 ( ?[X12:$i]: ( in @ X12 @ X8 ) ) ) => 11.95/2.15 ( ?[X14:$i,X16:$i]: 11.95/2.15 ( ( ![X18:$i]: 11.95/2.15 ( ( in @ X18 @ X6 ) => 11.95/2.15 ( ( ![X20:$i]: 11.95/2.15 ( ( in @ X20 @ X18 ) => ( in @ X20 @ X14 ) ) ) | 11.95/2.15 ( in @ X16 @ X18 ) ) ) ) & 11.95/2.15 ( ~( ?[X22:$i]: ( ( in @ X22 @ X8 ) & ( in @ X22 @ X14 ) ) ) ) & 11.95/2.15 ( in @ X16 @ X8 ) & ( in @ X14 @ X6 ) ) ) ) ) & 11.95/2.15 ( ![X24:$i,X26:$i]: 11.95/2.15 ( ( ( in @ X24 @ X6 ) & ( in @ X26 @ X6 ) ) => 11.95/2.15 ( ( ![X28:$i]: ( ( in @ X28 @ X24 ) => ( in @ X28 @ X26 ) ) ) | 11.95/2.15 ( ![X30:$i]: ( ( in @ X30 @ X26 ) => ( in @ X30 @ X24 ) ) ) ) ) ) & 11.95/2.15 ( ![X32:$i,X34:$i]: 11.95/2.15 ( ( ( in @ X32 @ X4 ) & ( in @ X34 @ X4 ) ) => 11.95/2.15 ( ( ![X36:$i]: 11.95/2.15 ( ( in @ X36 @ X6 ) => 11.95/2.15 ( ( in @ X32 @ X36 ) <=> ( in @ X34 @ X36 ) ) ) ) => 11.95/2.15 ( ( X32 ) = ( X34 ) ) ) ) ) & 11.95/2.15 ( ![X38:$i]: 11.95/2.15 ( ( in @ X38 @ X6 ) => 11.95/2.15 ( ![X40:$i]: ( ( in @ X40 @ X38 ) => ( in @ X40 @ X4 ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(foundationAx, axiom, foundationAx = 11.95/2.15 (![A:$i]: 11.95/2.15 ( ( ?[Xx:$i]: ( in @ Xx @ A ) ) => 11.95/2.15 ( ?[B:$i]: 11.95/2.15 ( ( ~( ?[Xx:$i]: ( ( in @ Xx @ A ) & ( in @ Xx @ B ) ) ) ) & 11.95/2.15 ( in @ B @ A ) ) ) ))). 11.95/2.15 thf('271', plain, 11.95/2.15 (( foundationAx ) = 11.95/2.15 ( ![X4:$i]: 11.95/2.15 ( ( ?[X6:$i]: ( in @ X6 @ X4 ) ) => 11.95/2.15 ( ?[X8:$i]: 11.95/2.15 ( ( ~( ?[X10:$i]: ( ( in @ X10 @ X4 ) & ( in @ X10 @ X8 ) ) ) ) & 11.95/2.15 ( in @ X8 @ X4 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(replAx, axiom, replAx = 11.95/2.15 (![Xphi:( $i > $i > $o ),A:$i]: 11.95/2.15 ( ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ A ) => ( exu @ ( ^[Xy:$i]: ( Xphi @ Xx @ Xy ) ) ) ) ) => 11.95/2.15 ( ?[B:$i]: 11.95/2.15 ( ![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ B ) <=> 11.95/2.15 ( ?[Xy:$i]: ( ( Xphi @ Xy @ Xx ) & ( in @ Xy @ A ) ) ) ) ) ) ))). 11.95/2.15 thf('272', plain, 11.95/2.15 (( replAx ) = 11.95/2.15 ( ![X4:( $i > $i > $o ),X6:$i]: 11.95/2.15 ( ( ![X8:$i]: 11.95/2.15 ( ( in @ X8 @ X6 ) => ( exu @ ( ^[V_1:$i]: ( X4 @ X8 @ V_1 ) ) ) ) ) => 11.95/2.15 ( ?[X10:$i]: 11.95/2.15 ( ![X12:$i]: 11.95/2.15 ( ( in @ X12 @ X10 ) <=> 11.95/2.15 ( ?[X14:$i]: ( ( X4 @ X14 @ X12 ) & ( in @ X14 @ X6 ) ) ) ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(omegaIndAx, axiom, omegaIndAx = 11.95/2.15 (![A:$i]: 11.95/2.15 ( ( ( in @ emptyset @ A ) & 11.95/2.15 ( ![Xx:$i]: 11.95/2.15 ( ( ( in @ Xx @ omega ) & ( in @ Xx @ A ) ) => 11.95/2.15 ( in @ ( setadjoin @ Xx @ Xx ) @ A ) ) ) ) => 11.95/2.15 ( ![Xx:$i]: ( ( in @ Xx @ omega ) => ( in @ Xx @ A ) ) ) ))). 11.95/2.15 thf('273', plain, 11.95/2.15 (( omegaIndAx ) = 11.95/2.15 ( ![X4:$i]: 11.95/2.15 ( ( ( in @ emptyset @ X4 ) & 11.95/2.15 ( ![X6:$i]: 11.95/2.15 ( ( ( in @ X6 @ omega ) & ( in @ X6 @ X4 ) ) => 11.95/2.15 ( in @ ( setadjoin @ X6 @ X6 ) @ X4 ) ) ) ) => 11.95/2.15 ( ![X8:$i]: ( ( in @ X8 @ omega ) => ( in @ X8 @ X4 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(omegaSAx, axiom, omegaSAx = 11.95/2.15 (![Xx:$i]: 11.95/2.15 ( ( in @ Xx @ omega ) => ( in @ ( setadjoin @ Xx @ Xx ) @ omega ) ))). 11.95/2.15 thf('274', plain, 11.95/2.15 (( omegaSAx ) = 11.95/2.15 ( ![X4:$i]: 11.95/2.15 ( ( in @ X4 @ omega ) => ( in @ ( setadjoin @ X4 @ X4 ) @ omega ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(omega0Ax, axiom,(( omega0Ax ) = (in @ emptyset @ omega))). 11.95/2.15 thf('275', plain, (( omega0Ax ) = ( in @ emptyset @ omega )), 11.95/2.15 inference('simplify_rw_rule', [status(thm)], [omega0Ax])). 11.95/2.15 thf('276', plain, (( omega0Ax ) = ( in @ emptyset @ omega )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setunionAx, axiom, setunionAx = 11.95/2.15 (![A:$i,Xx:$i]: 11.95/2.15 ( ( in @ Xx @ ( setunion @ A ) ) <=> 11.95/2.15 ( ?[B:$i]: ( ( in @ B @ A ) & ( in @ Xx @ B ) ) ) ))). 11.95/2.15 thf('277', plain, 11.95/2.15 (( setunionAx ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( setunion @ X4 ) ) <=> 11.95/2.15 ( ?[X8:$i]: ( ( in @ X8 @ X4 ) & ( in @ X6 @ X8 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(powersetAx, axiom, powersetAx = 11.95/2.15 (![A:$i,B:$i]: 11.95/2.15 ( ( in @ B @ ( powerset @ A ) ) <=> 11.95/2.15 ( ![Xx:$i]: ( ( in @ Xx @ B ) => ( in @ Xx @ A ) ) ) ))). 11.95/2.15 thf('278', plain, 11.95/2.15 (( powersetAx ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( in @ X6 @ ( powerset @ X4 ) ) <=> 11.95/2.15 ( ![X8:$i]: ( ( in @ X8 @ X6 ) => ( in @ X8 @ X4 ) ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setadjoinAx, axiom, setadjoinAx = 11.95/2.15 (![Xx:$i,A:$i,Xy:$i]: 11.95/2.15 ( ( in @ Xy @ ( setadjoin @ Xx @ A ) ) <=> 11.95/2.15 ( ( ( Xy ) = ( Xx ) ) | ( in @ Xy @ A ) ) ))). 11.95/2.15 thf('279', plain, 11.95/2.15 (( setadjoinAx ) = 11.95/2.15 ( ![X4:$i,X6:$i,X8:$i]: 11.95/2.15 ( ( in @ X8 @ ( setadjoin @ X4 @ X6 ) ) <=> 11.95/2.15 ( ( ( X8 ) = ( X4 ) ) | ( in @ X8 @ X6 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(emptysetAx, axiom, emptysetAx = (![Xx:$i]: ( ~( in @ Xx @ emptyset ) ))). 11.95/2.15 thf('280', plain, 11.95/2.15 (( emptysetAx ) = ( ![X4:$i]: ( ~( in @ X4 @ emptyset ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(setextAx, axiom, setextAx = 11.95/2.15 (![A:$i,B:$i]: 11.95/2.15 ( ( ![Xx:$i]: ( ( in @ Xx @ A ) <=> ( in @ Xx @ B ) ) ) => 11.95/2.15 ( ( A ) = ( B ) ) ))). 11.95/2.15 thf('281', plain, 11.95/2.15 (( setextAx ) = 11.95/2.15 ( ![X4:$i,X6:$i]: 11.95/2.15 ( ( ![X8:$i]: ( ( in @ X8 @ X4 ) <=> ( in @ X8 @ X6 ) ) ) => 11.95/2.15 ( ( X4 ) = ( X6 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(exu, axiom,(( exu ) = 11.95/2.15 (^[Xphi:( $i > $o )]: 11.95/2.15 ( ?[Xx:$i]: 11.95/2.15 ( ( ![Xy:$i]: ( ( Xphi @ Xy ) => ( ( Xx ) = ( Xy ) ) ) ) & ( Xphi @ Xx ) ) )))). 11.95/2.15 thf('282', plain, 11.95/2.15 (( exu ) = 11.95/2.15 ( ^[Xphi:( $i > $o )]: 11.95/2.15 ( ?[Xx:$i]: 11.95/2.15 ( ( ![Xy:$i]: ( ( Xphi @ Xy ) => ( ( Xx ) = ( Xy ) ) ) ) & 11.95/2.15 ( Xphi @ Xx ) ) ) )), 11.95/2.15 inference('simplify_rw_rule', [status(thm)], [exu])). 11.95/2.15 thf('283', plain, 11.95/2.15 (( exu ) = 11.95/2.15 ( ^[V_1:( $i > $o )]: 11.95/2.15 ( ?[X4:$i]: 11.95/2.15 ( ( ![X6:$i]: ( ( V_1 @ X6 ) => ( ( X4 ) = ( X6 ) ) ) ) & 11.95/2.15 ( V_1 @ X4 ) ) ) )), 11.95/2.15 define([status(thm)])). 11.95/2.15 thf(woz13rule0, conjecture, 11.95/2.15 (( setextAx ) => 11.95/2.15 ( ( emptysetAx ) => 11.95/2.15 ( ( setadjoinAx ) => 11.95/2.15 ( ( powersetAx ) => 11.95/2.15 ( ( setunionAx ) => 11.95/2.15 ( ( omega0Ax ) => 11.95/2.15 ( ( omegaSAx ) => 11.95/2.15 ( ( omegaIndAx ) => 11.95/2.15 ( ( replAx ) => 11.95/2.15 ( ( foundationAx ) => 11.95/2.15 ( ( wellorderingAx ) => 11.95/2.15 ( ( descrp ) => 11.95/2.15 ( ( dsetconstrI ) => 11.95/2.15 ( ( dsetconstrEL ) => 11.95/2.15 ( ( dsetconstrER ) => 11.95/2.15 ( ( exuE1 ) => 11.95/2.15 ( ( prop2setE ) => 11.95/2.15 ( ( emptysetE ) => 11.95/2.15 ( ( emptysetimpfalse ) => 11.95/2.15 ( ( notinemptyset ) => 11.95/2.15 ( ( exuE3e ) => 11.95/2.15 ( ( setext ) => 11.95/2.15 ( ( emptyI ) => 11.95/2.15 ( ( noeltsimpempty ) => 11.95/2.15 ( ( setbeta ) => 11.95/2.15 ( ( nonemptyE1 ) => 11.95/2.15 ( ( nonemptyI ) => 11.95/2.15 ( ( nonemptyI1 ) => 11.95/2.15 ( ( setadjoinIL ) => 11.95/2.15 ( ( emptyinunitempty ) => 11.95/2.15 ( ( setadjoinIR ) => 11.95/2.15 ( ( setadjoinE ) => 11.95/2.15 ( ( 11.95/2.15 setadjoinOr ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setoftrueEq ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 powersetI ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 emptyinPowerset ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 emptyInPowerset ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 powersetE ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setunionI ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setunionE ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 subPowSU ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 exuE2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 nonemptyImpWitness ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 uniqinunit ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 notinsingleton ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 eqinunit ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 singletonsswitch ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 upairsetE ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 upairsetIL ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 upairsetIR ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 emptyE1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 vacuousDall ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 quantDeMorgan1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 quantDeMorgan2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 quantDeMorgan3 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 quantDeMorgan4 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 prop2setI ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 prop2set2propI ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 notdexE ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 notdallE ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 exuI1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 exuI3 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 exuI2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 inCongP ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in__Cong ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 exuE3u ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 exu__Cong ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 emptyset__Cong ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setadjoin__Cong ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 powerset__Cong ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setunion__Cong ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 omega__Cong ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 exuEu ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 descr__Cong ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 dsetconstr__Cong ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 subsetI1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 eqimpsubset2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 eqimpsubset1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 subsetI2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 emptysetsubset ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 subsetE ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 subsetE2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 notsubsetI ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 notequalI1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 notequalI2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 subsetRefl ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 subsetTrans ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setadjoinSub ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setadjoinSub2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 subset2powerset ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setextsub ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 subsetemptysetimpeq ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 powersetI1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 powersetE1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 inPowerset ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 powersetsubset ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 sepInPowerset ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 sepSubset ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 binunionIL ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 upairset2IR ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 binunionIR ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 binunionEcases ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 binunionE ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 binunionLsub ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 binunionRsub ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 binintersectI ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 binintersectSubset5 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 binintersectEL ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 binintersectLsub ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 binintersectSubset2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 binintersectSubset3 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 binintersectER ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 disjointsetsI1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 binintersectRsub ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 binintersectSubset4 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 binintersectSubset1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 bs114d ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setminusI ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setminusEL ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setminusER ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setminusSubset2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setminusERneg ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setminusELneg ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setminusILneg ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setminusIRneg ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setminusLsub ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setminusSubset1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 symdiffE ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 symdiffI1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 symdiffI2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 symdiffIneg1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 symdiffIneg2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 secondinupair ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setukpairIL ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setukpairIR ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 kpairiskpair ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 kpairp ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 singletonsubset ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 singletoninpowerset ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 singletoninpowunion ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 upairset2E ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 upairsubunion ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 upairinpowunion ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ubforcartprodlem1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ubforcartprodlem2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ubforcartprodlem3 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 cartprodpairin ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 cartprodmempair1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 cartprodmempair ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setunionE2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setunionsingleton1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setunionsingleton2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setunionsingleton ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 singletonprop ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ex1E1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ex1I ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ex1I2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 singletonsuniq ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setukpairinjL1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 kfstsingleton ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 theprop ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 kfstpairEq ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 cartprodfstin ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setukpairinjL2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setukpairinjL ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setukpairinjR11 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setukpairinjR12 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setukpairinjR1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 upairequniteq ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setukpairinjR2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setukpairinjR ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ksndsingleton ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ksndpairEq ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 kpairsurjEq ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 cartprodsndin ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 cartprodpairmemEL ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 cartprodpairmemER ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 cartprodmempaircEq ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 cartprodfstpairEq ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 cartprodsndpairEq ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 cartprodpairsurjEq ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 dpsetconstrI ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 dpsetconstrSub ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setOfPairsIsBReln ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 dpsetconstrERa ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 dpsetconstrEL1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 dpsetconstrEL2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 dpsetconstrER ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 funcImageSingleton ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 apProp ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 app ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 infuncsetfunc ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ap2p ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 funcinfuncset ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 lamProp ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 lamp ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 lam2p ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 brelnall1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 brelnall2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ex1E2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 funcGraphProp1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 funcGraphProp3 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 funcGraphProp2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 funcextLem ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 funcGraphProp4 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 subbreln ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 eqbreln ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 funcext ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 funcext2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ap2apEq1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ap2apEq2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 beta1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 eta1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 lam2lamEq ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 beta2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 eta2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 iffalseProp1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 iffalseProp2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 iftrueProp1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 iftrueProp2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ifSingleton ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ifp ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 theeq ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 iftrue ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 iffalse ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 iftrueorfalse ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 binintersectT_lem ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 binunionT_lem ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 powersetT_lem ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setminusT_lem ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 complementT_lem ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setextT ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 subsetTI ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 powersetTI1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 powersetTE1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 complementTI1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 complementTE1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 binintersectTELcontra ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 binintersectTERcontra ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 contrasubsetT ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 contrasubsetT1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 contrasubsetT2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 contrasubsetT3 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 doubleComplementI1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 doubleComplementE1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 doubleComplementSub1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 doubleComplementSub2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 doubleComplementEq ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 complementTnotintersectT ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 complementImpComplementIntersect ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 complementSubsetComplementIntersect ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 complementInPowersetComplementIntersect ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 contraSubsetComplement ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 complementTcontraSubset ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 binunionTILcontra ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 binunionTIRcontra ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 inIntersectImpInUnion ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 inIntersectImpInUnion2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 inIntersectImpInIntersectUnions ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 intersectInPowersetIntersectUnions ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 inComplementUnionImpNotIn1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 inComplementUnionImpInComplement1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 binunionTE ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 binunionTEcontra ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 demorgan2a1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 complementUnionInPowersetComplement ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 demorgan2a2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 demorgan1a ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 demorgan1b ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 demorgan1 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 demorgan2a ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 demorgan2b2 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 demorgan2b ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 demorgan2 ) => 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 A:$i,X:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X @ 11.95/2.15 ( 11.95/2.15 powerset @ 11.95/2.15 A ) ) => 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 Y:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 Y @ 11.95/2.15 ( 11.95/2.15 powerset @ 11.95/2.15 A ) ) => 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 Xx:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 Xx @ 11.95/2.15 ( 11.95/2.15 binintersect 11.95/2.15 @ 11.95/2.15 X @ Y ) ) => 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 Xx @ A ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ))). 11.95/2.15 thf(zf_stmt_0, conjecture, 11.95/2.15 (( ![X4:$i,X6:$i]: 11.95/2.15 ( ( ![X8:$i]: ( ( in @ X8 @ X4 ) <=> ( in @ X8 @ X6 ) ) ) => 11.95/2.15 ( ( X4 ) = ( X6 ) ) ) ) => 11.95/2.15 ( ( ![X10:$i]: ( ~( in @ X10 @ emptyset ) ) ) => 11.95/2.15 ( ( ![X12:$i,X14:$i,X16:$i]: 11.95/2.15 ( ( in @ X16 @ ( setadjoin @ X12 @ X14 ) ) <=> 11.95/2.15 ( ( in @ X16 @ X14 ) | ( ( X16 ) = ( X12 ) ) ) ) ) => 11.95/2.15 ( ( ![X18:$i,X20:$i]: 11.95/2.15 ( ( in @ X20 @ ( powerset @ X18 ) ) <=> 11.95/2.15 ( ![X22:$i]: ( ( in @ X22 @ X20 ) => ( in @ X22 @ X18 ) ) ) ) ) => 11.95/2.15 ( ( ![X24:$i,X26:$i]: 11.95/2.15 ( ( in @ X26 @ ( setunion @ X24 ) ) <=> 11.95/2.15 ( ?[X28:$i]: ( ( in @ X26 @ X28 ) & ( in @ X28 @ X24 ) ) ) ) ) => 11.95/2.15 ( ( in @ emptyset @ omega ) => 11.95/2.15 ( ( ![X30:$i]: 11.95/2.15 ( ( in @ X30 @ omega ) => 11.95/2.15 ( in @ ( setadjoin @ X30 @ X30 ) @ omega ) ) ) => 11.95/2.15 ( ( ![X32:$i]: 11.95/2.15 ( ( ( ![X34:$i]: 11.95/2.15 ( ( ( in @ X34 @ X32 ) & ( in @ X34 @ omega ) ) => 11.95/2.15 ( in @ ( setadjoin @ X34 @ X34 ) @ X32 ) ) ) & 11.95/2.15 ( in @ emptyset @ X32 ) ) => 11.95/2.15 ( ![X36:$i]: 11.95/2.15 ( ( in @ X36 @ omega ) => ( in @ X36 @ X32 ) ) ) ) ) => 11.95/2.15 ( ( ![X38:( $i > $i > $o ),X40:$i]: 11.95/2.15 ( ( ![X42:$i]: 11.95/2.15 ( ( in @ X42 @ X40 ) => 11.95/2.15 ( ?[X44:$i]: 11.95/2.15 ( ( X38 @ X42 @ X44 ) & 11.95/2.15 ( ![X46:$i]: 11.95/2.15 ( ( X38 @ X42 @ X46 ) => 11.95/2.15 ( ( X44 ) = ( X46 ) ) ) ) ) ) ) ) => 11.95/2.15 ( ?[X48:$i]: 11.95/2.15 ( ![X50:$i]: 11.95/2.15 ( ( in @ X50 @ X48 ) <=> 11.95/2.15 ( ?[X52:$i]: 11.95/2.15 ( ( in @ X52 @ X40 ) & ( X38 @ X52 @ X50 ) ) ) ) ) ) ) ) => 11.95/2.15 ( ( ![X54:$i]: 11.95/2.15 ( ( ?[X56:$i]: ( in @ X56 @ X54 ) ) => 11.95/2.15 ( ?[X58:$i]: 11.95/2.15 ( ( in @ X58 @ X54 ) & 11.95/2.15 ( ~( ?[X60:$i]: 11.95/2.15 ( ( in @ X60 @ X58 ) & ( in @ X60 @ X54 ) ) ) ) ) ) ) ) => 11.95/2.15 ( ( ![X62:$i]: 11.95/2.15 ( ?[X64:$i]: 11.95/2.15 ( ( ![X96:$i]: 11.95/2.15 ( ( in @ X96 @ X64 ) => 11.95/2.15 ( ![X98:$i]: 11.95/2.15 ( ( in @ X98 @ X96 ) => ( in @ X98 @ X62 ) ) ) ) ) & 11.95/2.15 ( ![X90:$i,X92:$i]: 11.95/2.15 ( ( ( in @ X92 @ X62 ) & ( in @ X90 @ X62 ) ) => 11.95/2.15 ( ( ![X94:$i]: 11.95/2.15 ( ( in @ X94 @ X64 ) => 11.95/2.15 ( ( in @ X90 @ X94 ) <=> 11.95/2.15 ( in @ X92 @ X94 ) ) ) ) => 11.95/2.15 ( ( X90 ) = ( X92 ) ) ) ) ) & 11.95/2.15 ( ![X82:$i,X84:$i]: 11.95/2.15 ( ( ( in @ X84 @ X64 ) & ( in @ X82 @ X64 ) ) => 11.95/2.15 ( ( ![X88:$i]: 11.95/2.15 ( ( in @ X88 @ X84 ) => 11.95/2.15 ( in @ X88 @ X82 ) ) ) | 11.95/2.15 ( ![X86:$i]: 11.95/2.15 ( ( in @ X86 @ X82 ) => 11.95/2.15 ( in @ X86 @ X84 ) ) ) ) ) ) & 11.95/2.15 ( ![X66:$i]: 11.95/2.15 ( ( ( ?[X70:$i]: ( in @ X70 @ X66 ) ) & 11.95/2.15 ( ![X68:$i]: 11.95/2.15 ( ( in @ X68 @ X66 ) => 11.95/2.15 ( in @ X68 @ X62 ) ) ) ) => 11.95/2.15 ( ?[X72:$i,X74:$i]: 11.95/2.15 ( ( in @ X72 @ X64 ) & 11.95/2.15 ( in @ X74 @ X66 ) & 11.95/2.15 ( ~( ?[X80:$i]: 11.95/2.15 ( ( in @ X80 @ X72 ) & 11.95/2.15 ( in @ X80 @ X66 ) ) ) ) & 11.95/2.15 ( ![X76:$i]: 11.95/2.15 ( ( in @ X76 @ X64 ) => 11.95/2.15 ( ( in @ X74 @ X76 ) | 11.95/2.15 ( ![X78:$i]: 11.95/2.15 ( ( in @ X78 @ X76 ) => 11.95/2.15 ( in @ X78 @ X72 ) ) ) ) ) ) ) ) ) ) ) ) ) => 11.95/2.15 ( ( ![X100:( $i > $o )]: 11.95/2.15 ( ( ?[X102:$i]: 11.95/2.15 ( ( X100 @ X102 ) & 11.95/2.15 ( ![X104:$i]: 11.95/2.15 ( ( X100 @ X104 ) => 11.95/2.15 ( ( X102 ) = ( X104 ) ) ) ) ) ) => 11.95/2.15 ( X100 @ 11.95/2.15 ( descr @ ( ^[V_1:$i]: ( X100 @ V_1 ) ) ) ) ) ) => 11.95/2.15 ( ( ![X106:$i,X108:( $i > $o ),X110:$i]: 11.95/2.15 ( ( in @ X110 @ X106 ) => 11.95/2.15 ( ( X108 @ X110 ) => 11.95/2.15 ( in @ 11.95/2.15 X110 @ 11.95/2.15 ( dsetconstr @ 11.95/2.15 X106 @ ( ^[V_2:$i]: ( X108 @ V_2 ) ) ) ) ) ) ) => 11.95/2.15 ( ( ![X112:$i,X114:( $i > $o ),X116:$i]: 11.95/2.15 ( ( in @ 11.95/2.15 X116 @ 11.95/2.15 ( dsetconstr @ 11.95/2.15 X112 @ ( ^[V_3:$i]: ( X114 @ V_3 ) ) ) ) => 11.95/2.15 ( in @ X116 @ X112 ) ) ) => 11.95/2.15 ( ( ![X118:$i,X120:( $i > $o ),X122:$i]: 11.95/2.15 ( ( in @ 11.95/2.15 X122 @ 11.95/2.15 ( dsetconstr @ 11.95/2.15 X118 @ ( ^[V_4:$i]: ( X120 @ V_4 ) ) ) ) => 11.95/2.15 ( X120 @ X122 ) ) ) => 11.95/2.15 ( ( ![X124:( $i > $o )]: 11.95/2.15 ( ( ?[X126:$i]: 11.95/2.15 ( ( X124 @ X126 ) & 11.95/2.15 ( ![X128:$i]: 11.95/2.15 ( ( X124 @ X128 ) => 11.95/2.15 ( ( X126 ) = ( X128 ) ) ) ) ) ) => 11.95/2.15 ( ?[X130:$i]: 11.95/2.15 ( ( X124 @ X130 ) & 11.95/2.15 ( ![X132:$i]: 11.95/2.15 ( ( X124 @ X132 ) => 11.95/2.15 ( ( X130 ) = ( X132 ) ) ) ) ) ) ) ) => 11.95/2.15 ( ( ![X134:$o,X136:$i]: 11.95/2.15 ( ( in @ X136 @ ( prop2set @ X134 ) ) => 11.95/2.15 ( X134 ) ) ) => 11.95/2.15 ( ( ![X138:$i]: 11.95/2.15 ( ( in @ X138 @ emptyset ) => 11.95/2.15 ( ![X140:$o]: ( X140 ) ) ) ) => 11.95/2.15 ( ( ![X142:$i]: 11.95/2.15 ( ( in @ X142 @ emptyset ) => 11.95/2.15 ( $false ) ) ) => 11.95/2.15 ( ( ![X144:$i]: 11.95/2.15 ( ~( in @ X144 @ emptyset ) ) ) => 11.95/2.15 ( ( ![X146:( $i > $o )]: 11.95/2.15 ( ( ?[X148:$i]: 11.95/2.15 ( ( X146 @ X148 ) & 11.95/2.15 ( ![X150:$i]: 11.95/2.15 ( ( X146 @ X150 ) => 11.95/2.15 ( ( X148 ) = ( X150 ) ) ) ) ) ) => 11.95/2.15 ( ?[X152:$i]: ( X146 @ X152 ) ) ) ) => 11.95/2.15 ( ( ![X154:$i,X156:$i]: 11.95/2.15 ( ( ![X158:$i]: 11.95/2.15 ( ( in @ X158 @ X154 ) => 11.95/2.15 ( in @ X158 @ X156 ) ) ) => 11.95/2.15 ( ( ![X160:$i]: 11.95/2.15 ( ( in @ X160 @ X156 ) => 11.95/2.15 ( in @ X160 @ X154 ) ) ) => 11.95/2.15 ( ( X154 ) = ( X156 ) ) ) ) ) => 11.95/2.15 ( ( ![X162:$i]: 11.95/2.15 ( ( ![X164:$i]: 11.95/2.15 ( ~( in @ X164 @ X162 ) ) ) => 11.95/2.15 ( ( X162 ) = ( emptyset ) ) ) ) => 11.95/2.15 ( ( ![X166:$i]: 11.95/2.15 ( ( ![X168:$i]: 11.95/2.15 ( ~( in @ X168 @ X166 ) ) ) => 11.95/2.15 ( ( X166 ) = 11.95/2.15 ( emptyset ) ) ) ) => 11.95/2.15 ( ( ![X170:$i, 11.95/2.15 X172:( $i > $o ), 11.95/2.15 X174:$i]: 11.95/2.15 ( ( in @ X174 @ X170 ) => 11.95/2.15 ( ( in @ 11.95/2.15 X174 @ 11.95/2.15 ( dsetconstr @ 11.95/2.15 X170 @ 11.95/2.15 ( ^[V_5:$i]: 11.95/2.15 ( X172 @ V_5 ) ) ) ) <=> 11.95/2.15 ( X172 @ X174 ) ) ) ) => 11.95/2.15 ( ( ![X176:$i]: 11.95/2.15 ( ( ( X176 ) != 11.95/2.15 ( emptyset ) ) => 11.95/2.15 ( ?[X178:$i]: 11.95/2.15 ( in @ X178 @ X176 ) ) ) ) => 11.95/2.15 ( ( ![X180:$i, 11.95/2.15 X182:( $i > $o ), 11.95/2.15 X184:$i]: 11.95/2.15 ( ( in @ X184 @ X180 ) => 11.95/2.15 ( ( X182 @ X184 ) => 11.95/2.15 ( ( dsetconstr @ 11.95/2.15 X180 @ 11.95/2.15 ( ^[ 11.95/2.15 V_6:$i]: 11.95/2.15 ( 11.95/2.15 X182 @ V_6 ) ) ) != 11.95/2.15 ( emptyset ) ) ) ) ) => 11.95/2.15 ( ( ![X186:$i]: 11.95/2.15 ( ( ?[X188:$i]: 11.95/2.15 ( in @ 11.95/2.15 X188 @ X186 ) ) => 11.95/2.15 ( ( X186 ) != 11.95/2.15 ( emptyset ) ) ) ) => 11.95/2.15 ( ( ![X190:$i, 11.95/2.15 X192:$i]: 11.95/2.15 ( in @ 11.95/2.15 X190 @ 11.95/2.15 ( setadjoin @ 11.95/2.15 X190 @ X192 ) ) ) => 11.95/2.15 ( ( in @ 11.95/2.15 emptyset @ 11.95/2.15 ( setadjoin @ 11.95/2.15 emptyset @ 11.95/2.15 emptyset ) ) => 11.95/2.15 ( ( ![X194:$i, 11.95/2.15 X196:$i, 11.95/2.15 X198:$i]: 11.95/2.15 ( ( 11.95/2.15 in @ 11.95/2.15 X198 @ 11.95/2.15 X196 ) => 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X198 @ 11.95/2.15 ( 11.95/2.15 setadjoin 11.95/2.15 @ 11.95/2.15 X194 @ 11.95/2.15 X196 ) ) ) ) => 11.95/2.15 ( ( ![ 11.95/2.15 X200:$i, 11.95/2.15 X202:$i, 11.95/2.15 X204:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X204 @ 11.95/2.15 ( 11.95/2.15 setadjoin 11.95/2.15 @ 11.95/2.15 X200 @ 11.95/2.15 X202 ) ) => 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X206:$o]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X204 ) = 11.95/2.15 ( 11.95/2.15 X200 ) ) => 11.95/2.15 ( 11.95/2.15 X206 ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X204 @ 11.95/2.15 X202 ) => 11.95/2.15 ( 11.95/2.15 X206 ) ) => 11.95/2.15 ( 11.95/2.15 X206 ) ) ) ) ) ) => 11.95/2.15 ( ( 11.95/2.15 ![ 11.95/2.15 X208:$i, 11.95/2.15 X210:$i, 11.95/2.15 X212:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X212 @ 11.95/2.15 ( 11.95/2.15 setadjoin 11.95/2.15 @ 11.95/2.15 X208 @ 11.95/2.15 X210 ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X212 @ 11.95/2.15 X210 ) | 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X212 ) = 11.95/2.15 ( 11.95/2.15 X208 ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X214:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 dsetconstr 11.95/2.15 @ 11.95/2.15 X214 @ 11.95/2.15 ( 11.95/2.15 ^[ 11.95/2.15 V_7:$i]: 11.95/2.15 ( 11.95/2.15 $true ) ) ) = 11.95/2.15 ( 11.95/2.15 X214 ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X216:$i, 11.95/2.15 X218:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X220:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X220 @ 11.95/2.15 X218 ) => 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X220 @ 11.95/2.15 X216 ) ) ) => 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X218 @ 11.95/2.15 ( 11.95/2.15 powerset @ 11.95/2.15 X216 ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X222:$i]: 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 emptyset @ 11.95/2.15 ( 11.95/2.15 powerset @ 11.95/2.15 X222 ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X224:$i]: 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 emptyset @ 11.95/2.15 ( 11.95/2.15 powerset @ 11.95/2.15 X224 ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X226:$i, 11.95/2.15 X228:$i, 11.95/2.15 X230:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X228 @ 11.95/2.15 ( 11.95/2.15 powerset @ 11.95/2.15 X226 ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X230 @ 11.95/2.15 X228 ) => 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X230 @ 11.95/2.15 X226 ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X232:$i, 11.95/2.15 X234:$i, 11.95/2.15 X236:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X234 @ 11.95/2.15 X236 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X236 @ 11.95/2.15 X232 ) => 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X234 @ 11.95/2.15 ( 11.95/2.15 setunion @ 11.95/2.15 X232 ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X238:$i, 11.95/2.15 X240:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X240 @ 11.95/2.15 ( 11.95/2.15 setunion @ 11.95/2.15 X238 ) ) => 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X242:$o]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X244:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X240 @ 11.95/2.15 X244 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X244 @ 11.95/2.15 X238 ) => 11.95/2.15 ( 11.95/2.15 X242 ) ) ) ) => 11.95/2.15 ( 11.95/2.15 X242 ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X246:$i, 11.95/2.15 X248:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X248 @ 11.95/2.15 X246 ) => 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X248 @ 11.95/2.15 ( 11.95/2.15 powerset @ 11.95/2.15 ( 11.95/2.15 setunion @ 11.95/2.15 X246 ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X250:( 11.95/2.15 $i > $o )]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ?[ 11.95/2.15 X252:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X250 @ 11.95/2.15 X252 ) & 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X254:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X250 @ 11.95/2.15 X254 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X252 ) = 11.95/2.15 ( 11.95/2.15 X254 ) ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ?[ 11.95/2.15 X256:$i]: 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X258:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X250 @ 11.95/2.15 X258 ) <=> 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X258 ) = 11.95/2.15 ( 11.95/2.15 X256 ) ) ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X260:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X260 ) != 11.95/2.15 ( 11.95/2.15 emptyset ) ) => 11.95/2.15 ( 11.95/2.15 ?[ 11.95/2.15 X262:$i]: 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X262 @ 11.95/2.15 X260 ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X264:$i, 11.95/2.15 X266:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X264 @ 11.95/2.15 ( 11.95/2.15 setadjoin 11.95/2.15 @ 11.95/2.15 X266 @ 11.95/2.15 emptyset ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X264 ) = 11.95/2.15 ( 11.95/2.15 X266 ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X268:$i, 11.95/2.15 X270:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X268 ) != 11.95/2.15 ( 11.95/2.15 X270 ) ) => 11.95/2.15 ( 11.95/2.15 ~( 11.95/2.15 in @ 11.95/2.15 X270 @ 11.95/2.15 ( 11.95/2.15 setadjoin 11.95/2.15 @ 11.95/2.15 X268 @ 11.95/2.15 emptyset ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X272:$i, 11.95/2.15 X274:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X272 ) = 11.95/2.15 ( 11.95/2.15 X274 ) ) => 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X272 @ 11.95/2.15 ( 11.95/2.15 setadjoin 11.95/2.15 @ 11.95/2.15 X274 @ 11.95/2.15 emptyset ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X276:$i, 11.95/2.15 X278:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X276 @ 11.95/2.15 ( 11.95/2.15 setadjoin 11.95/2.15 @ 11.95/2.15 X278 @ 11.95/2.15 emptyset ) ) => 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X278 @ 11.95/2.15 ( 11.95/2.15 setadjoin 11.95/2.15 @ 11.95/2.15 X276 @ 11.95/2.15 emptyset ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X280:$i, 11.95/2.15 X282:$i, 11.95/2.15 X284:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X284 @ 11.95/2.15 ( 11.95/2.15 setadjoin 11.95/2.15 @ 11.95/2.15 X280 @ 11.95/2.15 ( 11.95/2.15 setadjoin 11.95/2.15 @ 11.95/2.15 X282 @ 11.95/2.15 emptyset ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X284 ) = 11.95/2.15 ( 11.95/2.15 X282 ) ) | 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X284 ) = 11.95/2.15 ( 11.95/2.15 X280 ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X286:$i, 11.95/2.15 X288:$i]: 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X286 @ 11.95/2.15 ( 11.95/2.15 setadjoin 11.95/2.15 @ 11.95/2.15 X286 @ 11.95/2.15 ( 11.95/2.15 setadjoin 11.95/2.15 @ 11.95/2.15 X288 @ 11.95/2.15 emptyset ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X290:$i, 11.95/2.15 X292:$i]: 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X292 @ 11.95/2.15 ( 11.95/2.15 setadjoin 11.95/2.15 @ 11.95/2.15 X290 @ 11.95/2.15 ( 11.95/2.15 setadjoin 11.95/2.15 @ 11.95/2.15 X292 @ 11.95/2.15 emptyset ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X294:$i, 11.95/2.15 X296:( 11.95/2.15 $i > $o )]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ?[ 11.95/2.15 X298:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X298 @ 11.95/2.15 X294 ) & 11.95/2.15 ( 11.95/2.15 X296 @ 11.95/2.15 X298 ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 dsetconstr 11.95/2.15 @ 11.95/2.15 X294 @ 11.95/2.15 ( 11.95/2.15 ^[ 11.95/2.15 V_8:$i]: 11.95/2.15 ( 11.95/2.15 X296 @ V_8 ) ) ) = 11.95/2.15 ( 11.95/2.15 emptyset ) ) => 11.95/2.15 ( 11.95/2.15 $false ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X300:( 11.95/2.15 $i > $o ), 11.95/2.15 X302:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X302 @ 11.95/2.15 emptyset ) => 11.95/2.15 ( 11.95/2.15 X300 @ 11.95/2.15 X302 ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X304:$i, 11.95/2.15 X306:( 11.95/2.15 $i > $o )]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ~( 11.95/2.15 ![ 11.95/2.15 X308:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X308 @ 11.95/2.15 X304 ) => 11.95/2.15 ( 11.95/2.15 X306 @ 11.95/2.15 X308 ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ?[ 11.95/2.15 X310:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X310 @ 11.95/2.15 X304 ) & 11.95/2.15 ( 11.95/2.15 ~( 11.95/2.15 X306 @ 11.95/2.15 X310 ) ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X312:$i, 11.95/2.15 X314:( 11.95/2.15 $i > $o )]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X316:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X316 @ 11.95/2.15 X312 ) => 11.95/2.15 ( 11.95/2.15 ~( 11.95/2.15 X314 @ 11.95/2.15 X316 ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ~( 11.95/2.15 ?[ 11.95/2.15 X318:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X318 @ 11.95/2.15 X312 ) & 11.95/2.15 ( 11.95/2.15 X314 @ 11.95/2.15 X318 ) ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X320:$i, 11.95/2.15 X322:( 11.95/2.15 $i > $o )]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ~( 11.95/2.15 ?[ 11.95/2.15 X324:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X324 @ 11.95/2.15 X320 ) & 11.95/2.15 ( 11.95/2.15 X322 @ 11.95/2.15 X324 ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X326:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X326 @ 11.95/2.15 X320 ) => 11.95/2.15 ( 11.95/2.15 ~( 11.95/2.15 X322 @ 11.95/2.15 X326 ) ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X328:$i, 11.95/2.15 X330:( 11.95/2.15 $i > $o )]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ?[ 11.95/2.15 X332:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X332 @ 11.95/2.15 X328 ) & 11.95/2.15 ( 11.95/2.15 ~( 11.95/2.15 X330 @ 11.95/2.15 X332 ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ~( 11.95/2.15 ![ 11.95/2.15 X334:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X334 @ 11.95/2.15 X328 ) => 11.95/2.15 ( 11.95/2.15 X330 @ 11.95/2.15 X334 ) ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X336:$o]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X336 ) => 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 emptyset @ 11.95/2.15 ( 11.95/2.15 prop2set @ 11.95/2.15 X336 ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X338:$o]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X338 ) => 11.95/2.15 ( 11.95/2.15 set2prop @ 11.95/2.15 ( 11.95/2.15 prop2set @ 11.95/2.15 X338 ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X340:$i, 11.95/2.15 X342:( 11.95/2.15 $i > $o )]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ~( 11.95/2.15 ?[ 11.95/2.15 X344:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X344 @ 11.95/2.15 X340 ) & 11.95/2.15 ( 11.95/2.15 X342 @ 11.95/2.15 X344 ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X346:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X346 @ 11.95/2.15 X340 ) => 11.95/2.15 ( 11.95/2.15 ~( 11.95/2.15 X342 @ 11.95/2.15 X346 ) ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X348:$i, 11.95/2.15 X350:( 11.95/2.15 $i > $o )]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ~( 11.95/2.15 ![ 11.95/2.15 X352:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X352 @ 11.95/2.15 X348 ) => 11.95/2.15 ( 11.95/2.15 X350 @ 11.95/2.15 X352 ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ?[ 11.95/2.15 X354:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X354 @ 11.95/2.15 X348 ) & 11.95/2.15 ( 11.95/2.15 ~( 11.95/2.15 X350 @ 11.95/2.15 X354 ) ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X356:( 11.95/2.15 $i > $o )]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ?[ 11.95/2.15 X358:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X356 @ 11.95/2.15 X358 ) & 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X360:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X356 @ 11.95/2.15 X360 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X358 ) = 11.95/2.15 ( 11.95/2.15 X360 ) ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ?[ 11.95/2.15 X362:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X356 @ 11.95/2.15 X362 ) & 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X364:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X356 @ 11.95/2.15 X364 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X362 ) = 11.95/2.15 ( 11.95/2.15 X364 ) ) ) ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X366:( 11.95/2.15 $i > $o )]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ?[ 11.95/2.15 X368:$i]: 11.95/2.15 ( 11.95/2.15 X366 @ 11.95/2.15 X368 ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X370:$i, 11.95/2.15 X372:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X366 @ 11.95/2.15 X370 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X366 @ 11.95/2.15 X372 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X370 ) = 11.95/2.15 ( 11.95/2.15 X372 ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ?[ 11.95/2.15 X374:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X366 @ 11.95/2.15 X374 ) & 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X376:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X366 @ 11.95/2.15 X376 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X374 ) = 11.95/2.15 ( 11.95/2.15 X376 ) ) ) ) ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X378:( 11.95/2.15 $i > $o )]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ?[ 11.95/2.15 X380:$i]: 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X382:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X378 @ 11.95/2.15 X382 ) <=> 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X382 ) = 11.95/2.15 ( 11.95/2.15 X380 ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ?[ 11.95/2.15 X384:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X378 @ 11.95/2.15 X384 ) & 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X386:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X378 @ 11.95/2.15 X386 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X384 ) = 11.95/2.15 ( 11.95/2.15 X386 ) ) ) ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X388:$i, 11.95/2.15 X390:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X388 ) = 11.95/2.15 ( 11.95/2.15 X390 ) ) => 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X392:$i, 11.95/2.15 X394:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X392 ) = 11.95/2.15 ( 11.95/2.15 X394 ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X392 @ 11.95/2.15 X388 ) => 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X394 @ 11.95/2.15 X390 ) ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X396:$i, 11.95/2.15 X398:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X396 ) = 11.95/2.15 ( 11.95/2.15 X398 ) ) => 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X400:$i, 11.95/2.15 X402:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X400 ) = 11.95/2.15 ( 11.95/2.15 X402 ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X400 @ 11.95/2.15 X396 ) <=> 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X402 @ 11.95/2.15 X398 ) ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X404:( 11.95/2.15 $i > $o )]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ?[ 11.95/2.15 X406:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X404 @ 11.95/2.15 X406 ) & 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X408:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X404 @ 11.95/2.15 X408 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X406 ) = 11.95/2.15 ( 11.95/2.15 X408 ) ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X410:$i, 11.95/2.15 X412:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X404 @ 11.95/2.15 X410 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X404 @ 11.95/2.15 X412 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X410 ) = 11.95/2.15 ( 11.95/2.15 X412 ) ) ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X414:( 11.95/2.15 $i > $o ), 11.95/2.15 X416:( 11.95/2.15 $i > $o )]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X418:$i, 11.95/2.15 X420:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X418 ) = 11.95/2.15 ( 11.95/2.15 X420 ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X414 @ 11.95/2.15 X418 ) <=> 11.95/2.15 ( 11.95/2.15 X416 @ 11.95/2.15 X420 ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ?[ 11.95/2.15 X422:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X414 @ 11.95/2.15 X422 ) & 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X424:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X414 @ 11.95/2.15 X424 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X422 ) = 11.95/2.15 ( 11.95/2.15 X424 ) ) ) ) ) ) <=> 11.95/2.15 ( 11.95/2.15 ?[ 11.95/2.15 X426:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X416 @ 11.95/2.15 X426 ) & 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X428:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X416 @ 11.95/2.15 X428 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X426 ) = 11.95/2.15 ( 11.95/2.15 X428 ) ) ) ) ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 emptyset ) = 11.95/2.15 ( 11.95/2.15 emptyset ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X430:$i, 11.95/2.15 X432:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X430 ) = 11.95/2.15 ( 11.95/2.15 X432 ) ) => 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X434:$i, 11.95/2.15 X436:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X434 ) = 11.95/2.15 ( 11.95/2.15 X436 ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setadjoin 11.95/2.15 @ 11.95/2.15 X430 @ 11.95/2.15 X434 ) = 11.95/2.15 ( 11.95/2.15 setadjoin 11.95/2.15 @ 11.95/2.15 X432 @ 11.95/2.15 X436 ) ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X438:$i, 11.95/2.15 X440:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X438 ) = 11.95/2.15 ( 11.95/2.15 X440 ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 powerset @ 11.95/2.15 X438 ) = 11.95/2.15 ( 11.95/2.15 powerset @ 11.95/2.15 X440 ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X442:$i, 11.95/2.15 X444:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X442 ) = 11.95/2.15 ( 11.95/2.15 X444 ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 setunion @ 11.95/2.15 X442 ) = 11.95/2.15 ( 11.95/2.15 setunion @ 11.95/2.15 X444 ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 omega ) = 11.95/2.15 ( 11.95/2.15 omega ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X446:( 11.95/2.15 $i > $o )]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ?[ 11.95/2.15 X448:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X446 @ 11.95/2.15 X448 ) & 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X450:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X446 @ 11.95/2.15 X450 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X448 ) = 11.95/2.15 ( 11.95/2.15 X450 ) ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X452:$i, 11.95/2.15 X454:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X446 @ 11.95/2.15 X452 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X446 @ 11.95/2.15 X454 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X452 ) = 11.95/2.15 ( 11.95/2.15 X454 ) ) ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X456:( 11.95/2.15 $i > $o ), 11.95/2.15 X458:( 11.95/2.15 $i > $o )]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X460:$i, 11.95/2.15 X462:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X460 ) = 11.95/2.15 ( 11.95/2.15 X462 ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X456 @ 11.95/2.15 X460 ) <=> 11.95/2.15 ( 11.95/2.15 X458 @ 11.95/2.15 X462 ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ?[ 11.95/2.15 X464:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X456 @ 11.95/2.15 X464 ) & 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X466:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X456 @ 11.95/2.15 X466 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X464 ) = 11.95/2.15 ( 11.95/2.15 X466 ) ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ?[ 11.95/2.15 X468:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X458 @ 11.95/2.15 X468 ) & 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X470:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X458 @ 11.95/2.15 X470 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X468 ) = 11.95/2.15 ( 11.95/2.15 X470 ) ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 descr @ 11.95/2.15 ( 11.95/2.15 ^[ 11.95/2.15 V_9:$i]: 11.95/2.15 ( 11.95/2.15 X456 @ V_9 ) ) ) = 11.95/2.15 ( 11.95/2.15 descr @ 11.95/2.15 ( 11.95/2.15 ^[ 11.95/2.15 V_10:$i]: 11.95/2.15 ( 11.95/2.15 X458 @ 11.95/2.15 V_10 ) ) ) ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X472:$i, 11.95/2.15 X474:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X472 ) = 11.95/2.15 ( 11.95/2.15 X474 ) ) => 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X476:( 11.95/2.15 $i > $o ), 11.95/2.15 X478:( 11.95/2.15 $i > $o )]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X480:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X480 @ 11.95/2.15 X472 ) => 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X482:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X482 @ 11.95/2.15 X474 ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X480 ) = 11.95/2.15 ( 11.95/2.15 X482 ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X476 @ 11.95/2.15 X480 ) <=> 11.95/2.15 ( 11.95/2.15 X478 @ 11.95/2.15 X482 ) ) ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 dsetconstr 11.95/2.15 @ 11.95/2.15 X472 @ 11.95/2.15 ( 11.95/2.15 ^[ 11.95/2.15 V_11:$i]: 11.95/2.15 ( 11.95/2.15 X476 @ 11.95/2.15 V_11 ) ) ) = 11.95/2.15 ( 11.95/2.15 dsetconstr 11.95/2.15 @ 11.95/2.15 X474 @ 11.95/2.15 ( 11.95/2.15 ^[ 11.95/2.15 V_12:$i]: 11.95/2.15 ( 11.95/2.15 X478 @ 11.95/2.15 V_12 ) ) ) ) ) ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X484:$i, 11.95/2.15 X486:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X488:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X488 @ 11.95/2.15 X484 ) => 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X488 @ 11.95/2.15 X486 ) ) ) => 11.95/2.15 ( 11.95/2.15 subset @ 11.95/2.15 X484 @ 11.95/2.15 X486 ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X490:$i, 11.95/2.15 X492:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X490 ) = 11.95/2.15 ( 11.95/2.15 X492 ) ) => 11.95/2.15 ( 11.95/2.15 subset @ 11.95/2.15 X492 @ 11.95/2.15 X490 ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X494:$i, 11.95/2.15 X496:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 X494 ) = 11.95/2.15 ( 11.95/2.15 X496 ) ) => 11.95/2.15 ( 11.95/2.15 subset @ 11.95/2.15 X494 @ 11.95/2.15 X496 ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X498:$i, 11.95/2.15 X500:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X502:$i]: 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X502 @ 11.95/2.15 X498 ) => 11.95/2.15 ( 11.95/2.15 in @ 11.95/2.15 X502 @ 11.95/2.15 X500 ) ) ) => 11.95/2.15 ( 11.95/2.15 subset @ 11.95/2.15 X498 @ 11.95/2.15 X500 ) ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.15 X504:$i]: 11.95/2.15 ( 11.95/2.15 subset @ 11.95/2.15 emptyset @ 11.95/2.15 X504 ) ) => 11.95/2.15 ( 11.95/2.15 ( 11.95/2.15 ![ 11.95/2.16 X506:$i, 11.95/2.16 X508:$i, 11.95/2.16 X510:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X506 @ 11.95/2.16 X508 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X510 @ 11.95/2.16 X506 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X510 @ 11.95/2.16 X508 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X512:$i, 11.95/2.16 X514:$i, 11.95/2.16 X516:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X512 @ 11.95/2.16 X514 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 in @ 11.95/2.16 X516 @ 11.95/2.16 X514 ) ) => 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 in @ 11.95/2.16 X516 @ 11.95/2.16 X512 ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X518:$i, 11.95/2.16 X520:$i, 11.95/2.16 X522:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X522 @ 11.95/2.16 X518 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 in @ 11.95/2.16 X522 @ 11.95/2.16 X520 ) ) => 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 subset @ 11.95/2.16 X518 @ 11.95/2.16 X520 ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X524:$i, 11.95/2.16 X526:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 subset @ 11.95/2.16 X524 @ 11.95/2.16 X526 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X524 ) != 11.95/2.16 ( 11.95/2.16 X526 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X528:$i, 11.95/2.16 X530:$i, 11.95/2.16 X532:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X532 @ 11.95/2.16 X528 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 in @ 11.95/2.16 X532 @ 11.95/2.16 X530 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X528 ) != 11.95/2.16 ( 11.95/2.16 X530 ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X534:$i]: 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X534 @ 11.95/2.16 X534 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X536:$i, 11.95/2.16 X538:$i, 11.95/2.16 X540:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X536 @ 11.95/2.16 X538 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X538 @ 11.95/2.16 X540 ) => 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X536 @ 11.95/2.16 X540 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X542:$i, 11.95/2.16 X544:$i]: 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X544 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X542 @ 11.95/2.16 X544 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X546:$i, 11.95/2.16 X548:$i, 11.95/2.16 X550:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X546 @ 11.95/2.16 X550 ) => 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X546 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X548 @ 11.95/2.16 X550 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X552:$i, 11.95/2.16 X554:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X552 @ 11.95/2.16 X554 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X552 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X554 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X556:$i, 11.95/2.16 X558:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X556 @ 11.95/2.16 X558 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X558 @ 11.95/2.16 X556 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X556 ) = 11.95/2.16 ( 11.95/2.16 X558 ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X560:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X560 @ 11.95/2.16 emptyset ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X560 ) = 11.95/2.16 ( 11.95/2.16 emptyset ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X562:$i, 11.95/2.16 X564:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X564 @ 11.95/2.16 X562 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X564 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X562 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X566:$i, 11.95/2.16 X568:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X568 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X566 ) ) => 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X568 @ 11.95/2.16 X566 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X570:$i]: 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X570 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X570 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X572:$i, 11.95/2.16 X574:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X572 @ 11.95/2.16 X574 ) => 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X572 ) @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X574 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X576:$i, 11.95/2.16 X578:( 11.95/2.16 $i > $o )]: 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 dsetconstr 11.95/2.16 @ 11.95/2.16 X576 @ 11.95/2.16 ( 11.95/2.16 ^[ 11.95/2.16 V_13:$i]: 11.95/2.16 ( 11.95/2.16 X578 @ 11.95/2.16 V_13 ) ) ) @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X576 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X580:$i, 11.95/2.16 X582:( 11.95/2.16 $i > $o )]: 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 ( 11.95/2.16 dsetconstr 11.95/2.16 @ 11.95/2.16 X580 @ 11.95/2.16 ( 11.95/2.16 ^[ 11.95/2.16 V_14:$i]: 11.95/2.16 ( 11.95/2.16 X582 @ 11.95/2.16 V_14 ) ) ) @ 11.95/2.16 X580 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X584:$i, 11.95/2.16 X586:$i, 11.95/2.16 X588:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X588 @ 11.95/2.16 X584 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X588 @ 11.95/2.16 ( 11.95/2.16 binunion @ 11.95/2.16 X584 @ 11.95/2.16 X586 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X590:$i, 11.95/2.16 X592:$i]: 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X592 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X590 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X592 @ 11.95/2.16 emptyset ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X594:$i, 11.95/2.16 X596:$i, 11.95/2.16 X598:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X598 @ 11.95/2.16 X596 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X598 @ 11.95/2.16 ( 11.95/2.16 binunion @ 11.95/2.16 X594 @ 11.95/2.16 X596 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X600:$i, 11.95/2.16 X602:$i, 11.95/2.16 X604:$i, 11.95/2.16 X606:$o]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X604 @ 11.95/2.16 ( 11.95/2.16 binunion @ 11.95/2.16 X600 @ 11.95/2.16 X602 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X604 @ 11.95/2.16 X600 ) => 11.95/2.16 ( 11.95/2.16 X606 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X604 @ 11.95/2.16 X602 ) => 11.95/2.16 ( 11.95/2.16 X606 ) ) => 11.95/2.16 ( 11.95/2.16 X606 ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X608:$i, 11.95/2.16 X610:$i, 11.95/2.16 X612:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X612 @ 11.95/2.16 ( 11.95/2.16 binunion @ 11.95/2.16 X608 @ 11.95/2.16 X610 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X612 @ 11.95/2.16 X610 ) | 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X612 @ 11.95/2.16 X608 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X614:$i, 11.95/2.16 X616:$i]: 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X614 @ 11.95/2.16 ( 11.95/2.16 binunion @ 11.95/2.16 X614 @ 11.95/2.16 X616 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X618:$i, 11.95/2.16 X620:$i]: 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X620 @ 11.95/2.16 ( 11.95/2.16 binunion @ 11.95/2.16 X618 @ 11.95/2.16 X620 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X622:$i, 11.95/2.16 X624:$i, 11.95/2.16 X626:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X626 @ 11.95/2.16 X622 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X626 @ 11.95/2.16 X624 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X626 @ 11.95/2.16 ( 11.95/2.16 binintersect 11.95/2.16 @ 11.95/2.16 X622 @ 11.95/2.16 X624 ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X628:$i, 11.95/2.16 X630:$i, 11.95/2.16 X632:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X632 @ 11.95/2.16 X628 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X632 @ 11.95/2.16 X630 ) => 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X632 @ 11.95/2.16 ( 11.95/2.16 binintersect 11.95/2.16 @ 11.95/2.16 X628 @ 11.95/2.16 X630 ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X634:$i, 11.95/2.16 X636:$i, 11.95/2.16 X638:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X638 @ 11.95/2.16 ( 11.95/2.16 binintersect 11.95/2.16 @ 11.95/2.16 X634 @ 11.95/2.16 X636 ) ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X638 @ 11.95/2.16 X634 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X640:$i, 11.95/2.16 X642:$i]: 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 ( 11.95/2.16 binintersect 11.95/2.16 @ 11.95/2.16 X640 @ 11.95/2.16 X642 ) @ 11.95/2.16 X640 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X644:$i, 11.95/2.16 X646:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X644 @ 11.95/2.16 X646 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 binintersect 11.95/2.16 @ 11.95/2.16 X644 @ 11.95/2.16 X646 ) = 11.95/2.16 ( 11.95/2.16 X644 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X648:$i, 11.95/2.16 X650:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 binintersect 11.95/2.16 @ 11.95/2.16 X648 @ 11.95/2.16 X650 ) = 11.95/2.16 ( 11.95/2.16 X650 ) ) => 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X650 @ 11.95/2.16 X648 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X652:$i, 11.95/2.16 X654:$i, 11.95/2.16 X656:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X656 @ 11.95/2.16 ( 11.95/2.16 binintersect 11.95/2.16 @ 11.95/2.16 X652 @ 11.95/2.16 X654 ) ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X656 @ 11.95/2.16 X654 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X658:$i, 11.95/2.16 X660:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 ?[ 11.95/2.16 X662:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X662 @ 11.95/2.16 X658 ) & 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X662 @ 11.95/2.16 X660 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 binintersect 11.95/2.16 @ 11.95/2.16 X658 @ 11.95/2.16 X660 ) = 11.95/2.16 ( 11.95/2.16 emptyset ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X664:$i, 11.95/2.16 X666:$i]: 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 ( 11.95/2.16 binintersect 11.95/2.16 @ 11.95/2.16 X664 @ 11.95/2.16 X666 ) @ 11.95/2.16 X666 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X668:$i, 11.95/2.16 X670:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X670 @ 11.95/2.16 X668 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 binintersect 11.95/2.16 @ 11.95/2.16 X668 @ 11.95/2.16 X670 ) = 11.95/2.16 ( 11.95/2.16 X670 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X672:$i, 11.95/2.16 X674:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 binintersect 11.95/2.16 @ 11.95/2.16 X672 @ 11.95/2.16 X674 ) = 11.95/2.16 ( 11.95/2.16 X672 ) ) => 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X672 @ 11.95/2.16 X674 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X676:$i, 11.95/2.16 X678:$i, 11.95/2.16 X680:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 binintersect 11.95/2.16 @ 11.95/2.16 X676 @ 11.95/2.16 ( 11.95/2.16 binunion @ 11.95/2.16 X678 @ 11.95/2.16 X680 ) ) = 11.95/2.16 ( 11.95/2.16 binunion @ 11.95/2.16 ( 11.95/2.16 binintersect 11.95/2.16 @ 11.95/2.16 X676 @ 11.95/2.16 X678 ) @ 11.95/2.16 ( 11.95/2.16 binintersect 11.95/2.16 @ 11.95/2.16 X676 @ 11.95/2.16 X680 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X682:$i, 11.95/2.16 X684:$i, 11.95/2.16 X686:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X686 @ 11.95/2.16 X682 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 in @ 11.95/2.16 X686 @ 11.95/2.16 X684 ) ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X686 @ 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X682 @ 11.95/2.16 X684 ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X688:$i, 11.95/2.16 X690:$i, 11.95/2.16 X692:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X692 @ 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X688 @ 11.95/2.16 X690 ) ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X692 @ 11.95/2.16 X688 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X694:$i, 11.95/2.16 X696:$i, 11.95/2.16 X698:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X698 @ 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X694 @ 11.95/2.16 X696 ) ) => 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 in @ 11.95/2.16 X698 @ 11.95/2.16 X696 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X700:$i, 11.95/2.16 X702:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X700 @ 11.95/2.16 X702 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X700 @ 11.95/2.16 X702 ) = 11.95/2.16 ( 11.95/2.16 emptyset ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X704:$i, 11.95/2.16 X706:$i, 11.95/2.16 X708:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 in @ 11.95/2.16 X708 @ 11.95/2.16 ( 11.95/2.16 setminus 11.95/2.16 @ 11.95/2.16 X704 @ 11.95/2.16 X706 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X708 @ 11.95/2.16 X704 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X708 @ 11.95/2.16 X706 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X710:$i, 11.95/2.16 X712:$i, 11.95/2.16 X714:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 in @ 11.95/2.16 X714 @ 11.95/2.16 ( 11.95/2.16 setminus 11.95/2.16 @ 11.95/2.16 X710 @ 11.95/2.16 X712 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 in @ 11.95/2.16 X714 @ 11.95/2.16 X712 ) ) => 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 in @ 11.95/2.16 X714 @ 11.95/2.16 X710 ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X716:$i, 11.95/2.16 X718:$i, 11.95/2.16 X720:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 in @ 11.95/2.16 X720 @ 11.95/2.16 X716 ) ) => 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 in @ 11.95/2.16 X720 @ 11.95/2.16 ( 11.95/2.16 setminus 11.95/2.16 @ 11.95/2.16 X716 @ 11.95/2.16 X718 ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X722:$i, 11.95/2.16 X724:$i, 11.95/2.16 X726:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X726 @ 11.95/2.16 X724 ) => 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 in @ 11.95/2.16 X726 @ 11.95/2.16 ( 11.95/2.16 setminus 11.95/2.16 @ 11.95/2.16 X722 @ 11.95/2.16 X724 ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X728:$i, 11.95/2.16 X730:$i]: 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X728 @ 11.95/2.16 X730 ) @ 11.95/2.16 X728 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X732:$i, 11.95/2.16 X734:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X732 @ 11.95/2.16 X734 ) = 11.95/2.16 ( 11.95/2.16 emptyset ) ) => 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X732 @ 11.95/2.16 X734 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X736:$i, 11.95/2.16 X738:$i, 11.95/2.16 X740:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X740 @ 11.95/2.16 ( 11.95/2.16 symdiff @ 11.95/2.16 X736 @ 11.95/2.16 X738 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X742:$o]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X740 @ 11.95/2.16 X736 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 in @ 11.95/2.16 X740 @ 11.95/2.16 X738 ) ) => 11.95/2.16 ( 11.95/2.16 X742 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 in @ 11.95/2.16 X740 @ 11.95/2.16 X736 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X740 @ 11.95/2.16 X738 ) => 11.95/2.16 ( 11.95/2.16 X742 ) ) ) => 11.95/2.16 ( 11.95/2.16 X742 ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X744:$i, 11.95/2.16 X746:$i, 11.95/2.16 X748:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X748 @ 11.95/2.16 X744 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 in @ 11.95/2.16 X748 @ 11.95/2.16 X746 ) ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X748 @ 11.95/2.16 ( 11.95/2.16 symdiff @ 11.95/2.16 X744 @ 11.95/2.16 X746 ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X750:$i, 11.95/2.16 X752:$i, 11.95/2.16 X754:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 in @ 11.95/2.16 X754 @ 11.95/2.16 X750 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X754 @ 11.95/2.16 X752 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X754 @ 11.95/2.16 ( 11.95/2.16 symdiff @ 11.95/2.16 X750 @ 11.95/2.16 X752 ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X756:$i, 11.95/2.16 X758:$i, 11.95/2.16 X760:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X760 @ 11.95/2.16 X756 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X760 @ 11.95/2.16 X758 ) => 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 in @ 11.95/2.16 X760 @ 11.95/2.16 ( 11.95/2.16 symdiff @ 11.95/2.16 X756 @ 11.95/2.16 X758 ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X762:$i, 11.95/2.16 X764:$i, 11.95/2.16 X766:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 in @ 11.95/2.16 X766 @ 11.95/2.16 X762 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 in @ 11.95/2.16 X766 @ 11.95/2.16 X764 ) ) => 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 in @ 11.95/2.16 X766 @ 11.95/2.16 ( 11.95/2.16 symdiff @ 11.95/2.16 X762 @ 11.95/2.16 X764 ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X768:$i, 11.95/2.16 X770:$i]: 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X770 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X768 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X770 @ 11.95/2.16 emptyset ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X772:$i, 11.95/2.16 X774:$i]: 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X772 @ 11.95/2.16 ( 11.95/2.16 setunion @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X772 @ 11.95/2.16 emptyset ) @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X772 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X774 @ 11.95/2.16 emptyset ) ) @ 11.95/2.16 emptyset ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X776:$i, 11.95/2.16 X778:$i]: 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X778 @ 11.95/2.16 ( 11.95/2.16 setunion @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X776 @ 11.95/2.16 emptyset ) @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X776 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X778 @ 11.95/2.16 emptyset ) ) @ 11.95/2.16 emptyset ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X780:$i, 11.95/2.16 X782:$i]: 11.95/2.16 ( 11.95/2.16 iskpair @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X780 @ 11.95/2.16 emptyset ) @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X780 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X782 @ 11.95/2.16 emptyset ) ) @ 11.95/2.16 emptyset ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X784:$i, 11.95/2.16 X786:$i]: 11.95/2.16 ( 11.95/2.16 iskpair @ 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X784 @ 11.95/2.16 X786 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X788:$i, 11.95/2.16 X790:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X790 @ 11.95/2.16 X788 ) => 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X790 @ 11.95/2.16 emptyset ) @ 11.95/2.16 X788 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X792:$i, 11.95/2.16 X794:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X794 @ 11.95/2.16 X792 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X794 @ 11.95/2.16 emptyset ) @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X792 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X796:$i, 11.95/2.16 X798:$i, 11.95/2.16 X800:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X800 @ 11.95/2.16 X796 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X800 @ 11.95/2.16 emptyset ) @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 ( 11.95/2.16 binunion @ 11.95/2.16 X796 @ 11.95/2.16 X798 ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X802:$i, 11.95/2.16 X804:$i, 11.95/2.16 X806:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X806 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X802 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X804 @ 11.95/2.16 emptyset ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X806 ) = 11.95/2.16 ( 11.95/2.16 X804 ) ) | 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X806 ) = 11.95/2.16 ( 11.95/2.16 X802 ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X808:$i, 11.95/2.16 X810:$i, 11.95/2.16 X812:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X812 @ 11.95/2.16 X808 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X814:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X814 @ 11.95/2.16 X810 ) => 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X812 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X814 @ 11.95/2.16 emptyset ) ) @ 11.95/2.16 ( 11.95/2.16 binunion @ 11.95/2.16 X808 @ 11.95/2.16 X810 ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X816:$i, 11.95/2.16 X818:$i, 11.95/2.16 X820:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X820 @ 11.95/2.16 X816 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X822:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X822 @ 11.95/2.16 X818 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X820 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X822 @ 11.95/2.16 emptyset ) ) @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 ( 11.95/2.16 binunion @ 11.95/2.16 X816 @ 11.95/2.16 X818 ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X824:$i, 11.95/2.16 X826:$i, 11.95/2.16 X828:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X828 @ 11.95/2.16 X824 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X830:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X830 @ 11.95/2.16 X826 ) => 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X828 @ 11.95/2.16 emptyset ) @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X828 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X830 @ 11.95/2.16 emptyset ) ) @ 11.95/2.16 emptyset ) ) @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 ( 11.95/2.16 binunion @ 11.95/2.16 X824 @ 11.95/2.16 X826 ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X832:$i, 11.95/2.16 X834:$i, 11.95/2.16 X836:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X836 @ 11.95/2.16 X832 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X838:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X838 @ 11.95/2.16 X834 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X836 @ 11.95/2.16 emptyset ) @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X836 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X838 @ 11.95/2.16 emptyset ) ) @ 11.95/2.16 emptyset ) ) @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 ( 11.95/2.16 binunion @ 11.95/2.16 X832 @ 11.95/2.16 X834 ) ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X840:$i, 11.95/2.16 X842:$i, 11.95/2.16 X844:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X844 @ 11.95/2.16 X840 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X846:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X846 @ 11.95/2.16 X842 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X844 @ 11.95/2.16 X846 ) @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 ( 11.95/2.16 binunion @ 11.95/2.16 X840 @ 11.95/2.16 X842 ) ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X848:$i, 11.95/2.16 X850:$i, 11.95/2.16 X852:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X852 @ 11.95/2.16 X848 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X854:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X854 @ 11.95/2.16 X850 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X852 @ 11.95/2.16 X854 ) @ 11.95/2.16 ( 11.95/2.16 cartprod @ 11.95/2.16 X848 @ 11.95/2.16 X850 ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X856:$i, 11.95/2.16 X858:$i, 11.95/2.16 X860:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X860 @ 11.95/2.16 ( 11.95/2.16 cartprod @ 11.95/2.16 X856 @ 11.95/2.16 X858 ) ) => 11.95/2.16 ( 11.95/2.16 ?[ 11.95/2.16 X862:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X862 @ 11.95/2.16 X856 ) & 11.95/2.16 ( 11.95/2.16 ?[ 11.95/2.16 X864:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X864 @ 11.95/2.16 X858 ) & 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X860 ) = 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X862 @ 11.95/2.16 X864 ) ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X866:$i, 11.95/2.16 X868:$i, 11.95/2.16 X870:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X870 @ 11.95/2.16 ( 11.95/2.16 cartprod @ 11.95/2.16 X866 @ 11.95/2.16 X868 ) ) => 11.95/2.16 ( 11.95/2.16 iskpair @ 11.95/2.16 X870 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X872:$i, 11.95/2.16 X874:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X874 @ 11.95/2.16 ( 11.95/2.16 setunion @ 11.95/2.16 X872 ) ) => 11.95/2.16 ( 11.95/2.16 ?[ 11.95/2.16 X876:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X876 @ 11.95/2.16 X872 ) & 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X874 @ 11.95/2.16 X876 ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X878:$i]: 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 ( 11.95/2.16 setunion @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X878 @ 11.95/2.16 emptyset ) ) @ 11.95/2.16 X878 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X880:$i]: 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X880 @ 11.95/2.16 ( 11.95/2.16 setunion @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X880 @ 11.95/2.16 emptyset ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X882:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 setunion @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X882 @ 11.95/2.16 emptyset ) ) = 11.95/2.16 ( 11.95/2.16 X882 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X884:$i, 11.95/2.16 X886:( 11.95/2.16 $i > $o )]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X888:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X888 @ 11.95/2.16 X884 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X890:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X890 @ 11.95/2.16 X884 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X886 @ 11.95/2.16 X888 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X886 @ 11.95/2.16 X890 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X888 ) = 11.95/2.16 ( 11.95/2.16 X890 ) ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ?[ 11.95/2.16 X892:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X892 @ 11.95/2.16 X884 ) & 11.95/2.16 ( 11.95/2.16 X886 @ 11.95/2.16 X892 ) ) ) => 11.95/2.16 ( 11.95/2.16 singleton 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 dsetconstr 11.95/2.16 @ 11.95/2.16 X884 @ 11.95/2.16 ( 11.95/2.16 ^[ 11.95/2.16 V_15:$i]: 11.95/2.16 ( 11.95/2.16 X886 @ 11.95/2.16 V_15 ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X894:$i, 11.95/2.16 X896:( 11.95/2.16 $i > $o )]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 singleton 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 dsetconstr 11.95/2.16 @ 11.95/2.16 X894 @ 11.95/2.16 ( 11.95/2.16 ^[ 11.95/2.16 V_16:$i]: 11.95/2.16 ( 11.95/2.16 X896 @ 11.95/2.16 V_16 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ?[ 11.95/2.16 X898:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X898 @ 11.95/2.16 X894 ) & 11.95/2.16 ( 11.95/2.16 X896 @ 11.95/2.16 X898 ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X900:$i, 11.95/2.16 X902:( 11.95/2.16 $i > $o ), 11.95/2.16 X904:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X904 @ 11.95/2.16 X900 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X902 @ 11.95/2.16 X904 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X906:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X906 @ 11.95/2.16 X900 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X902 @ 11.95/2.16 X906 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X906 ) = 11.95/2.16 ( 11.95/2.16 X904 ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 singleton 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 dsetconstr 11.95/2.16 @ 11.95/2.16 X900 @ 11.95/2.16 ( 11.95/2.16 ^[ 11.95/2.16 V_17:$i]: 11.95/2.16 ( 11.95/2.16 X902 @ 11.95/2.16 V_17 ) ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X908:$i, 11.95/2.16 X910:( 11.95/2.16 $i > $o )]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X912:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X912 @ 11.95/2.16 X908 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X914:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X914 @ 11.95/2.16 X908 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X910 @ 11.95/2.16 X912 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X910 @ 11.95/2.16 X914 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X912 ) = 11.95/2.16 ( 11.95/2.16 X914 ) ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ?[ 11.95/2.16 X916:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X916 @ 11.95/2.16 X908 ) & 11.95/2.16 ( 11.95/2.16 X910 @ 11.95/2.16 X916 ) ) ) => 11.95/2.16 ( 11.95/2.16 singleton 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 dsetconstr 11.95/2.16 @ 11.95/2.16 X908 @ 11.95/2.16 ( 11.95/2.16 ^[ 11.95/2.16 V_18:$i]: 11.95/2.16 ( 11.95/2.16 X910 @ 11.95/2.16 V_18 ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X918:$i, 11.95/2.16 X920:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X918 @ 11.95/2.16 emptyset ) = 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X920 @ 11.95/2.16 emptyset ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X918 ) = 11.95/2.16 ( 11.95/2.16 X920 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X922:$i, 11.95/2.16 X924:$i, 11.95/2.16 X926:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X926 @ 11.95/2.16 emptyset ) @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X922 @ 11.95/2.16 emptyset ) @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X922 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X924 @ 11.95/2.16 emptyset ) ) @ 11.95/2.16 emptyset ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X922 ) = 11.95/2.16 ( 11.95/2.16 X926 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X928:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 iskpair @ 11.95/2.16 X928 ) => 11.95/2.16 ( 11.95/2.16 singleton 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 dsetconstr 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 setunion @ 11.95/2.16 X928 ) @ 11.95/2.16 ( 11.95/2.16 ^[ 11.95/2.16 V_19:$i]: 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 V_19 @ 11.95/2.16 emptyset ) @ 11.95/2.16 X928 ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X930:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 singleton 11.95/2.16 @ 11.95/2.16 X930 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 setunion @ 11.95/2.16 X930 ) @ 11.95/2.16 X930 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X932:$i, 11.95/2.16 X934:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 kfst @ 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X932 @ 11.95/2.16 X934 ) ) = 11.95/2.16 ( 11.95/2.16 X932 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X936:$i, 11.95/2.16 X938:$i, 11.95/2.16 X940:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X940 @ 11.95/2.16 ( 11.95/2.16 cartprod @ 11.95/2.16 X936 @ 11.95/2.16 X938 ) ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 kfst @ 11.95/2.16 X940 ) @ 11.95/2.16 X936 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X942:$i, 11.95/2.16 X944:$i, 11.95/2.16 X946:$i, 11.95/2.16 X948:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X942 @ 11.95/2.16 emptyset ) @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X942 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X944 @ 11.95/2.16 emptyset ) ) @ 11.95/2.16 emptyset ) ) = 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X946 @ 11.95/2.16 emptyset ) @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X946 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X948 @ 11.95/2.16 emptyset ) ) @ 11.95/2.16 emptyset ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X942 ) = 11.95/2.16 ( 11.95/2.16 X946 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X950:$i, 11.95/2.16 X952:$i, 11.95/2.16 X954:$i, 11.95/2.16 X956:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X950 @ 11.95/2.16 X952 ) = 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X954 @ 11.95/2.16 X956 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X950 ) = 11.95/2.16 ( 11.95/2.16 X954 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X958:$i, 11.95/2.16 X960:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X958 ) = 11.95/2.16 ( 11.95/2.16 X960 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X958 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X960 @ 11.95/2.16 emptyset ) ) = 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X958 @ 11.95/2.16 emptyset ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X962:$i, 11.95/2.16 X964:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X962 ) = 11.95/2.16 ( 11.95/2.16 X964 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X962 @ 11.95/2.16 emptyset ) @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X962 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X964 @ 11.95/2.16 emptyset ) ) @ 11.95/2.16 emptyset ) ) = 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X962 @ 11.95/2.16 emptyset ) @ 11.95/2.16 emptyset ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X966:$i, 11.95/2.16 X968:$i, 11.95/2.16 X970:$i, 11.95/2.16 X972:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X966 @ 11.95/2.16 emptyset ) @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X966 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X968 @ 11.95/2.16 emptyset ) ) @ 11.95/2.16 emptyset ) ) = 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X970 @ 11.95/2.16 emptyset ) @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X970 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X972 @ 11.95/2.16 emptyset ) ) @ 11.95/2.16 emptyset ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X970 ) = 11.95/2.16 ( 11.95/2.16 X972 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X968 ) = 11.95/2.16 ( 11.95/2.16 X972 ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X974:$i, 11.95/2.16 X976:$i, 11.95/2.16 X978:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X974 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X976 @ 11.95/2.16 emptyset ) ) = 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X978 @ 11.95/2.16 emptyset ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X974 ) = 11.95/2.16 ( 11.95/2.16 X976 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X980:$i, 11.95/2.16 X982:$i, 11.95/2.16 X984:$i, 11.95/2.16 X986:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X980 @ 11.95/2.16 emptyset ) @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X980 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X982 @ 11.95/2.16 emptyset ) ) @ 11.95/2.16 emptyset ) ) = 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X984 @ 11.95/2.16 emptyset ) @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X984 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X986 @ 11.95/2.16 emptyset ) ) @ 11.95/2.16 emptyset ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X982 ) = 11.95/2.16 ( 11.95/2.16 X986 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X988:$i, 11.95/2.16 X990:$i, 11.95/2.16 X992:$i, 11.95/2.16 X994:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X988 @ 11.95/2.16 X990 ) = 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X992 @ 11.95/2.16 X994 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X990 ) = 11.95/2.16 ( 11.95/2.16 X994 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X996:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 iskpair @ 11.95/2.16 X996 ) => 11.95/2.16 ( 11.95/2.16 singleton 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 dsetconstr 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 setunion @ 11.95/2.16 X996 ) @ 11.95/2.16 ( 11.95/2.16 ^[ 11.95/2.16 V_20:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X996 ) = 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 ( 11.95/2.16 kfst @ 11.95/2.16 X996 ) @ 11.95/2.16 V_20 ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X998:$i, 11.95/2.16 X1000:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ksnd @ 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X998 @ 11.95/2.16 X1000 ) ) = 11.95/2.16 ( 11.95/2.16 X1000 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1002:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 iskpair @ 11.95/2.16 X1002 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 ( 11.95/2.16 kfst @ 11.95/2.16 X1002 ) @ 11.95/2.16 ( 11.95/2.16 ksnd @ 11.95/2.16 X1002 ) ) = 11.95/2.16 ( 11.95/2.16 X1002 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1004:$i, 11.95/2.16 X1006:$i, 11.95/2.16 X1008:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1008 @ 11.95/2.16 ( 11.95/2.16 cartprod @ 11.95/2.16 X1004 @ 11.95/2.16 X1006 ) ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 ksnd @ 11.95/2.16 X1008 ) @ 11.95/2.16 X1006 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1010:$i, 11.95/2.16 X1012:$i, 11.95/2.16 X1014:$i, 11.95/2.16 X1016:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X1014 @ 11.95/2.16 X1016 ) @ 11.95/2.16 ( 11.95/2.16 cartprod @ 11.95/2.16 X1010 @ 11.95/2.16 X1012 ) ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1014 @ 11.95/2.16 X1010 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1018:$i, 11.95/2.16 X1020:$i, 11.95/2.16 X1022:$i, 11.95/2.16 X1024:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X1022 @ 11.95/2.16 X1024 ) @ 11.95/2.16 ( 11.95/2.16 cartprod @ 11.95/2.16 X1018 @ 11.95/2.16 X1020 ) ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1024 @ 11.95/2.16 X1020 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1026:$i, 11.95/2.16 X1028:$i, 11.95/2.16 X1030:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1030 @ 11.95/2.16 X1026 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1032:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1032 @ 11.95/2.16 X1028 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X1030 @ 11.95/2.16 X1032 ) = 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X1030 @ 11.95/2.16 X1032 ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1034:$i, 11.95/2.16 X1036:$i, 11.95/2.16 X1038:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1038 @ 11.95/2.16 X1034 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1040:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1040 @ 11.95/2.16 X1036 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 kfst @ 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X1038 @ 11.95/2.16 X1040 ) ) = 11.95/2.16 ( 11.95/2.16 X1038 ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1042:$i, 11.95/2.16 X1044:$i, 11.95/2.16 X1046:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1046 @ 11.95/2.16 X1042 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1048:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1048 @ 11.95/2.16 X1044 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ksnd @ 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X1046 @ 11.95/2.16 X1048 ) ) = 11.95/2.16 ( 11.95/2.16 X1048 ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1050:$i, 11.95/2.16 X1052:$i, 11.95/2.16 X1054:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1054 @ 11.95/2.16 ( 11.95/2.16 cartprod @ 11.95/2.16 X1050 @ 11.95/2.16 X1052 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 ( 11.95/2.16 kfst @ 11.95/2.16 X1054 ) @ 11.95/2.16 ( 11.95/2.16 ksnd @ 11.95/2.16 X1054 ) ) = 11.95/2.16 ( 11.95/2.16 X1054 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1056:$i, 11.95/2.16 X1058:$i, 11.95/2.16 X1060:( 11.95/2.16 $i > $i > 11.95/2.16 $o ), 11.95/2.16 X1062:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1062 @ 11.95/2.16 X1056 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1064:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1064 @ 11.95/2.16 X1058 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X1060 @ 11.95/2.16 X1062 @ 11.95/2.16 X1064 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X1062 @ 11.95/2.16 X1064 ) @ 11.95/2.16 ( 11.95/2.16 dpsetconstr 11.95/2.16 @ 11.95/2.16 X1056 @ 11.95/2.16 X1058 @ 11.95/2.16 ( 11.95/2.16 ^[ 11.95/2.16 V_21:$i, 11.95/2.16 V_22:$i]: 11.95/2.16 ( 11.95/2.16 X1060 @ 11.95/2.16 V_21 @ 11.95/2.16 V_22 ) ) ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1066:$i, 11.95/2.16 X1068:$i, 11.95/2.16 X1070:( 11.95/2.16 $i > $i > 11.95/2.16 $o )]: 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 ( 11.95/2.16 dpsetconstr 11.95/2.16 @ 11.95/2.16 X1066 @ 11.95/2.16 X1068 @ 11.95/2.16 ( 11.95/2.16 ^[ 11.95/2.16 V_23:$i, 11.95/2.16 V_24:$i]: 11.95/2.16 ( 11.95/2.16 X1070 @ 11.95/2.16 V_23 @ 11.95/2.16 V_24 ) ) ) @ 11.95/2.16 ( 11.95/2.16 cartprod @ 11.95/2.16 X1066 @ 11.95/2.16 X1068 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1072:$i, 11.95/2.16 X1074:$i, 11.95/2.16 X1076:( 11.95/2.16 $i > $i > 11.95/2.16 $o )]: 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 ( 11.95/2.16 dpsetconstr 11.95/2.16 @ 11.95/2.16 X1072 @ 11.95/2.16 X1074 @ 11.95/2.16 ( 11.95/2.16 ^[ 11.95/2.16 V_25:$i, 11.95/2.16 V_26:$i]: 11.95/2.16 ( 11.95/2.16 X1076 @ 11.95/2.16 V_25 @ 11.95/2.16 V_26 ) ) ) @ 11.95/2.16 ( 11.95/2.16 cartprod @ 11.95/2.16 X1072 @ 11.95/2.16 X1074 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1078:$i, 11.95/2.16 X1080:$i, 11.95/2.16 X1082:( 11.95/2.16 $i > $i > 11.95/2.16 $o ), 11.95/2.16 X1084:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1084 @ 11.95/2.16 X1078 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1086:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1086 @ 11.95/2.16 X1080 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X1084 @ 11.95/2.16 X1086 ) @ 11.95/2.16 ( 11.95/2.16 dpsetconstr 11.95/2.16 @ 11.95/2.16 X1078 @ 11.95/2.16 X1080 @ 11.95/2.16 ( 11.95/2.16 ^[ 11.95/2.16 V_27:$i, 11.95/2.16 V_28:$i]: 11.95/2.16 ( 11.95/2.16 X1082 @ 11.95/2.16 V_27 @ 11.95/2.16 V_28 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 X1082 @ 11.95/2.16 X1084 @ 11.95/2.16 X1086 ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1088:$i, 11.95/2.16 X1090:$i, 11.95/2.16 X1092:( 11.95/2.16 $i > $i > 11.95/2.16 $o ), 11.95/2.16 X1094:$i, 11.95/2.16 X1096:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X1094 @ 11.95/2.16 X1096 ) @ 11.95/2.16 ( 11.95/2.16 dpsetconstr 11.95/2.16 @ 11.95/2.16 X1088 @ 11.95/2.16 X1090 @ 11.95/2.16 ( 11.95/2.16 ^[ 11.95/2.16 V_29:$i, 11.95/2.16 V_30:$i]: 11.95/2.16 ( 11.95/2.16 X1092 @ 11.95/2.16 V_29 @ 11.95/2.16 V_30 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1094 @ 11.95/2.16 X1088 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1098:$i, 11.95/2.16 X1100:$i, 11.95/2.16 X1102:( 11.95/2.16 $i > $i > 11.95/2.16 $o ), 11.95/2.16 X1104:$i, 11.95/2.16 X1106:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X1104 @ 11.95/2.16 X1106 ) @ 11.95/2.16 ( 11.95/2.16 dpsetconstr 11.95/2.16 @ 11.95/2.16 X1098 @ 11.95/2.16 X1100 @ 11.95/2.16 ( 11.95/2.16 ^[ 11.95/2.16 V_31:$i, 11.95/2.16 V_32:$i]: 11.95/2.16 ( 11.95/2.16 X1102 @ 11.95/2.16 V_31 @ 11.95/2.16 V_32 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1106 @ 11.95/2.16 X1100 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1108:$i, 11.95/2.16 X1110:$i, 11.95/2.16 X1112:( 11.95/2.16 $i > $i > 11.95/2.16 $o ), 11.95/2.16 X1114:$i, 11.95/2.16 X1116:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X1114 @ 11.95/2.16 X1116 ) @ 11.95/2.16 ( 11.95/2.16 dpsetconstr 11.95/2.16 @ 11.95/2.16 X1108 @ 11.95/2.16 X1110 @ 11.95/2.16 ( 11.95/2.16 ^[ 11.95/2.16 V_33:$i, 11.95/2.16 V_34:$i]: 11.95/2.16 ( 11.95/2.16 X1112 @ 11.95/2.16 V_33 @ 11.95/2.16 V_34 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 X1112 @ 11.95/2.16 X1114 @ 11.95/2.16 X1116 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1118:$i, 11.95/2.16 X1120:$i, 11.95/2.16 X1122:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 func @ 11.95/2.16 X1118 @ 11.95/2.16 X1120 @ 11.95/2.16 X1122 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1124:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1124 @ 11.95/2.16 X1118 ) => 11.95/2.16 ( 11.95/2.16 singleton 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 dsetconstr 11.95/2.16 @ 11.95/2.16 X1120 @ 11.95/2.16 ( 11.95/2.16 ^[ 11.95/2.16 V_35:$i]: 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X1124 @ 11.95/2.16 V_35 ) @ 11.95/2.16 X1122 ) ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1126:$i, 11.95/2.16 X1128:$i, 11.95/2.16 X1130:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 func @ 11.95/2.16 X1126 @ 11.95/2.16 X1128 @ 11.95/2.16 X1130 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1132:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1132 @ 11.95/2.16 X1126 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 setunion @ 11.95/2.16 ( 11.95/2.16 dsetconstr 11.95/2.16 @ 11.95/2.16 X1128 @ 11.95/2.16 ( 11.95/2.16 ^[ 11.95/2.16 V_36:$i]: 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X1132 @ 11.95/2.16 V_36 ) @ 11.95/2.16 X1130 ) ) ) ) @ 11.95/2.16 X1128 ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1134:$i, 11.95/2.16 X1136:$i, 11.95/2.16 X1138:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 func @ 11.95/2.16 X1134 @ 11.95/2.16 X1136 @ 11.95/2.16 X1138 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1140:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1140 @ 11.95/2.16 X1134 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 ap @ 11.95/2.16 X1134 @ 11.95/2.16 X1136 @ 11.95/2.16 X1138 @ 11.95/2.16 X1140 ) @ 11.95/2.16 X1136 ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1142:$i, 11.95/2.16 X1144:$i, 11.95/2.16 X1146:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1146 @ 11.95/2.16 ( 11.95/2.16 funcSet @ 11.95/2.16 X1142 @ 11.95/2.16 X1144 ) ) => 11.95/2.16 ( 11.95/2.16 func @ 11.95/2.16 X1142 @ 11.95/2.16 X1144 @ 11.95/2.16 X1146 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1148:$i, 11.95/2.16 X1150:$i, 11.95/2.16 X1152:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1152 @ 11.95/2.16 ( 11.95/2.16 funcSet @ 11.95/2.16 X1148 @ 11.95/2.16 X1150 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1154:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1154 @ 11.95/2.16 X1148 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 ap @ 11.95/2.16 X1148 @ 11.95/2.16 X1150 @ 11.95/2.16 X1152 @ 11.95/2.16 X1154 ) @ 11.95/2.16 X1150 ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1156:$i, 11.95/2.16 X1158:$i, 11.95/2.16 X1160:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 func @ 11.95/2.16 X1156 @ 11.95/2.16 X1158 @ 11.95/2.16 X1160 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1160 @ 11.95/2.16 ( 11.95/2.16 funcSet @ 11.95/2.16 X1156 @ 11.95/2.16 X1158 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1162:$i, 11.95/2.16 X1164:$i, 11.95/2.16 X1166:( 11.95/2.16 $i > $i )]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1168:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1168 @ 11.95/2.16 X1162 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 X1166 @ 11.95/2.16 X1168 ) @ 11.95/2.16 X1164 ) ) ) => 11.95/2.16 ( 11.95/2.16 func @ 11.95/2.16 X1162 @ 11.95/2.16 X1164 @ 11.95/2.16 ( 11.95/2.16 dpsetconstr 11.95/2.16 @ 11.95/2.16 X1162 @ 11.95/2.16 X1164 @ 11.95/2.16 ( 11.95/2.16 ^[ 11.95/2.16 V_37:$i, 11.95/2.16 V_38:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X1166 @ 11.95/2.16 V_37 ) = 11.95/2.16 ( 11.95/2.16 V_38 ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1170:$i, 11.95/2.16 X1172:$i, 11.95/2.16 X1174:( 11.95/2.16 $i > $i )]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1176:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1176 @ 11.95/2.16 X1170 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 X1174 @ 11.95/2.16 X1176 ) @ 11.95/2.16 X1172 ) ) ) => 11.95/2.16 ( 11.95/2.16 func @ 11.95/2.16 X1170 @ 11.95/2.16 X1172 @ 11.95/2.16 ( 11.95/2.16 lam @ 11.95/2.16 X1170 @ 11.95/2.16 X1172 @ 11.95/2.16 ( 11.95/2.16 ^[ 11.95/2.16 V_39:$i]: 11.95/2.16 ( 11.95/2.16 X1174 @ 11.95/2.16 V_39 ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1178:$i, 11.95/2.16 X1180:$i, 11.95/2.16 X1182:( 11.95/2.16 $i > $i )]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1184:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1184 @ 11.95/2.16 X1178 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 X1182 @ 11.95/2.16 X1184 ) @ 11.95/2.16 X1180 ) ) ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 lam @ 11.95/2.16 X1178 @ 11.95/2.16 X1180 @ 11.95/2.16 ( 11.95/2.16 ^[ 11.95/2.16 V_40:$i]: 11.95/2.16 ( 11.95/2.16 X1182 @ 11.95/2.16 V_40 ) ) ) @ 11.95/2.16 ( 11.95/2.16 funcSet @ 11.95/2.16 X1178 @ 11.95/2.16 X1180 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1186:$i, 11.95/2.16 X1188:$i, 11.95/2.16 X1190:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X1190 @ 11.95/2.16 ( 11.95/2.16 cartprod @ 11.95/2.16 X1186 @ 11.95/2.16 X1188 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1192:( 11.95/2.16 $i > $o )]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1194:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1194 @ 11.95/2.16 X1186 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1196:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1196 @ 11.95/2.16 X1188 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X1194 @ 11.95/2.16 X1196 ) @ 11.95/2.16 X1190 ) => 11.95/2.16 ( 11.95/2.16 X1192 @ 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X1194 @ 11.95/2.16 X1196 ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1198:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1198 @ 11.95/2.16 X1190 ) => 11.95/2.16 ( 11.95/2.16 X1192 @ 11.95/2.16 X1198 ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1200:$i, 11.95/2.16 X1202:$i, 11.95/2.16 X1204:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X1204 @ 11.95/2.16 ( 11.95/2.16 cartprod @ 11.95/2.16 X1200 @ 11.95/2.16 X1202 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1206:( 11.95/2.16 $i > $o )]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1208:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1208 @ 11.95/2.16 X1200 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1210:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1210 @ 11.95/2.16 X1202 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X1208 @ 11.95/2.16 X1210 ) @ 11.95/2.16 X1204 ) => 11.95/2.16 ( 11.95/2.16 X1206 @ 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X1208 @ 11.95/2.16 X1210 ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1212:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1212 @ 11.95/2.16 X1204 ) => 11.95/2.16 ( 11.95/2.16 X1206 @ 11.95/2.16 X1212 ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1214:$i, 11.95/2.16 X1216:( 11.95/2.16 $i > $o )]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 singleton 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 dsetconstr 11.95/2.16 @ 11.95/2.16 X1214 @ 11.95/2.16 ( 11.95/2.16 ^[ 11.95/2.16 V_41:$i]: 11.95/2.16 ( 11.95/2.16 X1216 @ 11.95/2.16 V_41 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1218:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1218 @ 11.95/2.16 X1214 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1220:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1220 @ 11.95/2.16 X1214 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X1216 @ 11.95/2.16 X1218 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X1216 @ 11.95/2.16 X1220 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X1218 ) = 11.95/2.16 ( 11.95/2.16 X1220 ) ) ) ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1222:$i, 11.95/2.16 X1224:$i, 11.95/2.16 X1226:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 func @ 11.95/2.16 X1222 @ 11.95/2.16 X1224 @ 11.95/2.16 X1226 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1228:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1228 @ 11.95/2.16 X1222 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X1228 @ 11.95/2.16 ( 11.95/2.16 ap @ 11.95/2.16 X1222 @ 11.95/2.16 X1224 @ 11.95/2.16 X1226 @ 11.95/2.16 X1228 ) ) @ 11.95/2.16 X1226 ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1230:$i, 11.95/2.16 X1232:$i, 11.95/2.16 X1234:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1234 @ 11.95/2.16 ( 11.95/2.16 funcSet @ 11.95/2.16 X1230 @ 11.95/2.16 X1232 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1236:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1236 @ 11.95/2.16 X1230 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X1236 @ 11.95/2.16 ( 11.95/2.16 ap @ 11.95/2.16 X1230 @ 11.95/2.16 X1232 @ 11.95/2.16 X1234 @ 11.95/2.16 X1236 ) ) @ 11.95/2.16 X1234 ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1238:$i, 11.95/2.16 X1240:$i, 11.95/2.16 X1242:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 func @ 11.95/2.16 X1238 @ 11.95/2.16 X1240 @ 11.95/2.16 X1242 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1244:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1244 @ 11.95/2.16 X1238 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1246:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1246 @ 11.95/2.16 X1240 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X1244 @ 11.95/2.16 X1246 ) @ 11.95/2.16 X1242 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ap @ 11.95/2.16 X1238 @ 11.95/2.16 X1240 @ 11.95/2.16 X1242 @ 11.95/2.16 X1244 ) = 11.95/2.16 ( 11.95/2.16 X1246 ) ) ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1248:$i, 11.95/2.16 X1250:$i, 11.95/2.16 X1252:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 func @ 11.95/2.16 X1248 @ 11.95/2.16 X1250 @ 11.95/2.16 X1252 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1254:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 func @ 11.95/2.16 X1248 @ 11.95/2.16 X1250 @ 11.95/2.16 X1254 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1256:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1256 @ 11.95/2.16 X1248 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ap @ 11.95/2.16 X1248 @ 11.95/2.16 X1250 @ 11.95/2.16 X1252 @ 11.95/2.16 X1256 ) = 11.95/2.16 ( 11.95/2.16 ap @ 11.95/2.16 X1248 @ 11.95/2.16 X1250 @ 11.95/2.16 X1254 @ 11.95/2.16 X1256 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1258:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1258 @ 11.95/2.16 X1248 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1260:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1260 @ 11.95/2.16 X1250 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X1258 @ 11.95/2.16 X1260 ) @ 11.95/2.16 X1254 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X1258 @ 11.95/2.16 X1260 ) @ 11.95/2.16 X1252 ) ) ) ) ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1262:$i, 11.95/2.16 X1264:$i, 11.95/2.16 X1266:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1266 @ 11.95/2.16 ( 11.95/2.16 funcSet @ 11.95/2.16 X1262 @ 11.95/2.16 X1264 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1268:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1268 @ 11.95/2.16 X1262 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1270:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1270 @ 11.95/2.16 X1264 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X1268 @ 11.95/2.16 X1270 ) @ 11.95/2.16 X1266 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ap @ 11.95/2.16 X1262 @ 11.95/2.16 X1264 @ 11.95/2.16 X1266 @ 11.95/2.16 X1268 ) = 11.95/2.16 ( 11.95/2.16 X1270 ) ) ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1272:$i, 11.95/2.16 X1274:$i, 11.95/2.16 X1276:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X1276 @ 11.95/2.16 ( 11.95/2.16 cartprod @ 11.95/2.16 X1272 @ 11.95/2.16 X1274 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1278:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X1278 @ 11.95/2.16 ( 11.95/2.16 cartprod @ 11.95/2.16 X1272 @ 11.95/2.16 X1274 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1280:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1280 @ 11.95/2.16 X1272 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1282:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1282 @ 11.95/2.16 X1274 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X1280 @ 11.95/2.16 X1282 ) @ 11.95/2.16 X1276 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X1280 @ 11.95/2.16 X1282 ) @ 11.95/2.16 X1278 ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X1276 @ 11.95/2.16 X1278 ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1284:$i, 11.95/2.16 X1286:$i, 11.95/2.16 X1288:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X1288 @ 11.95/2.16 ( 11.95/2.16 cartprod @ 11.95/2.16 X1284 @ 11.95/2.16 X1286 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1290:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X1290 @ 11.95/2.16 ( 11.95/2.16 cartprod @ 11.95/2.16 X1284 @ 11.95/2.16 X1286 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1292:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1292 @ 11.95/2.16 X1284 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1294:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1294 @ 11.95/2.16 X1286 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X1292 @ 11.95/2.16 X1294 ) @ 11.95/2.16 X1288 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X1292 @ 11.95/2.16 X1294 ) @ 11.95/2.16 X1290 ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1296:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1296 @ 11.95/2.16 X1284 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1298:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1298 @ 11.95/2.16 X1286 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X1296 @ 11.95/2.16 X1298 ) @ 11.95/2.16 X1290 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 kpair @ 11.95/2.16 X1296 @ 11.95/2.16 X1298 ) @ 11.95/2.16 X1288 ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X1288 ) = 11.95/2.16 ( 11.95/2.16 X1290 ) ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1300:$i, 11.95/2.16 X1302:$i, 11.95/2.16 X1304:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 func @ 11.95/2.16 X1300 @ 11.95/2.16 X1302 @ 11.95/2.16 X1304 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1306:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 func @ 11.95/2.16 X1300 @ 11.95/2.16 X1302 @ 11.95/2.16 X1306 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1308:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1308 @ 11.95/2.16 X1300 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ap @ 11.95/2.16 X1300 @ 11.95/2.16 X1302 @ 11.95/2.16 X1304 @ 11.95/2.16 X1308 ) = 11.95/2.16 ( 11.95/2.16 ap @ 11.95/2.16 X1300 @ 11.95/2.16 X1302 @ 11.95/2.16 X1306 @ 11.95/2.16 X1308 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X1304 ) = 11.95/2.16 ( 11.95/2.16 X1306 ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1310:$i, 11.95/2.16 X1312:$i, 11.95/2.16 X1314:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1314 @ 11.95/2.16 ( 11.95/2.16 funcSet @ 11.95/2.16 X1310 @ 11.95/2.16 X1312 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1316:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1316 @ 11.95/2.16 ( 11.95/2.16 funcSet @ 11.95/2.16 X1310 @ 11.95/2.16 X1312 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1318:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1318 @ 11.95/2.16 X1310 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ap @ 11.95/2.16 X1310 @ 11.95/2.16 X1312 @ 11.95/2.16 X1314 @ 11.95/2.16 X1318 ) = 11.95/2.16 ( 11.95/2.16 ap @ 11.95/2.16 X1310 @ 11.95/2.16 X1312 @ 11.95/2.16 X1316 @ 11.95/2.16 X1318 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X1314 ) = 11.95/2.16 ( 11.95/2.16 X1316 ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1320:$i, 11.95/2.16 X1322:$i, 11.95/2.16 X1324:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1324 @ 11.95/2.16 ( 11.95/2.16 funcSet @ 11.95/2.16 X1320 @ 11.95/2.16 X1322 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1326:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1326 @ 11.95/2.16 X1320 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ap @ 11.95/2.16 X1320 @ 11.95/2.16 X1322 @ 11.95/2.16 X1324 @ 11.95/2.16 X1326 ) = 11.95/2.16 ( 11.95/2.16 ap @ 11.95/2.16 X1320 @ 11.95/2.16 X1322 @ 11.95/2.16 X1324 @ 11.95/2.16 X1326 ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1328:$i, 11.95/2.16 X1330:$i, 11.95/2.16 X1332:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 func @ 11.95/2.16 X1328 @ 11.95/2.16 X1330 @ 11.95/2.16 X1332 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1334:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1334 @ 11.95/2.16 X1328 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ap @ 11.95/2.16 X1328 @ 11.95/2.16 X1330 @ 11.95/2.16 X1332 @ 11.95/2.16 X1334 ) = 11.95/2.16 ( 11.95/2.16 ap @ 11.95/2.16 X1328 @ 11.95/2.16 X1330 @ 11.95/2.16 X1332 @ 11.95/2.16 X1334 ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1336:$i, 11.95/2.16 X1338:$i, 11.95/2.16 X1340:( 11.95/2.16 $i > $i )]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1342:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1342 @ 11.95/2.16 X1336 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 X1340 @ 11.95/2.16 X1342 ) @ 11.95/2.16 X1338 ) ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1344:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1344 @ 11.95/2.16 X1336 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ap @ 11.95/2.16 X1336 @ 11.95/2.16 X1338 @ 11.95/2.16 ( 11.95/2.16 lam @ 11.95/2.16 X1336 @ 11.95/2.16 X1338 @ 11.95/2.16 ( 11.95/2.16 ^[ 11.95/2.16 V_42:$i]: 11.95/2.16 ( 11.95/2.16 X1340 @ 11.95/2.16 V_42 ) ) ) @ 11.95/2.16 X1344 ) = 11.95/2.16 ( 11.95/2.16 X1340 @ 11.95/2.16 X1344 ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1346:$i, 11.95/2.16 X1348:$i, 11.95/2.16 X1350:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 func @ 11.95/2.16 X1346 @ 11.95/2.16 X1348 @ 11.95/2.16 X1350 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 lam @ 11.95/2.16 X1346 @ 11.95/2.16 X1348 @ 11.95/2.16 ( 11.95/2.16 ^[ 11.95/2.16 V_43:$i]: 11.95/2.16 ( 11.95/2.16 ap @ 11.95/2.16 X1346 @ 11.95/2.16 X1348 @ 11.95/2.16 X1350 @ 11.95/2.16 V_43 ) ) ) = 11.95/2.16 ( 11.95/2.16 X1350 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1352:$i, 11.95/2.16 X1354:$i, 11.95/2.16 X1356:( 11.95/2.16 $i > $i )]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1358:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1358 @ 11.95/2.16 X1352 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 X1356 @ 11.95/2.16 X1358 ) @ 11.95/2.16 X1354 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 lam @ 11.95/2.16 X1352 @ 11.95/2.16 X1354 @ 11.95/2.16 ( 11.95/2.16 ^[ 11.95/2.16 V_44:$i]: 11.95/2.16 ( 11.95/2.16 X1356 @ 11.95/2.16 V_44 ) ) ) = 11.95/2.16 ( 11.95/2.16 lam @ 11.95/2.16 X1352 @ 11.95/2.16 X1354 @ 11.95/2.16 ( 11.95/2.16 ^[ 11.95/2.16 V_45:$i]: 11.95/2.16 ( 11.95/2.16 X1356 @ 11.95/2.16 V_45 ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1360:$i, 11.95/2.16 X1362:$i, 11.95/2.16 X1364:( 11.95/2.16 $i > $i )]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1366:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1366 @ 11.95/2.16 X1360 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 X1364 @ 11.95/2.16 X1366 ) @ 11.95/2.16 X1362 ) ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1368:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1368 @ 11.95/2.16 X1360 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ap @ 11.95/2.16 X1360 @ 11.95/2.16 X1362 @ 11.95/2.16 ( 11.95/2.16 lam @ 11.95/2.16 X1360 @ 11.95/2.16 X1362 @ 11.95/2.16 ( 11.95/2.16 ^[ 11.95/2.16 V_46:$i]: 11.95/2.16 ( 11.95/2.16 X1364 @ 11.95/2.16 V_46 ) ) ) @ 11.95/2.16 X1368 ) = 11.95/2.16 ( 11.95/2.16 X1364 @ 11.95/2.16 X1368 ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1370:$i, 11.95/2.16 X1372:$i, 11.95/2.16 X1374:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1374 @ 11.95/2.16 ( 11.95/2.16 funcSet @ 11.95/2.16 X1370 @ 11.95/2.16 X1372 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 lam @ 11.95/2.16 X1370 @ 11.95/2.16 X1372 @ 11.95/2.16 ( 11.95/2.16 ^[ 11.95/2.16 V_47:$i]: 11.95/2.16 ( 11.95/2.16 ap @ 11.95/2.16 X1370 @ 11.95/2.16 X1372 @ 11.95/2.16 X1374 @ 11.95/2.16 V_47 ) ) ) = 11.95/2.16 ( 11.95/2.16 X1374 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1376:$i, 11.95/2.16 X1378:$o, 11.95/2.16 X1380:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1380 @ 11.95/2.16 X1376 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1382:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1382 @ 11.95/2.16 X1376 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ~( X1378 ) ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1382 @ 11.95/2.16 ( 11.95/2.16 dsetconstr 11.95/2.16 @ 11.95/2.16 X1376 @ 11.95/2.16 ( 11.95/2.16 ^[ 11.95/2.16 V_48:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 V_48 ) = 11.95/2.16 ( 11.95/2.16 X1382 ) ) & 11.95/2.16 ( 11.95/2.16 ~( X1378 ) ) ) | 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 V_48 ) = 11.95/2.16 ( 11.95/2.16 X1380 ) ) & 11.95/2.16 ( 11.95/2.16 X1378 ) ) ) ) ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1384:$i, 11.95/2.16 X1386:$o, 11.95/2.16 X1388:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1388 @ 11.95/2.16 X1384 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1390:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1390 @ 11.95/2.16 X1384 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ~( X1386 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 dsetconstr 11.95/2.16 @ 11.95/2.16 X1384 @ 11.95/2.16 ( 11.95/2.16 ^[ 11.95/2.16 V_49:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 V_49 ) = 11.95/2.16 ( 11.95/2.16 X1390 ) ) & 11.95/2.16 ( 11.95/2.16 ~( X1386 ) ) ) | 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 V_49 ) = 11.95/2.16 ( 11.95/2.16 X1388 ) ) & 11.95/2.16 ( 11.95/2.16 X1386 ) ) ) ) ) = 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X1390 @ 11.95/2.16 emptyset ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1392:$i, 11.95/2.16 X1394:$o, 11.95/2.16 X1396:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1396 @ 11.95/2.16 X1392 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1398:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1398 @ 11.95/2.16 X1392 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X1394 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1396 @ 11.95/2.16 ( 11.95/2.16 dsetconstr 11.95/2.16 @ 11.95/2.16 X1392 @ 11.95/2.16 ( 11.95/2.16 ^[ 11.95/2.16 V_50:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 V_50 ) = 11.95/2.16 ( 11.95/2.16 X1398 ) ) & 11.95/2.16 ( 11.95/2.16 ~( X1394 ) ) ) | 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 V_50 ) = 11.95/2.16 ( 11.95/2.16 X1396 ) ) & 11.95/2.16 ( 11.95/2.16 X1394 ) ) ) ) ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1400:$i, 11.95/2.16 X1402:$o, 11.95/2.16 X1404:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1404 @ 11.95/2.16 X1400 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1406:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1406 @ 11.95/2.16 X1400 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X1402 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 dsetconstr 11.95/2.16 @ 11.95/2.16 X1400 @ 11.95/2.16 ( 11.95/2.16 ^[ 11.95/2.16 V_51:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 V_51 ) = 11.95/2.16 ( 11.95/2.16 X1406 ) ) & 11.95/2.16 ( 11.95/2.16 ~( X1402 ) ) ) | 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 V_51 ) = 11.95/2.16 ( 11.95/2.16 X1404 ) ) & 11.95/2.16 ( 11.95/2.16 X1402 ) ) ) ) ) = 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X1404 @ 11.95/2.16 emptyset ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1408:$i, 11.95/2.16 X1410:$o, 11.95/2.16 X1412:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1412 @ 11.95/2.16 X1408 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1414:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1414 @ 11.95/2.16 X1408 ) => 11.95/2.16 ( 11.95/2.16 singleton 11.95/2.16 @ 11.95/2.16 ( 11.95/2.16 dsetconstr 11.95/2.16 @ 11.95/2.16 X1408 @ 11.95/2.16 ( 11.95/2.16 ^[ 11.95/2.16 V_52:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 V_52 ) = 11.95/2.16 ( 11.95/2.16 X1414 ) ) & 11.95/2.16 ( 11.95/2.16 ~( X1410 ) ) ) | 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 V_52 ) = 11.95/2.16 ( 11.95/2.16 X1412 ) ) & 11.95/2.16 ( 11.95/2.16 X1410 ) ) ) ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1416:$i, 11.95/2.16 X1418:$o, 11.95/2.16 X1420:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1420 @ 11.95/2.16 X1416 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1422:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1422 @ 11.95/2.16 X1416 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 if @ 11.95/2.16 X1416 @ 11.95/2.16 X1418 @ 11.95/2.16 X1420 @ 11.95/2.16 X1422 ) @ 11.95/2.16 X1416 ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1424:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 singleton 11.95/2.16 @ 11.95/2.16 X1424 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1426:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1426 @ 11.95/2.16 X1424 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 setunion @ 11.95/2.16 X1424 ) = 11.95/2.16 ( 11.95/2.16 X1426 ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1428:$i, 11.95/2.16 X1430:$o, 11.95/2.16 X1432:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1432 @ 11.95/2.16 X1428 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1434:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1434 @ 11.95/2.16 X1428 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X1430 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 if @ 11.95/2.16 X1428 @ 11.95/2.16 X1430 @ 11.95/2.16 X1432 @ 11.95/2.16 X1434 ) = 11.95/2.16 ( 11.95/2.16 X1432 ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1436:$i, 11.95/2.16 X1438:$o, 11.95/2.16 X1440:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1440 @ 11.95/2.16 X1436 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1442:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1442 @ 11.95/2.16 X1436 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ~( X1438 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 if @ 11.95/2.16 X1436 @ 11.95/2.16 X1438 @ 11.95/2.16 X1440 @ 11.95/2.16 X1442 ) = 11.95/2.16 ( 11.95/2.16 X1442 ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1444:$i, 11.95/2.16 X1446:$o, 11.95/2.16 X1448:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1448 @ 11.95/2.16 X1444 ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1450:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1450 @ 11.95/2.16 X1444 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 if @ 11.95/2.16 X1444 @ 11.95/2.16 X1446 @ 11.95/2.16 X1448 @ 11.95/2.16 X1450 ) @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X1448 @ 11.95/2.16 ( 11.95/2.16 setadjoin 11.95/2.16 @ 11.95/2.16 X1450 @ 11.95/2.16 emptyset ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1452:$i, 11.95/2.16 X1454:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1454 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1452 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1456:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1456 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1452 ) ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 binintersect 11.95/2.16 @ 11.95/2.16 X1454 @ 11.95/2.16 X1456 ) @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1452 ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1458:$i, 11.95/2.16 X1460:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1460 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1458 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1462:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1462 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1458 ) ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 binunion @ 11.95/2.16 X1460 @ 11.95/2.16 X1462 ) @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1458 ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1464:$i, 11.95/2.16 X1466:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1466 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1464 ) ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1466 ) @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1464 ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1468:$i, 11.95/2.16 X1470:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1470 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1468 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1472:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1472 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1468 ) ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X1470 @ 11.95/2.16 X1472 ) @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1468 ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1474:$i, 11.95/2.16 X1476:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1476 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1474 ) ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X1474 @ 11.95/2.16 X1476 ) @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1474 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1478:$i, 11.95/2.16 X1480:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1480 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1478 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1482:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1482 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1478 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1484:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1484 @ 11.95/2.16 X1478 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1484 @ 11.95/2.16 X1480 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1484 @ 11.95/2.16 X1482 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1486:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1486 @ 11.95/2.16 X1478 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1486 @ 11.95/2.16 X1482 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1486 @ 11.95/2.16 X1480 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X1480 ) = 11.95/2.16 ( 11.95/2.16 X1482 ) ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1488:$i, 11.95/2.16 X1490:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1490 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1488 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1492:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1492 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1488 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1494:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1494 @ 11.95/2.16 X1488 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1494 @ 11.95/2.16 X1490 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1494 @ 11.95/2.16 X1492 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X1490 @ 11.95/2.16 X1492 ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1496:$i, 11.95/2.16 X1498:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1498 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1496 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1500:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1500 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1496 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1502:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1502 @ 11.95/2.16 X1496 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1502 @ 11.95/2.16 X1498 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1502 @ 11.95/2.16 X1500 ) ) ) ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1498 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1500 ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1504:$i, 11.95/2.16 X1506:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1506 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1504 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1508:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1508 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1504 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1510:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1510 @ 11.95/2.16 X1504 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1506 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1508 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1510 @ 11.95/2.16 X1506 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1510 @ 11.95/2.16 X1508 ) ) ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1512:$i, 11.95/2.16 X1514:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1514 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1512 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1516:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1516 @ 11.95/2.16 X1512 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1516 @ 11.95/2.16 X1514 ) => 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 in @ 11.95/2.16 X1516 @ 11.95/2.16 ( 11.95/2.16 setminus 11.95/2.16 @ 11.95/2.16 X1512 @ 11.95/2.16 X1514 ) ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1518:$i, 11.95/2.16 X1520:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1520 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1518 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1522:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1522 @ 11.95/2.16 X1518 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 in @ 11.95/2.16 X1522 @ 11.95/2.16 ( 11.95/2.16 setminus 11.95/2.16 @ 11.95/2.16 X1518 @ 11.95/2.16 X1520 ) ) ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1522 @ 11.95/2.16 X1520 ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1524:$i, 11.95/2.16 X1526:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1526 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1524 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1528:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1528 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1524 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1530:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1530 @ 11.95/2.16 X1524 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 in @ 11.95/2.16 X1530 @ 11.95/2.16 X1526 ) ) => 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 in @ 11.95/2.16 X1530 @ 11.95/2.16 ( 11.95/2.16 binintersect 11.95/2.16 @ 11.95/2.16 X1526 @ 11.95/2.16 X1528 ) ) ) ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1532:$i, 11.95/2.16 X1534:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1534 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1532 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1536:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1536 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1532 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1538:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1538 @ 11.95/2.16 X1532 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 in @ 11.95/2.16 X1538 @ 11.95/2.16 X1536 ) ) => 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 in @ 11.95/2.16 X1538 @ 11.95/2.16 ( 11.95/2.16 binintersect 11.95/2.16 @ 11.95/2.16 X1534 @ 11.95/2.16 X1536 ) ) ) ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1540:$i, 11.95/2.16 X1542:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1542 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1540 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1544:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1544 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1540 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1546:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1546 @ 11.95/2.16 X1540 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X1542 @ 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X1540 @ 11.95/2.16 X1544 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1546 @ 11.95/2.16 X1544 ) => 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 in @ 11.95/2.16 X1546 @ 11.95/2.16 X1542 ) ) ) ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1548:$i, 11.95/2.16 X1550:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1550 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1548 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1552:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1552 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1548 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1554:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1554 @ 11.95/2.16 X1548 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X1550 @ 11.95/2.16 X1552 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 in @ 11.95/2.16 X1554 @ 11.95/2.16 X1552 ) ) => 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 in @ 11.95/2.16 X1554 @ 11.95/2.16 X1550 ) ) ) ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1556:$i, 11.95/2.16 X1558:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1558 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1556 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1560:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1560 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1556 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X1558 @ 11.95/2.16 X1560 ) => 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X1556 @ 11.95/2.16 X1560 ) @ 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X1556 @ 11.95/2.16 X1558 ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1562:$i, 11.95/2.16 X1564:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1564 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1562 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1566:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1566 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1562 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X1562 @ 11.95/2.16 X1566 ) @ 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X1562 @ 11.95/2.16 X1564 ) ) => 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X1564 @ 11.95/2.16 X1566 ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1568:$i, 11.95/2.16 X1570:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1570 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1568 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1572:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1572 @ 11.95/2.16 X1568 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1572 @ 11.95/2.16 X1570 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1572 @ 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X1568 @ 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X1568 @ 11.95/2.16 X1570 ) ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1574:$i, 11.95/2.16 X1576:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1576 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1574 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1578:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1578 @ 11.95/2.16 X1574 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1578 @ 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X1574 @ 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X1574 @ 11.95/2.16 X1576 ) ) ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1578 @ 11.95/2.16 X1576 ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1580:$i, 11.95/2.16 X1582:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1582 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1580 ) ) => 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X1582 @ 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X1580 @ 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X1580 @ 11.95/2.16 X1582 ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1584:$i, 11.95/2.16 X1586:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1586 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1584 ) ) => 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X1584 @ 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X1584 @ 11.95/2.16 X1586 ) ) @ 11.95/2.16 X1586 ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1588:$i, 11.95/2.16 X1590:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1590 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1588 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 X1590 ) = 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X1588 @ 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X1588 @ 11.95/2.16 X1590 ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1592:$i, 11.95/2.16 X1594:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1594 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1592 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1596:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1596 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1592 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1598:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1598 @ 11.95/2.16 X1592 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1598 @ 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X1592 @ 11.95/2.16 X1594 ) ) => 11.95/2.16 ( 11.95/2.16 ~( 11.95/2.16 in @ 11.95/2.16 X1598 @ 11.95/2.16 ( 11.95/2.16 binintersect 11.95/2.16 @ 11.95/2.16 X1594 @ 11.95/2.16 X1596 ) ) ) ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1600:$i, 11.95/2.16 X1602:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1602 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1600 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1604:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1604 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1600 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1606:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1606 @ 11.95/2.16 X1600 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1606 @ 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X1600 @ 11.95/2.16 X1602 ) ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1606 @ 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X1600 @ 11.95/2.16 ( 11.95/2.16 binintersect 11.95/2.16 @ 11.95/2.16 X1602 @ 11.95/2.16 X1604 ) ) ) ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1608:$i, 11.95/2.16 X1610:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1610 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1608 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1612:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1612 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1608 ) ) => 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X1608 @ 11.95/2.16 X1610 ) @ 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X1608 @ 11.95/2.16 ( 11.95/2.16 binintersect 11.95/2.16 @ 11.95/2.16 X1610 @ 11.95/2.16 X1612 ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1614:$i, 11.95/2.16 X1616:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1616 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1614 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1618:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1618 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1614 ) ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X1614 @ 11.95/2.16 X1616 ) @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X1614 @ 11.95/2.16 ( 11.95/2.16 binintersect 11.95/2.16 @ 11.95/2.16 X1616 @ 11.95/2.16 X1618 ) ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1620:$i, 11.95/2.16 X1622:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1622 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1620 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1624:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1624 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1620 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X1622 @ 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X1620 @ 11.95/2.16 X1624 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1626:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1626 @ 11.95/2.16 X1620 ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1626 @ 11.95/2.16 X1624 ) => 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1626 @ 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X1620 @ 11.95/2.16 X1622 ) ) ) ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1628:$i, 11.95/2.16 X1630:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1630 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1628 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1632:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1632 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1628 ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X1630 @ 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X1628 @ 11.95/2.16 X1632 ) ) => 11.95/2.16 ( 11.95/2.16 subset @ 11.95/2.16 X1632 @ 11.95/2.16 ( 11.95/2.16 setminus @ 11.95/2.16 X1628 @ 11.95/2.16 X1630 ) ) ) ) ) ) ) => 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.16 X1634:$i, 11.95/2.16 X1636:$i]: 11.95/2.16 ( 11.95/2.16 ( 11.95/2.16 in @ 11.95/2.16 X1636 @ 11.95/2.16 ( 11.95/2.16 powerset @ 11.95/2.16 X1634 ) ) => 11.95/2.16 ( 11.95/2.16 ![ 11.95/2.17 X1638:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1638 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1634 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1640:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1640 @ 11.95/2.17 X1634 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 in @ 11.95/2.17 X1640 @ 11.95/2.17 ( 11.95/2.17 binunion 11.95/2.17 @ 11.95/2.17 X1636 @ 11.95/2.17 X1638 ) ) ) => 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 in @ 11.95/2.17 X1640 @ 11.95/2.17 X1636 ) ) ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1642:$i, 11.95/2.17 X1644:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1644 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1642 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1646:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1646 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1642 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1648:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1648 @ 11.95/2.17 X1642 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 in @ 11.95/2.17 X1648 @ 11.95/2.17 ( 11.95/2.17 binunion 11.95/2.17 @ 11.95/2.17 X1644 @ 11.95/2.17 X1646 ) ) ) => 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 in @ 11.95/2.17 X1648 @ 11.95/2.17 X1646 ) ) ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1650:$i, 11.95/2.17 X1652:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1652 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1650 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1654:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1654 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1650 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1656:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1656 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1650 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1658:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1658 @ 11.95/2.17 X1650 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1658 @ 11.95/2.17 ( 11.95/2.17 binintersect 11.95/2.17 @ 11.95/2.17 X1652 @ 11.95/2.17 X1654 ) ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1658 @ 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 X1652 @ 11.95/2.17 X1656 ) ) ) ) ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1660:$i, 11.95/2.17 X1662:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1662 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1660 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1664:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1664 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1660 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1666:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1666 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1660 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1668:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1668 @ 11.95/2.17 X1660 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1668 @ 11.95/2.17 ( 11.95/2.17 binintersect 11.95/2.17 @ 11.95/2.17 X1662 @ 11.95/2.17 X1664 ) ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1668 @ 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 X1664 @ 11.95/2.17 X1666 ) ) ) ) ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1670:$i, 11.95/2.17 X1672:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1672 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1670 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1674:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1674 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1670 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1676:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1676 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1670 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1678:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1678 @ 11.95/2.17 X1670 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1678 @ 11.95/2.17 ( 11.95/2.17 binintersect 11.95/2.17 @ 11.95/2.17 X1672 @ 11.95/2.17 X1674 ) ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1678 @ 11.95/2.17 ( 11.95/2.17 binintersect 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 X1672 @ 11.95/2.17 X1676 ) @ 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 X1674 @ 11.95/2.17 X1676 ) ) ) ) ) ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1680:$i, 11.95/2.17 X1682:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1682 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1680 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1684:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1684 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1680 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1686:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1686 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1680 ) ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 ( 11.95/2.17 binintersect 11.95/2.17 @ 11.95/2.17 X1682 @ 11.95/2.17 X1684 ) @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 ( 11.95/2.17 binintersect 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 X1682 @ 11.95/2.17 X1686 ) @ 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 X1684 @ 11.95/2.17 X1686 ) ) ) ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1688:$i, 11.95/2.17 X1690:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1690 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1688 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1692:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1692 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1688 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1694:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1694 @ 11.95/2.17 X1688 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1694 @ 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X1688 @ 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 X1690 @ 11.95/2.17 X1692 ) ) ) => 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 in @ 11.95/2.17 X1694 @ 11.95/2.17 X1690 ) ) ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1696:$i, 11.95/2.17 X1698:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1698 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1696 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1700:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1700 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1696 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1702:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1702 @ 11.95/2.17 X1696 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1702 @ 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X1696 @ 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 X1698 @ 11.95/2.17 X1700 ) ) ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1702 @ 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X1696 @ 11.95/2.17 X1698 ) ) ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1704:$i, 11.95/2.17 X1706:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1706 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1704 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1708:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1708 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1704 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1710:$o, 11.95/2.17 X1712:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1712 @ 11.95/2.17 X1704 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1712 @ 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 X1706 @ 11.95/2.17 X1708 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1712 @ 11.95/2.17 X1706 ) => 11.95/2.17 ( 11.95/2.17 X1710 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1712 @ 11.95/2.17 X1708 ) => 11.95/2.17 ( 11.95/2.17 X1710 ) ) => 11.95/2.17 ( 11.95/2.17 X1710 ) ) ) ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1714:$i, 11.95/2.17 X1716:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1716 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1714 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1718:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1718 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1714 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1720:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1720 @ 11.95/2.17 X1714 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 in @ 11.95/2.17 X1720 @ 11.95/2.17 X1716 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 in @ 11.95/2.17 X1720 @ 11.95/2.17 X1718 ) ) => 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 in @ 11.95/2.17 X1720 @ 11.95/2.17 ( 11.95/2.17 binunion 11.95/2.17 @ 11.95/2.17 X1716 @ 11.95/2.17 X1718 ) ) ) ) ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1722:$i, 11.95/2.17 X1724:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1724 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1722 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1726:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1726 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1722 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1728:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1728 @ 11.95/2.17 X1722 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1728 @ 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X1722 @ 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 X1724 @ 11.95/2.17 X1726 ) ) ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1728 @ 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X1722 @ 11.95/2.17 X1724 ) ) ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1730:$i, 11.95/2.17 X1732:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1732 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1730 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1734:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1734 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1730 ) ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X1730 @ 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 X1732 @ 11.95/2.17 X1734 ) ) @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X1730 @ 11.95/2.17 X1732 ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1736:$i, 11.95/2.17 X1738:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1738 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1736 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1740:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1740 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1736 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1742:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1742 @ 11.95/2.17 X1736 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1742 @ 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X1736 @ 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 X1738 @ 11.95/2.17 X1740 ) ) ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1742 @ 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X1736 @ 11.95/2.17 X1740 ) ) ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1744:$i, 11.95/2.17 X1746:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1746 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1744 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1748:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1748 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1744 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1750:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1750 @ 11.95/2.17 X1744 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1750 @ 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X1744 @ 11.95/2.17 ( 11.95/2.17 binintersect 11.95/2.17 @ 11.95/2.17 X1746 @ 11.95/2.17 X1748 ) ) ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1750 @ 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X1744 @ 11.95/2.17 X1746 ) @ 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X1744 @ 11.95/2.17 X1748 ) ) ) ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1752:$i, 11.95/2.17 X1754:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1754 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1752 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1756:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1756 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1752 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1758:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1758 @ 11.95/2.17 X1752 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1758 @ 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X1752 @ 11.95/2.17 X1754 ) @ 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X1752 @ 11.95/2.17 X1756 ) ) ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1758 @ 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X1752 @ 11.95/2.17 ( 11.95/2.17 binintersect 11.95/2.17 @ 11.95/2.17 X1754 @ 11.95/2.17 X1756 ) ) ) ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1760:$i, 11.95/2.17 X1762:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1762 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1760 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1764:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1764 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1760 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X1760 @ 11.95/2.17 ( 11.95/2.17 binintersect 11.95/2.17 @ 11.95/2.17 X1762 @ 11.95/2.17 X1764 ) ) = 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X1760 @ 11.95/2.17 X1762 ) @ 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X1760 @ 11.95/2.17 X1764 ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1766:$i, 11.95/2.17 X1768:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1768 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1766 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1770:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1770 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1766 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1772:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1772 @ 11.95/2.17 X1766 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1772 @ 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X1766 @ 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 X1768 @ 11.95/2.17 X1770 ) ) ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1772 @ 11.95/2.17 ( 11.95/2.17 binintersect 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X1766 @ 11.95/2.17 X1768 ) @ 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X1766 @ 11.95/2.17 X1770 ) ) ) ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1774:$i, 11.95/2.17 X1776:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1776 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1774 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1778:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1778 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1774 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1780:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1780 @ 11.95/2.17 X1774 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1780 @ 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X1774 @ 11.95/2.17 X1776 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1780 @ 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X1774 @ 11.95/2.17 X1778 ) ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1780 @ 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X1774 @ 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 X1776 @ 11.95/2.17 X1778 ) ) ) ) ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1782:$i, 11.95/2.17 X1784:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1784 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1782 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1786:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1786 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1782 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1788:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1788 @ 11.95/2.17 X1782 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1788 @ 11.95/2.17 ( 11.95/2.17 binintersect 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X1782 @ 11.95/2.17 X1784 ) @ 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X1782 @ 11.95/2.17 X1786 ) ) ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1788 @ 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X1782 @ 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 X1784 @ 11.95/2.17 X1786 ) ) ) ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1790:$i, 11.95/2.17 X1792:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1792 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1790 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1794:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1794 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1790 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X1790 @ 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 X1792 @ 11.95/2.17 X1794 ) ) = 11.95/2.17 ( 11.95/2.17 binintersect 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X1790 @ 11.95/2.17 X1792 ) @ 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X1790 @ 11.95/2.17 X1794 ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1796:$i, 11.95/2.17 X1798:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1798 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1796 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1800:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1800 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X1796 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1802:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1802 @ 11.95/2.17 ( 11.95/2.17 binintersect 11.95/2.17 @ 11.95/2.17 X1798 @ 11.95/2.17 X1800 ) ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1802 @ 11.95/2.17 X1796 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ))). 11.95/2.17 thf(zf_stmt_1, type, zip_tseitin_5 : $i > ( $i > $o ) > $o). 11.95/2.17 thf(zf_stmt_2, axiom, 11.95/2.17 (![X422:$i,X414:( $i > $o )]: 11.95/2.17 ( ( zip_tseitin_5 @ X422 @ X414 ) <=> 11.95/2.17 ( ( ![X424:$i]: ( zip_tseitin_4 @ X424 @ X422 @ X414 ) ) & 11.95/2.17 ( X414 @ X422 ) ) ))). 11.95/2.17 thf(zf_stmt_3, type, zip_tseitin_4 : $i > $i > ( $i > $o ) > $o). 11.95/2.17 thf(zf_stmt_4, axiom, 11.95/2.17 (![X424:$i,X422:$i,X414:( $i > $o )]: 11.95/2.17 ( ( zip_tseitin_4 @ X424 @ X422 @ X414 ) <=> 11.95/2.17 ( ( X414 @ X424 ) => ( ( X422 ) = ( X424 ) ) ) ))). 11.95/2.17 thf(zf_stmt_5, type, zip_tseitin_3 : $i > $i > $i > ( $i > $i > $o ) > $o). 11.95/2.17 thf(zf_stmt_6, axiom, 11.95/2.17 (![X52:$i,X50:$i,X40:$i,X38:( $i > $i > $o )]: 11.95/2.17 ( ( zip_tseitin_3 @ X52 @ X50 @ X40 @ X38 ) <=> 11.95/2.17 ( ( X38 @ X52 @ X50 ) & ( in @ X52 @ X40 ) ) ))). 11.95/2.17 thf(zf_stmt_7, type, zip_tseitin_2 : $i > $i > $i > $o). 11.95/2.17 thf(zf_stmt_8, axiom, 11.95/2.17 (![X28:$i,X26:$i,X24:$i]: 11.95/2.17 ( ( zip_tseitin_2 @ X28 @ X26 @ X24 ) <=> 11.95/2.17 ( ( in @ X28 @ X24 ) & ( in @ X26 @ X28 ) ) ))). 11.95/2.17 thf(zf_stmt_9, type, zip_tseitin_1 : $i > $i > $i > $o). 11.95/2.17 thf(zf_stmt_10, axiom, 11.95/2.17 (![X22:$i,X20:$i,X18:$i]: 11.95/2.17 ( ( zip_tseitin_1 @ X22 @ X20 @ X18 ) <=> 11.95/2.17 ( ( in @ X22 @ X20 ) => ( in @ X22 @ X18 ) ) ))). 11.95/2.17 thf(zf_stmt_11, type, zip_tseitin_0 : $i > $i > $i > $o). 11.95/2.17 thf(zf_stmt_12, axiom, 11.95/2.17 (![X16:$i,X14:$i,X12:$i]: 11.95/2.17 ( ( zip_tseitin_0 @ X16 @ X14 @ X12 ) <=> 11.95/2.17 ( ( ( X16 ) = ( X12 ) ) | ( in @ X16 @ X14 ) ) ))). 11.95/2.17 thf(zf_stmt_13, conjecture, 11.95/2.17 (( ![X4:$i,X6:$i]: 11.95/2.17 ( ( ![X8:$i]: ( ( in @ X8 @ X4 ) <=> ( in @ X8 @ X6 ) ) ) => 11.95/2.17 ( ( X4 ) = ( X6 ) ) ) ) => 11.95/2.17 ( ( ![X10:$i]: ( ~( in @ X10 @ emptyset ) ) ) => 11.95/2.17 ( ( ![X12:$i,X14:$i,X16:$i]: 11.95/2.17 ( ( in @ X16 @ ( setadjoin @ X12 @ X14 ) ) <=> 11.95/2.17 ( zip_tseitin_0 @ X16 @ X14 @ X12 ) ) ) => 11.95/2.17 ( ( ![X18:$i,X20:$i]: 11.95/2.17 ( ( in @ X20 @ ( powerset @ X18 ) ) <=> 11.95/2.17 ( ![X22:$i]: ( zip_tseitin_1 @ X22 @ X20 @ X18 ) ) ) ) => 11.95/2.17 ( ( ![X24:$i,X26:$i]: 11.95/2.17 ( ( in @ X26 @ ( setunion @ X24 ) ) <=> 11.95/2.17 ( ?[X28:$i]: ( zip_tseitin_2 @ X28 @ X26 @ X24 ) ) ) ) => 11.95/2.17 ( ( in @ emptyset @ omega ) => 11.95/2.17 ( ( ![X30:$i]: 11.95/2.17 ( ( in @ X30 @ omega ) => 11.95/2.17 ( in @ ( setadjoin @ X30 @ X30 ) @ omega ) ) ) => 11.95/2.17 ( ( ![X32:$i]: 11.95/2.17 ( ( ( in @ emptyset @ X32 ) & 11.95/2.17 ( ![X34:$i]: 11.95/2.17 ( ( ( in @ X34 @ omega ) & ( in @ X34 @ X32 ) ) => 11.95/2.17 ( in @ ( setadjoin @ X34 @ X34 ) @ X32 ) ) ) ) => 11.95/2.17 ( ![X36:$i]: 11.95/2.17 ( ( in @ X36 @ omega ) => ( in @ X36 @ X32 ) ) ) ) ) => 11.95/2.17 ( ( ![X38:( $i > $i > $o ),X40:$i]: 11.95/2.17 ( ( ![X42:$i]: 11.95/2.17 ( ( in @ X42 @ X40 ) => 11.95/2.17 ( ?[X44:$i]: 11.95/2.17 ( ( ![X46:$i]: 11.95/2.17 ( ( X38 @ X42 @ X46 ) => 11.95/2.17 ( ( X44 ) = ( X46 ) ) ) ) & 11.95/2.17 ( X38 @ X42 @ X44 ) ) ) ) ) => 11.95/2.17 ( ?[X48:$i]: 11.95/2.17 ( ![X50:$i]: 11.95/2.17 ( ( in @ X50 @ X48 ) <=> 11.95/2.17 ( ?[X52:$i]: 11.95/2.17 ( zip_tseitin_3 @ X52 @ X50 @ X40 @ X38 ) ) ) ) ) ) ) => 11.95/2.17 ( ( ![X54:$i]: 11.95/2.17 ( ( ?[X56:$i]: ( in @ X56 @ X54 ) ) => 11.95/2.17 ( ?[X58:$i]: 11.95/2.17 ( ( ~( ?[X60:$i]: 11.95/2.17 ( ( in @ X60 @ X54 ) & ( in @ X60 @ X58 ) ) ) ) & 11.95/2.17 ( in @ X58 @ X54 ) ) ) ) ) => 11.95/2.17 ( ( ![X62:$i]: 11.95/2.17 ( ?[X64:$i]: 11.95/2.17 ( ( ![X66:$i]: 11.95/2.17 ( ( ( ![X68:$i]: 11.95/2.17 ( ( in @ X68 @ X66 ) => 11.95/2.17 ( in @ X68 @ X62 ) ) ) & 11.95/2.17 ( ?[X70:$i]: ( in @ X70 @ X66 ) ) ) => 11.95/2.17 ( ?[X72:$i,X74:$i]: 11.95/2.17 ( ( ![X76:$i]: 11.95/2.17 ( ( in @ X76 @ X64 ) => 11.95/2.17 ( ( ![X78:$i]: 11.95/2.17 ( ( in @ X78 @ X76 ) => 11.95/2.17 ( in @ X78 @ X72 ) ) ) | 11.95/2.17 ( in @ X74 @ X76 ) ) ) ) & 11.95/2.17 ( ~( ?[X80:$i]: 11.95/2.17 ( ( in @ X80 @ X66 ) & 11.95/2.17 ( in @ X80 @ X72 ) ) ) ) & 11.95/2.17 ( in @ X74 @ X66 ) & ( in @ X72 @ X64 ) ) ) ) ) & 11.95/2.17 ( ![X82:$i,X84:$i]: 11.95/2.17 ( ( ( in @ X82 @ X64 ) & ( in @ X84 @ X64 ) ) => 11.95/2.17 ( ( ![X86:$i]: 11.95/2.17 ( ( in @ X86 @ X82 ) => 11.95/2.17 ( in @ X86 @ X84 ) ) ) | 11.95/2.17 ( ![X88:$i]: 11.95/2.17 ( ( in @ X88 @ X84 ) => 11.95/2.17 ( in @ X88 @ X82 ) ) ) ) ) ) & 11.95/2.17 ( ![X90:$i,X92:$i]: 11.95/2.17 ( ( ( in @ X90 @ X62 ) & ( in @ X92 @ X62 ) ) => 11.95/2.17 ( ( ![X94:$i]: 11.95/2.17 ( ( in @ X94 @ X64 ) => 11.95/2.17 ( ( in @ X90 @ X94 ) <=> 11.95/2.17 ( in @ X92 @ X94 ) ) ) ) => 11.95/2.17 ( ( X90 ) = ( X92 ) ) ) ) ) & 11.95/2.17 ( ![X96:$i]: 11.95/2.17 ( ( in @ X96 @ X64 ) => 11.95/2.17 ( ![X98:$i]: 11.95/2.17 ( ( in @ X98 @ X96 ) => ( in @ X98 @ X62 ) ) ) ) ) ) ) ) => 11.95/2.17 ( ( ![X100:( $i > $o )]: 11.95/2.17 ( ( ?[X102:$i]: 11.95/2.17 ( ( ![X104:$i]: 11.95/2.17 ( ( X100 @ X104 ) => 11.95/2.17 ( ( X102 ) = ( X104 ) ) ) ) & 11.95/2.17 ( X100 @ X102 ) ) ) => 11.95/2.17 ( X100 @ 11.95/2.17 ( descr @ ( ^[V_1:$i]: ( X100 @ V_1 ) ) ) ) ) ) => 11.95/2.17 ( ( ![X106:$i,X108:( $i > $o ),X110:$i]: 11.95/2.17 ( ( in @ X110 @ X106 ) => 11.95/2.17 ( ( X108 @ X110 ) => 11.95/2.17 ( in @ 11.95/2.17 X110 @ 11.95/2.17 ( dsetconstr @ 11.95/2.17 X106 @ ( ^[V_2:$i]: ( X108 @ V_2 ) ) ) ) ) ) ) => 11.95/2.17 ( ( ![X112:$i,X114:( $i > $o ),X116:$i]: 11.95/2.17 ( ( in @ 11.95/2.17 X116 @ 11.95/2.17 ( dsetconstr @ 11.95/2.17 X112 @ ( ^[V_3:$i]: ( X114 @ V_3 ) ) ) ) => 11.95/2.17 ( in @ X116 @ X112 ) ) ) => 11.95/2.17 ( ( ![X118:$i,X120:( $i > $o ),X122:$i]: 11.95/2.17 ( ( in @ 11.95/2.17 X122 @ 11.95/2.17 ( dsetconstr @ 11.95/2.17 X118 @ ( ^[V_4:$i]: ( X120 @ V_4 ) ) ) ) => 11.95/2.17 ( X120 @ X122 ) ) ) => 11.95/2.17 ( ( ![X124:( $i > $o )]: 11.95/2.17 ( ( ?[X126:$i]: 11.95/2.17 ( ( ![X128:$i]: 11.95/2.17 ( ( X124 @ X128 ) => 11.95/2.17 ( ( X126 ) = ( X128 ) ) ) ) & 11.95/2.17 ( X124 @ X126 ) ) ) => 11.95/2.17 ( ?[X130:$i]: 11.95/2.17 ( ( ![X132:$i]: 11.95/2.17 ( ( X124 @ X132 ) => 11.95/2.17 ( ( X130 ) = ( X132 ) ) ) ) & 11.95/2.17 ( X124 @ X130 ) ) ) ) ) => 11.95/2.17 ( ( ![X134:$o,X136:$i]: 11.95/2.17 ( ( in @ X136 @ ( prop2set @ X134 ) ) => 11.95/2.17 ( X134 ) ) ) => 11.95/2.17 ( ( ![X138:$i]: 11.95/2.17 ( ( in @ X138 @ emptyset ) => 11.95/2.17 ( ![X140:$o]: ( X140 ) ) ) ) => 11.95/2.17 ( ( ![X142:$i]: 11.95/2.17 ( ~( in @ X142 @ emptyset ) ) ) => 11.95/2.17 ( ( ![X144:$i]: 11.95/2.17 ( ~( in @ X144 @ emptyset ) ) ) => 11.95/2.17 ( ( ![X146:( $i > $o )]: 11.95/2.17 ( ( ?[X148:$i]: 11.95/2.17 ( ( ![X150:$i]: 11.95/2.17 ( ( X146 @ X150 ) => 11.95/2.17 ( ( X148 ) = ( X150 ) ) ) ) & 11.95/2.17 ( X146 @ X148 ) ) ) => 11.95/2.17 ( ?[X152:$i]: ( X146 @ X152 ) ) ) ) => 11.95/2.17 ( ( ![X154:$i,X156:$i]: 11.95/2.17 ( ( ![X158:$i]: 11.95/2.17 ( ( in @ X158 @ X154 ) => 11.95/2.17 ( in @ X158 @ X156 ) ) ) => 11.95/2.17 ( ( ![X160:$i]: 11.95/2.17 ( ( in @ X160 @ X156 ) => 11.95/2.17 ( in @ X160 @ X154 ) ) ) => 11.95/2.17 ( ( X154 ) = ( X156 ) ) ) ) ) => 11.95/2.17 ( ( ![X162:$i]: 11.95/2.17 ( ( ![X164:$i]: 11.95/2.17 ( ~( in @ X164 @ X162 ) ) ) => 11.95/2.17 ( ( X162 ) = ( emptyset ) ) ) ) => 11.95/2.17 ( ( ![X166:$i]: 11.95/2.17 ( ( ![X168:$i]: 11.95/2.17 ( ~( in @ X168 @ X166 ) ) ) => 11.95/2.17 ( ( X166 ) = 11.95/2.17 ( emptyset ) ) ) ) => 11.95/2.17 ( ( ![X170:$i, 11.95/2.17 X172:( $i > $o ), 11.95/2.17 X174:$i]: 11.95/2.17 ( ( in @ X174 @ X170 ) => 11.95/2.17 ( ( in @ 11.95/2.17 X174 @ 11.95/2.17 ( dsetconstr @ 11.95/2.17 X170 @ 11.95/2.17 ( ^[V_5:$i]: 11.95/2.17 ( X172 @ V_5 ) ) ) ) <=> 11.95/2.17 ( X172 @ X174 ) ) ) ) => 11.95/2.17 ( ( ![X176:$i]: 11.95/2.17 ( ( ( X176 ) != 11.95/2.17 ( emptyset ) ) => 11.95/2.17 ( ?[X178:$i]: 11.95/2.17 ( in @ X178 @ X176 ) ) ) ) => 11.95/2.17 ( ( ![X180:$i, 11.95/2.17 X182:( $i > $o ), 11.95/2.17 X184:$i]: 11.95/2.17 ( ( in @ X184 @ X180 ) => 11.95/2.17 ( ( X182 @ X184 ) => 11.95/2.17 ( ( dsetconstr @ 11.95/2.17 X180 @ 11.95/2.17 ( ^[ 11.95/2.17 V_6:$i]: 11.95/2.17 ( 11.95/2.17 X182 @ V_6 ) ) ) != 11.95/2.17 ( emptyset ) ) ) ) ) => 11.95/2.17 ( ( ![X186:$i]: 11.95/2.17 ( ( ?[X188:$i]: 11.95/2.17 ( in @ 11.95/2.17 X188 @ X186 ) ) => 11.95/2.17 ( ( X186 ) != 11.95/2.17 ( emptyset ) ) ) ) => 11.95/2.17 ( ( ![X190:$i, 11.95/2.17 X192:$i]: 11.95/2.17 ( in @ 11.95/2.17 X190 @ 11.95/2.17 ( setadjoin @ 11.95/2.17 X190 @ X192 ) ) ) => 11.95/2.17 ( ( in @ 11.95/2.17 emptyset @ 11.95/2.17 ( setadjoin @ 11.95/2.17 emptyset @ 11.95/2.17 emptyset ) ) => 11.95/2.17 ( ( ![X194:$i, 11.95/2.17 X196:$i, 11.95/2.17 X198:$i]: 11.95/2.17 ( ( 11.95/2.17 in @ 11.95/2.17 X198 @ 11.95/2.17 X196 ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X198 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X194 @ 11.95/2.17 X196 ) ) ) ) => 11.95/2.17 ( ( ![ 11.95/2.17 X200:$i, 11.95/2.17 X202:$i, 11.95/2.17 X204:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X204 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X200 @ 11.95/2.17 X202 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X206:$o]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X204 ) = 11.95/2.17 ( 11.95/2.17 X200 ) ) => 11.95/2.17 ( 11.95/2.17 X206 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X204 @ 11.95/2.17 X202 ) => 11.95/2.17 ( 11.95/2.17 X206 ) ) => 11.95/2.17 ( 11.95/2.17 X206 ) ) ) ) ) ) => 11.95/2.17 ( ( 11.95/2.17 ![ 11.95/2.17 X208:$i, 11.95/2.17 X210:$i, 11.95/2.17 X212:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X212 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X208 @ 11.95/2.17 X210 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X212 ) = 11.95/2.17 ( 11.95/2.17 X208 ) ) | 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X212 @ 11.95/2.17 X210 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X214:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 dsetconstr 11.95/2.17 @ 11.95/2.17 X214 @ 11.95/2.17 ( 11.95/2.17 ^[ 11.95/2.17 V_7:$i]: 11.95/2.17 ( 11.95/2.17 $true ) ) ) = 11.95/2.17 ( 11.95/2.17 X214 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X216:$i, 11.95/2.17 X218:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X220:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X220 @ 11.95/2.17 X218 ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X220 @ 11.95/2.17 X216 ) ) ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X218 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X216 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X222:$i]: 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 emptyset @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X222 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X224:$i]: 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 emptyset @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X224 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X226:$i, 11.95/2.17 X228:$i, 11.95/2.17 X230:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X228 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X226 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X230 @ 11.95/2.17 X228 ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X230 @ 11.95/2.17 X226 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X232:$i, 11.95/2.17 X234:$i, 11.95/2.17 X236:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X234 @ 11.95/2.17 X236 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X236 @ 11.95/2.17 X232 ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X234 @ 11.95/2.17 ( 11.95/2.17 setunion @ 11.95/2.17 X232 ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X238:$i, 11.95/2.17 X240:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X240 @ 11.95/2.17 ( 11.95/2.17 setunion @ 11.95/2.17 X238 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X242:$o]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X244:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X240 @ 11.95/2.17 X244 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X244 @ 11.95/2.17 X238 ) => 11.95/2.17 ( 11.95/2.17 X242 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 X242 ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X246:$i, 11.95/2.17 X248:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X248 @ 11.95/2.17 X246 ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X248 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 ( 11.95/2.17 setunion @ 11.95/2.17 X246 ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X250:( 11.95/2.17 $i > $o )]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ?[ 11.95/2.17 X252:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X254:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X250 @ 11.95/2.17 X254 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X252 ) = 11.95/2.17 ( 11.95/2.17 X254 ) ) ) ) & 11.95/2.17 ( 11.95/2.17 X250 @ 11.95/2.17 X252 ) ) ) => 11.95/2.17 ( 11.95/2.17 ?[ 11.95/2.17 X256:$i]: 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X258:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X250 @ 11.95/2.17 X258 ) <=> 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X258 ) = 11.95/2.17 ( 11.95/2.17 X256 ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X260:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X260 ) != 11.95/2.17 ( 11.95/2.17 emptyset ) ) => 11.95/2.17 ( 11.95/2.17 ?[ 11.95/2.17 X262:$i]: 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X262 @ 11.95/2.17 X260 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X264:$i, 11.95/2.17 X266:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X264 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X266 @ 11.95/2.17 emptyset ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X264 ) = 11.95/2.17 ( 11.95/2.17 X266 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X268:$i, 11.95/2.17 X270:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X268 ) != 11.95/2.17 ( 11.95/2.17 X270 ) ) => 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 in @ 11.95/2.17 X270 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X268 @ 11.95/2.17 emptyset ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X272:$i, 11.95/2.17 X274:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X272 ) = 11.95/2.17 ( 11.95/2.17 X274 ) ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X272 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X274 @ 11.95/2.17 emptyset ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X276:$i, 11.95/2.17 X278:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X276 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X278 @ 11.95/2.17 emptyset ) ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X278 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X276 @ 11.95/2.17 emptyset ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X280:$i, 11.95/2.17 X282:$i, 11.95/2.17 X284:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X284 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X280 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X282 @ 11.95/2.17 emptyset ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X284 ) = 11.95/2.17 ( 11.95/2.17 X280 ) ) | 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X284 ) = 11.95/2.17 ( 11.95/2.17 X282 ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X286:$i, 11.95/2.17 X288:$i]: 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X286 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X286 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X288 @ 11.95/2.17 emptyset ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X290:$i, 11.95/2.17 X292:$i]: 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X292 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X290 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X292 @ 11.95/2.17 emptyset ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X294:$i, 11.95/2.17 X296:( 11.95/2.17 $i > $o )]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ?[ 11.95/2.17 X298:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X296 @ 11.95/2.17 X298 ) & 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X298 @ 11.95/2.17 X294 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 dsetconstr 11.95/2.17 @ 11.95/2.17 X294 @ 11.95/2.17 ( 11.95/2.17 ^[ 11.95/2.17 V_8:$i]: 11.95/2.17 ( 11.95/2.17 X296 @ V_8 ) ) ) != 11.95/2.17 ( 11.95/2.17 emptyset ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X300:( 11.95/2.17 $i > $o ), 11.95/2.17 X302:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X302 @ 11.95/2.17 emptyset ) => 11.95/2.17 ( 11.95/2.17 X300 @ 11.95/2.17 X302 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X304:$i, 11.95/2.17 X306:( 11.95/2.17 $i > $o )]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 ![ 11.95/2.17 X308:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X308 @ 11.95/2.17 X304 ) => 11.95/2.17 ( 11.95/2.17 X306 @ 11.95/2.17 X308 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ?[ 11.95/2.17 X310:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 X306 @ 11.95/2.17 X310 ) ) & 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X310 @ 11.95/2.17 X304 ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X312:$i, 11.95/2.17 X314:( 11.95/2.17 $i > $o )]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X316:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X316 @ 11.95/2.17 X312 ) => 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 X314 @ 11.95/2.17 X316 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 ?[ 11.95/2.17 X318:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X314 @ 11.95/2.17 X318 ) & 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X318 @ 11.95/2.17 X312 ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X320:$i, 11.95/2.17 X322:( 11.95/2.17 $i > $o )]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 ?[ 11.95/2.17 X324:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X322 @ 11.95/2.17 X324 ) & 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X324 @ 11.95/2.17 X320 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X326:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X326 @ 11.95/2.17 X320 ) => 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 X322 @ 11.95/2.17 X326 ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X328:$i, 11.95/2.17 X330:( 11.95/2.17 $i > $o )]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ?[ 11.95/2.17 X332:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 X330 @ 11.95/2.17 X332 ) ) & 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X332 @ 11.95/2.17 X328 ) ) ) => 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 ![ 11.95/2.17 X334:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X334 @ 11.95/2.17 X328 ) => 11.95/2.17 ( 11.95/2.17 X330 @ 11.95/2.17 X334 ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X336:$o]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X336 ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 emptyset @ 11.95/2.17 ( 11.95/2.17 prop2set @ 11.95/2.17 X336 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X338:$o]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X338 ) => 11.95/2.17 ( 11.95/2.17 set2prop @ 11.95/2.17 ( 11.95/2.17 prop2set @ 11.95/2.17 X338 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X340:$i, 11.95/2.17 X342:( 11.95/2.17 $i > $o )]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 ?[ 11.95/2.17 X344:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X342 @ 11.95/2.17 X344 ) & 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X344 @ 11.95/2.17 X340 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X346:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X346 @ 11.95/2.17 X340 ) => 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 X342 @ 11.95/2.17 X346 ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X348:$i, 11.95/2.17 X350:( 11.95/2.17 $i > $o )]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 ![ 11.95/2.17 X352:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X352 @ 11.95/2.17 X348 ) => 11.95/2.17 ( 11.95/2.17 X350 @ 11.95/2.17 X352 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ?[ 11.95/2.17 X354:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 X350 @ 11.95/2.17 X354 ) ) & 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X354 @ 11.95/2.17 X348 ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X356:( 11.95/2.17 $i > $o )]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ?[ 11.95/2.17 X358:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X360:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X356 @ 11.95/2.17 X360 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X358 ) = 11.95/2.17 ( 11.95/2.17 X360 ) ) ) ) & 11.95/2.17 ( 11.95/2.17 X356 @ 11.95/2.17 X358 ) ) ) => 11.95/2.17 ( 11.95/2.17 ?[ 11.95/2.17 X362:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X364:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X356 @ 11.95/2.17 X364 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X362 ) = 11.95/2.17 ( 11.95/2.17 X364 ) ) ) ) & 11.95/2.17 ( 11.95/2.17 X356 @ 11.95/2.17 X362 ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X366:( 11.95/2.17 $i > $o )]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ?[ 11.95/2.17 X368:$i]: 11.95/2.17 ( 11.95/2.17 X366 @ 11.95/2.17 X368 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X370:$i, 11.95/2.17 X372:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X366 @ 11.95/2.17 X370 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X366 @ 11.95/2.17 X372 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X370 ) = 11.95/2.17 ( 11.95/2.17 X372 ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ?[ 11.95/2.17 X374:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X376:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X366 @ 11.95/2.17 X376 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X374 ) = 11.95/2.17 ( 11.95/2.17 X376 ) ) ) ) & 11.95/2.17 ( 11.95/2.17 X366 @ 11.95/2.17 X374 ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X378:( 11.95/2.17 $i > $o )]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ?[ 11.95/2.17 X380:$i]: 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X382:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X378 @ 11.95/2.17 X382 ) <=> 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X382 ) = 11.95/2.17 ( 11.95/2.17 X380 ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ?[ 11.95/2.17 X384:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X386:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X378 @ 11.95/2.17 X386 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X384 ) = 11.95/2.17 ( 11.95/2.17 X386 ) ) ) ) & 11.95/2.17 ( 11.95/2.17 X378 @ 11.95/2.17 X384 ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X388:$i, 11.95/2.17 X390:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X388 ) = 11.95/2.17 ( 11.95/2.17 X390 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X392:$i, 11.95/2.17 X394:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X392 ) = 11.95/2.17 ( 11.95/2.17 X394 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X392 @ 11.95/2.17 X388 ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X394 @ 11.95/2.17 X390 ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X396:$i, 11.95/2.17 X398:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X396 ) = 11.95/2.17 ( 11.95/2.17 X398 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X400:$i, 11.95/2.17 X402:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X400 ) = 11.95/2.17 ( 11.95/2.17 X402 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X400 @ 11.95/2.17 X396 ) <=> 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X402 @ 11.95/2.17 X398 ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X404:( 11.95/2.17 $i > $o )]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ?[ 11.95/2.17 X406:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X408:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X404 @ 11.95/2.17 X408 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X406 ) = 11.95/2.17 ( 11.95/2.17 X408 ) ) ) ) & 11.95/2.17 ( 11.95/2.17 X404 @ 11.95/2.17 X406 ) ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X410:$i, 11.95/2.17 X412:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X404 @ 11.95/2.17 X410 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X404 @ 11.95/2.17 X412 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X410 ) = 11.95/2.17 ( 11.95/2.17 X412 ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X414:( 11.95/2.17 $i > $o ), 11.95/2.17 X416:( 11.95/2.17 $i > $o )]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X418:$i, 11.95/2.17 X420:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X418 ) = 11.95/2.17 ( 11.95/2.17 X420 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X414 @ 11.95/2.17 X418 ) <=> 11.95/2.17 ( 11.95/2.17 X416 @ 11.95/2.17 X420 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ?[ 11.95/2.17 X422:$i]: 11.95/2.17 ( 11.95/2.17 zip_tseitin_5 11.95/2.17 @ 11.95/2.17 X422 @ 11.95/2.17 X414 ) ) <=> 11.95/2.17 ( 11.95/2.17 ?[ 11.95/2.17 X426:$i]: 11.95/2.17 ( 11.95/2.17 zip_tseitin_5 11.95/2.17 @ 11.95/2.17 X426 @ 11.95/2.17 X416 ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 emptyset ) = 11.95/2.17 ( 11.95/2.17 emptyset ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X430:$i, 11.95/2.17 X432:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X430 ) = 11.95/2.17 ( 11.95/2.17 X432 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X434:$i, 11.95/2.17 X436:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X434 ) = 11.95/2.17 ( 11.95/2.17 X436 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X430 @ 11.95/2.17 X434 ) = 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X432 @ 11.95/2.17 X436 ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X438:$i, 11.95/2.17 X440:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X438 ) = 11.95/2.17 ( 11.95/2.17 X440 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X438 ) = 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X440 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X442:$i, 11.95/2.17 X444:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X442 ) = 11.95/2.17 ( 11.95/2.17 X444 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 setunion @ 11.95/2.17 X442 ) = 11.95/2.17 ( 11.95/2.17 setunion @ 11.95/2.17 X444 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 omega ) = 11.95/2.17 ( 11.95/2.17 omega ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X446:( 11.95/2.17 $i > $o )]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ?[ 11.95/2.17 X448:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X450:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X446 @ 11.95/2.17 X450 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X448 ) = 11.95/2.17 ( 11.95/2.17 X450 ) ) ) ) & 11.95/2.17 ( 11.95/2.17 X446 @ 11.95/2.17 X448 ) ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X452:$i, 11.95/2.17 X454:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X446 @ 11.95/2.17 X452 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X446 @ 11.95/2.17 X454 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X452 ) = 11.95/2.17 ( 11.95/2.17 X454 ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X456:( 11.95/2.17 $i > $o ), 11.95/2.17 X458:( 11.95/2.17 $i > $o )]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X460:$i, 11.95/2.17 X462:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X460 ) = 11.95/2.17 ( 11.95/2.17 X462 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X456 @ 11.95/2.17 X460 ) <=> 11.95/2.17 ( 11.95/2.17 X458 @ 11.95/2.17 X462 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ?[ 11.95/2.17 X464:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X466:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X456 @ 11.95/2.17 X466 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X464 ) = 11.95/2.17 ( 11.95/2.17 X466 ) ) ) ) & 11.95/2.17 ( 11.95/2.17 X456 @ 11.95/2.17 X464 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ?[ 11.95/2.17 X468:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X470:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X458 @ 11.95/2.17 X470 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X468 ) = 11.95/2.17 ( 11.95/2.17 X470 ) ) ) ) & 11.95/2.17 ( 11.95/2.17 X458 @ 11.95/2.17 X468 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 descr @ 11.95/2.17 ( 11.95/2.17 ^[ 11.95/2.17 V_9:$i]: 11.95/2.17 ( 11.95/2.17 X456 @ V_9 ) ) ) = 11.95/2.17 ( 11.95/2.17 descr @ 11.95/2.17 ( 11.95/2.17 ^[ 11.95/2.17 V_10:$i]: 11.95/2.17 ( 11.95/2.17 X458 @ 11.95/2.17 V_10 ) ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X472:$i, 11.95/2.17 X474:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X472 ) = 11.95/2.17 ( 11.95/2.17 X474 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X476:( 11.95/2.17 $i > $o ), 11.95/2.17 X478:( 11.95/2.17 $i > $o )]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X480:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X480 @ 11.95/2.17 X472 ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X482:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X482 @ 11.95/2.17 X474 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X480 ) = 11.95/2.17 ( 11.95/2.17 X482 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X476 @ 11.95/2.17 X480 ) <=> 11.95/2.17 ( 11.95/2.17 X478 @ 11.95/2.17 X482 ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 dsetconstr 11.95/2.17 @ 11.95/2.17 X472 @ 11.95/2.17 ( 11.95/2.17 ^[ 11.95/2.17 V_11:$i]: 11.95/2.17 ( 11.95/2.17 X476 @ 11.95/2.17 V_11 ) ) ) = 11.95/2.17 ( 11.95/2.17 dsetconstr 11.95/2.17 @ 11.95/2.17 X474 @ 11.95/2.17 ( 11.95/2.17 ^[ 11.95/2.17 V_12:$i]: 11.95/2.17 ( 11.95/2.17 X478 @ 11.95/2.17 V_12 ) ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X484:$i, 11.95/2.17 X486:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X488:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X488 @ 11.95/2.17 X484 ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X488 @ 11.95/2.17 X486 ) ) ) => 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 X484 @ 11.95/2.17 X486 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X490:$i, 11.95/2.17 X492:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X490 ) = 11.95/2.17 ( 11.95/2.17 X492 ) ) => 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 X492 @ 11.95/2.17 X490 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X494:$i, 11.95/2.17 X496:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X494 ) = 11.95/2.17 ( 11.95/2.17 X496 ) ) => 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 X494 @ 11.95/2.17 X496 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X498:$i, 11.95/2.17 X500:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X502:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X502 @ 11.95/2.17 X498 ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X502 @ 11.95/2.17 X500 ) ) ) => 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 X498 @ 11.95/2.17 X500 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X504:$i]: 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 emptyset @ 11.95/2.17 X504 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X506:$i, 11.95/2.17 X508:$i, 11.95/2.17 X510:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 X506 @ 11.95/2.17 X508 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X510 @ 11.95/2.17 X506 ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X510 @ 11.95/2.17 X508 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X512:$i, 11.95/2.17 X514:$i, 11.95/2.17 X516:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 X512 @ 11.95/2.17 X514 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 in @ 11.95/2.17 X516 @ 11.95/2.17 X514 ) ) => 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 in @ 11.95/2.17 X516 @ 11.95/2.17 X512 ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X518:$i, 11.95/2.17 X520:$i, 11.95/2.17 X522:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X522 @ 11.95/2.17 X518 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 in @ 11.95/2.17 X522 @ 11.95/2.17 X520 ) ) => 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 subset @ 11.95/2.17 X518 @ 11.95/2.17 X520 ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X524:$i, 11.95/2.17 X526:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 subset @ 11.95/2.17 X524 @ 11.95/2.17 X526 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X524 ) != 11.95/2.17 ( 11.95/2.17 X526 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X528:$i, 11.95/2.17 X530:$i, 11.95/2.17 X532:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X532 @ 11.95/2.17 X528 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 in @ 11.95/2.17 X532 @ 11.95/2.17 X530 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X528 ) != 11.95/2.17 ( 11.95/2.17 X530 ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X534:$i]: 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 X534 @ 11.95/2.17 X534 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X536:$i, 11.95/2.17 X538:$i, 11.95/2.17 X540:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 X536 @ 11.95/2.17 X538 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 X538 @ 11.95/2.17 X540 ) => 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 X536 @ 11.95/2.17 X540 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X542:$i, 11.95/2.17 X544:$i]: 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 X544 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X542 @ 11.95/2.17 X544 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X546:$i, 11.95/2.17 X548:$i, 11.95/2.17 X550:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 X546 @ 11.95/2.17 X550 ) => 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 X546 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X548 @ 11.95/2.17 X550 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X552:$i, 11.95/2.17 X554:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 X552 @ 11.95/2.17 X554 ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X552 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X554 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X556:$i, 11.95/2.17 X558:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 X556 @ 11.95/2.17 X558 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 X558 @ 11.95/2.17 X556 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X556 ) = 11.95/2.17 ( 11.95/2.17 X558 ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X560:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 X560 @ 11.95/2.17 emptyset ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X560 ) = 11.95/2.17 ( 11.95/2.17 emptyset ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X562:$i, 11.95/2.17 X564:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 X564 @ 11.95/2.17 X562 ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X564 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X562 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X566:$i, 11.95/2.17 X568:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X568 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X566 ) ) => 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 X568 @ 11.95/2.17 X566 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X570:$i]: 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X570 @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X570 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X572:$i, 11.95/2.17 X574:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 X572 @ 11.95/2.17 X574 ) => 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X572 ) @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X574 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X576:$i, 11.95/2.17 X578:( 11.95/2.17 $i > $o )]: 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 ( 11.95/2.17 dsetconstr 11.95/2.17 @ 11.95/2.17 X576 @ 11.95/2.17 ( 11.95/2.17 ^[ 11.95/2.17 V_13:$i]: 11.95/2.17 ( 11.95/2.17 X578 @ 11.95/2.17 V_13 ) ) ) @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X576 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X580:$i, 11.95/2.17 X582:( 11.95/2.17 $i > $o )]: 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 ( 11.95/2.17 dsetconstr 11.95/2.17 @ 11.95/2.17 X580 @ 11.95/2.17 ( 11.95/2.17 ^[ 11.95/2.17 V_14:$i]: 11.95/2.17 ( 11.95/2.17 X582 @ 11.95/2.17 V_14 ) ) ) @ 11.95/2.17 X580 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X584:$i, 11.95/2.17 X586:$i, 11.95/2.17 X588:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X588 @ 11.95/2.17 X584 ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X588 @ 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 X584 @ 11.95/2.17 X586 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X590:$i, 11.95/2.17 X592:$i]: 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X592 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X590 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X592 @ 11.95/2.17 emptyset ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X594:$i, 11.95/2.17 X596:$i, 11.95/2.17 X598:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X598 @ 11.95/2.17 X596 ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X598 @ 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 X594 @ 11.95/2.17 X596 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X600:$i, 11.95/2.17 X602:$i, 11.95/2.17 X604:$i, 11.95/2.17 X606:$o]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X604 @ 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 X600 @ 11.95/2.17 X602 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X604 @ 11.95/2.17 X600 ) => 11.95/2.17 ( 11.95/2.17 X606 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X604 @ 11.95/2.17 X602 ) => 11.95/2.17 ( 11.95/2.17 X606 ) ) => 11.95/2.17 ( 11.95/2.17 X606 ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X608:$i, 11.95/2.17 X610:$i, 11.95/2.17 X612:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X612 @ 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 X608 @ 11.95/2.17 X610 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X612 @ 11.95/2.17 X608 ) | 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X612 @ 11.95/2.17 X610 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X614:$i, 11.95/2.17 X616:$i]: 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 X614 @ 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 X614 @ 11.95/2.17 X616 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X618:$i, 11.95/2.17 X620:$i]: 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 X620 @ 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 X618 @ 11.95/2.17 X620 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X622:$i, 11.95/2.17 X624:$i, 11.95/2.17 X626:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X626 @ 11.95/2.17 X622 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X626 @ 11.95/2.17 X624 ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X626 @ 11.95/2.17 ( 11.95/2.17 binintersect 11.95/2.17 @ 11.95/2.17 X622 @ 11.95/2.17 X624 ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X628:$i, 11.95/2.17 X630:$i, 11.95/2.17 X632:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 X632 @ 11.95/2.17 X628 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 X632 @ 11.95/2.17 X630 ) => 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 X632 @ 11.95/2.17 ( 11.95/2.17 binintersect 11.95/2.17 @ 11.95/2.17 X628 @ 11.95/2.17 X630 ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X634:$i, 11.95/2.17 X636:$i, 11.95/2.17 X638:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X638 @ 11.95/2.17 ( 11.95/2.17 binintersect 11.95/2.17 @ 11.95/2.17 X634 @ 11.95/2.17 X636 ) ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X638 @ 11.95/2.17 X634 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X640:$i, 11.95/2.17 X642:$i]: 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 ( 11.95/2.17 binintersect 11.95/2.17 @ 11.95/2.17 X640 @ 11.95/2.17 X642 ) @ 11.95/2.17 X640 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X644:$i, 11.95/2.17 X646:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 X644 @ 11.95/2.17 X646 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 binintersect 11.95/2.17 @ 11.95/2.17 X644 @ 11.95/2.17 X646 ) = 11.95/2.17 ( 11.95/2.17 X644 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X648:$i, 11.95/2.17 X650:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 binintersect 11.95/2.17 @ 11.95/2.17 X648 @ 11.95/2.17 X650 ) = 11.95/2.17 ( 11.95/2.17 X650 ) ) => 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 X650 @ 11.95/2.17 X648 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X652:$i, 11.95/2.17 X654:$i, 11.95/2.17 X656:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X656 @ 11.95/2.17 ( 11.95/2.17 binintersect 11.95/2.17 @ 11.95/2.17 X652 @ 11.95/2.17 X654 ) ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X656 @ 11.95/2.17 X654 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X658:$i, 11.95/2.17 X660:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 ?[ 11.95/2.17 X662:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X662 @ 11.95/2.17 X660 ) & 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X662 @ 11.95/2.17 X658 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 binintersect 11.95/2.17 @ 11.95/2.17 X658 @ 11.95/2.17 X660 ) = 11.95/2.17 ( 11.95/2.17 emptyset ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X664:$i, 11.95/2.17 X666:$i]: 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 ( 11.95/2.17 binintersect 11.95/2.17 @ 11.95/2.17 X664 @ 11.95/2.17 X666 ) @ 11.95/2.17 X666 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X668:$i, 11.95/2.17 X670:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 X670 @ 11.95/2.17 X668 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 binintersect 11.95/2.17 @ 11.95/2.17 X668 @ 11.95/2.17 X670 ) = 11.95/2.17 ( 11.95/2.17 X670 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X672:$i, 11.95/2.17 X674:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 binintersect 11.95/2.17 @ 11.95/2.17 X672 @ 11.95/2.17 X674 ) = 11.95/2.17 ( 11.95/2.17 X672 ) ) => 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 X672 @ 11.95/2.17 X674 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X676:$i, 11.95/2.17 X678:$i, 11.95/2.17 X680:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 binintersect 11.95/2.17 @ 11.95/2.17 X676 @ 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 X678 @ 11.95/2.17 X680 ) ) = 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 ( 11.95/2.17 binintersect 11.95/2.17 @ 11.95/2.17 X676 @ 11.95/2.17 X678 ) @ 11.95/2.17 ( 11.95/2.17 binintersect 11.95/2.17 @ 11.95/2.17 X676 @ 11.95/2.17 X680 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X682:$i, 11.95/2.17 X684:$i, 11.95/2.17 X686:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X686 @ 11.95/2.17 X682 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 in @ 11.95/2.17 X686 @ 11.95/2.17 X684 ) ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X686 @ 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X682 @ 11.95/2.17 X684 ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X688:$i, 11.95/2.17 X690:$i, 11.95/2.17 X692:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X692 @ 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X688 @ 11.95/2.17 X690 ) ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X692 @ 11.95/2.17 X688 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X694:$i, 11.95/2.17 X696:$i, 11.95/2.17 X698:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X698 @ 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X694 @ 11.95/2.17 X696 ) ) => 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 in @ 11.95/2.17 X698 @ 11.95/2.17 X696 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X700:$i, 11.95/2.17 X702:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 X700 @ 11.95/2.17 X702 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X700 @ 11.95/2.17 X702 ) = 11.95/2.17 ( 11.95/2.17 emptyset ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X704:$i, 11.95/2.17 X706:$i, 11.95/2.17 X708:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 in @ 11.95/2.17 X708 @ 11.95/2.17 ( 11.95/2.17 setminus 11.95/2.17 @ 11.95/2.17 X704 @ 11.95/2.17 X706 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X708 @ 11.95/2.17 X704 ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X708 @ 11.95/2.17 X706 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X710:$i, 11.95/2.17 X712:$i, 11.95/2.17 X714:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 in @ 11.95/2.17 X714 @ 11.95/2.17 ( 11.95/2.17 setminus 11.95/2.17 @ 11.95/2.17 X710 @ 11.95/2.17 X712 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 in @ 11.95/2.17 X714 @ 11.95/2.17 X712 ) ) => 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 in @ 11.95/2.17 X714 @ 11.95/2.17 X710 ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X716:$i, 11.95/2.17 X718:$i, 11.95/2.17 X720:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 in @ 11.95/2.17 X720 @ 11.95/2.17 X716 ) ) => 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 in @ 11.95/2.17 X720 @ 11.95/2.17 ( 11.95/2.17 setminus 11.95/2.17 @ 11.95/2.17 X716 @ 11.95/2.17 X718 ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X722:$i, 11.95/2.17 X724:$i, 11.95/2.17 X726:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X726 @ 11.95/2.17 X724 ) => 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 in @ 11.95/2.17 X726 @ 11.95/2.17 ( 11.95/2.17 setminus 11.95/2.17 @ 11.95/2.17 X722 @ 11.95/2.17 X724 ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X728:$i, 11.95/2.17 X730:$i]: 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X728 @ 11.95/2.17 X730 ) @ 11.95/2.17 X728 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X732:$i, 11.95/2.17 X734:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 setminus @ 11.95/2.17 X732 @ 11.95/2.17 X734 ) = 11.95/2.17 ( 11.95/2.17 emptyset ) ) => 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 X732 @ 11.95/2.17 X734 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X736:$i, 11.95/2.17 X738:$i, 11.95/2.17 X740:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X740 @ 11.95/2.17 ( 11.95/2.17 symdiff @ 11.95/2.17 X736 @ 11.95/2.17 X738 ) ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X742:$o]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X740 @ 11.95/2.17 X736 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 in @ 11.95/2.17 X740 @ 11.95/2.17 X738 ) ) => 11.95/2.17 ( 11.95/2.17 X742 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 in @ 11.95/2.17 X740 @ 11.95/2.17 X736 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X740 @ 11.95/2.17 X738 ) => 11.95/2.17 ( 11.95/2.17 X742 ) ) ) => 11.95/2.17 ( 11.95/2.17 X742 ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X744:$i, 11.95/2.17 X746:$i, 11.95/2.17 X748:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X748 @ 11.95/2.17 X744 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 in @ 11.95/2.17 X748 @ 11.95/2.17 X746 ) ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X748 @ 11.95/2.17 ( 11.95/2.17 symdiff @ 11.95/2.17 X744 @ 11.95/2.17 X746 ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X750:$i, 11.95/2.17 X752:$i, 11.95/2.17 X754:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 in @ 11.95/2.17 X754 @ 11.95/2.17 X750 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X754 @ 11.95/2.17 X752 ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X754 @ 11.95/2.17 ( 11.95/2.17 symdiff @ 11.95/2.17 X750 @ 11.95/2.17 X752 ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X756:$i, 11.95/2.17 X758:$i, 11.95/2.17 X760:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X760 @ 11.95/2.17 X756 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X760 @ 11.95/2.17 X758 ) => 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 in @ 11.95/2.17 X760 @ 11.95/2.17 ( 11.95/2.17 symdiff @ 11.95/2.17 X756 @ 11.95/2.17 X758 ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X762:$i, 11.95/2.17 X764:$i, 11.95/2.17 X766:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 in @ 11.95/2.17 X766 @ 11.95/2.17 X762 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 in @ 11.95/2.17 X766 @ 11.95/2.17 X764 ) ) => 11.95/2.17 ( 11.95/2.17 ~( 11.95/2.17 in @ 11.95/2.17 X766 @ 11.95/2.17 ( 11.95/2.17 symdiff @ 11.95/2.17 X762 @ 11.95/2.17 X764 ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X768:$i, 11.95/2.17 X770:$i]: 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X770 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X768 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X770 @ 11.95/2.17 emptyset ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X772:$i, 11.95/2.17 X774:$i]: 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X772 @ 11.95/2.17 ( 11.95/2.17 setunion @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X772 @ 11.95/2.17 emptyset ) @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X772 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X774 @ 11.95/2.17 emptyset ) ) @ 11.95/2.17 emptyset ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X776:$i, 11.95/2.17 X778:$i]: 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X778 @ 11.95/2.17 ( 11.95/2.17 setunion @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X776 @ 11.95/2.17 emptyset ) @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X776 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X778 @ 11.95/2.17 emptyset ) ) @ 11.95/2.17 emptyset ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X780:$i, 11.95/2.17 X782:$i]: 11.95/2.17 ( 11.95/2.17 iskpair @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X780 @ 11.95/2.17 emptyset ) @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X780 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X782 @ 11.95/2.17 emptyset ) ) @ 11.95/2.17 emptyset ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X784:$i, 11.95/2.17 X786:$i]: 11.95/2.17 ( 11.95/2.17 iskpair @ 11.95/2.17 ( 11.95/2.17 kpair @ 11.95/2.17 X784 @ 11.95/2.17 X786 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X788:$i, 11.95/2.17 X790:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X790 @ 11.95/2.17 X788 ) => 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X790 @ 11.95/2.17 emptyset ) @ 11.95/2.17 X788 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X792:$i, 11.95/2.17 X794:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X794 @ 11.95/2.17 X792 ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X794 @ 11.95/2.17 emptyset ) @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 X792 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X796:$i, 11.95/2.17 X798:$i, 11.95/2.17 X800:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X800 @ 11.95/2.17 X796 ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X800 @ 11.95/2.17 emptyset ) @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 X796 @ 11.95/2.17 X798 ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X802:$i, 11.95/2.17 X804:$i, 11.95/2.17 X806:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X806 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X802 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X804 @ 11.95/2.17 emptyset ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X806 ) = 11.95/2.17 ( 11.95/2.17 X802 ) ) | 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X806 ) = 11.95/2.17 ( 11.95/2.17 X804 ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X808:$i, 11.95/2.17 X810:$i, 11.95/2.17 X812:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X812 @ 11.95/2.17 X808 ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X814:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X814 @ 11.95/2.17 X810 ) => 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X812 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X814 @ 11.95/2.17 emptyset ) ) @ 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 X808 @ 11.95/2.17 X810 ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X816:$i, 11.95/2.17 X818:$i, 11.95/2.17 X820:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X820 @ 11.95/2.17 X816 ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X822:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X822 @ 11.95/2.17 X818 ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X820 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X822 @ 11.95/2.17 emptyset ) ) @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 X816 @ 11.95/2.17 X818 ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X824:$i, 11.95/2.17 X826:$i, 11.95/2.17 X828:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X828 @ 11.95/2.17 X824 ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X830:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X830 @ 11.95/2.17 X826 ) => 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X828 @ 11.95/2.17 emptyset ) @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X828 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X830 @ 11.95/2.17 emptyset ) ) @ 11.95/2.17 emptyset ) ) @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 X824 @ 11.95/2.17 X826 ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X832:$i, 11.95/2.17 X834:$i, 11.95/2.17 X836:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X836 @ 11.95/2.17 X832 ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X838:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X838 @ 11.95/2.17 X834 ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X836 @ 11.95/2.17 emptyset ) @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X836 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X838 @ 11.95/2.17 emptyset ) ) @ 11.95/2.17 emptyset ) ) @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 X832 @ 11.95/2.17 X834 ) ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X840:$i, 11.95/2.17 X842:$i, 11.95/2.17 X844:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X844 @ 11.95/2.17 X840 ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X846:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X846 @ 11.95/2.17 X842 ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 ( 11.95/2.17 kpair @ 11.95/2.17 X844 @ 11.95/2.17 X846 ) @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 ( 11.95/2.17 powerset @ 11.95/2.17 ( 11.95/2.17 binunion @ 11.95/2.17 X840 @ 11.95/2.17 X842 ) ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X848:$i, 11.95/2.17 X850:$i, 11.95/2.17 X852:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X852 @ 11.95/2.17 X848 ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X854:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X854 @ 11.95/2.17 X850 ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 ( 11.95/2.17 kpair @ 11.95/2.17 X852 @ 11.95/2.17 X854 ) @ 11.95/2.17 ( 11.95/2.17 cartprod @ 11.95/2.17 X848 @ 11.95/2.17 X850 ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X856:$i, 11.95/2.17 X858:$i, 11.95/2.17 X860:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X860 @ 11.95/2.17 ( 11.95/2.17 cartprod @ 11.95/2.17 X856 @ 11.95/2.17 X858 ) ) => 11.95/2.17 ( 11.95/2.17 ?[ 11.95/2.17 X862:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ?[ 11.95/2.17 X864:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X860 ) = 11.95/2.17 ( 11.95/2.17 kpair @ 11.95/2.17 X862 @ 11.95/2.17 X864 ) ) & 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X864 @ 11.95/2.17 X858 ) ) ) & 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X862 @ 11.95/2.17 X856 ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X866:$i, 11.95/2.17 X868:$i, 11.95/2.17 X870:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X870 @ 11.95/2.17 ( 11.95/2.17 cartprod @ 11.95/2.17 X866 @ 11.95/2.17 X868 ) ) => 11.95/2.17 ( 11.95/2.17 iskpair @ 11.95/2.17 X870 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X872:$i, 11.95/2.17 X874:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X874 @ 11.95/2.17 ( 11.95/2.17 setunion @ 11.95/2.17 X872 ) ) => 11.95/2.17 ( 11.95/2.17 ?[ 11.95/2.17 X876:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X874 @ 11.95/2.17 X876 ) & 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X876 @ 11.95/2.17 X872 ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X878:$i]: 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 ( 11.95/2.17 setunion @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X878 @ 11.95/2.17 emptyset ) ) @ 11.95/2.17 X878 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X880:$i]: 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 X880 @ 11.95/2.17 ( 11.95/2.17 setunion @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X880 @ 11.95/2.17 emptyset ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X882:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 setunion @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X882 @ 11.95/2.17 emptyset ) ) = 11.95/2.17 ( 11.95/2.17 X882 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X884:$i, 11.95/2.17 X886:( 11.95/2.17 $i > $o )]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X888:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X888 @ 11.95/2.17 X884 ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X890:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X890 @ 11.95/2.17 X884 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X886 @ 11.95/2.17 X888 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X886 @ 11.95/2.17 X890 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X888 ) = 11.95/2.17 ( 11.95/2.17 X890 ) ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ?[ 11.95/2.17 X892:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X886 @ 11.95/2.17 X892 ) & 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X892 @ 11.95/2.17 X884 ) ) ) => 11.95/2.17 ( 11.95/2.17 singleton 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 dsetconstr 11.95/2.17 @ 11.95/2.17 X884 @ 11.95/2.17 ( 11.95/2.17 ^[ 11.95/2.17 V_15:$i]: 11.95/2.17 ( 11.95/2.17 X886 @ 11.95/2.17 V_15 ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X894:$i, 11.95/2.17 X896:( 11.95/2.17 $i > $o )]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 singleton 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 dsetconstr 11.95/2.17 @ 11.95/2.17 X894 @ 11.95/2.17 ( 11.95/2.17 ^[ 11.95/2.17 V_16:$i]: 11.95/2.17 ( 11.95/2.17 X896 @ 11.95/2.17 V_16 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ?[ 11.95/2.17 X898:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X896 @ 11.95/2.17 X898 ) & 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X898 @ 11.95/2.17 X894 ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X900:$i, 11.95/2.17 X902:( 11.95/2.17 $i > $o ), 11.95/2.17 X904:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X904 @ 11.95/2.17 X900 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X902 @ 11.95/2.17 X904 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X906:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X906 @ 11.95/2.17 X900 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X902 @ 11.95/2.17 X906 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X906 ) = 11.95/2.17 ( 11.95/2.17 X904 ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 singleton 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 dsetconstr 11.95/2.17 @ 11.95/2.17 X900 @ 11.95/2.17 ( 11.95/2.17 ^[ 11.95/2.17 V_17:$i]: 11.95/2.17 ( 11.95/2.17 X902 @ 11.95/2.17 V_17 ) ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X908:$i, 11.95/2.17 X910:( 11.95/2.17 $i > $o )]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X912:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X912 @ 11.95/2.17 X908 ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X914:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X914 @ 11.95/2.17 X908 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X910 @ 11.95/2.17 X912 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X910 @ 11.95/2.17 X914 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X912 ) = 11.95/2.17 ( 11.95/2.17 X914 ) ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ?[ 11.95/2.17 X916:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X910 @ 11.95/2.17 X916 ) & 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X916 @ 11.95/2.17 X908 ) ) ) => 11.95/2.17 ( 11.95/2.17 singleton 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 dsetconstr 11.95/2.17 @ 11.95/2.17 X908 @ 11.95/2.17 ( 11.95/2.17 ^[ 11.95/2.17 V_18:$i]: 11.95/2.17 ( 11.95/2.17 X910 @ 11.95/2.17 V_18 ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X918:$i, 11.95/2.17 X920:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X918 @ 11.95/2.17 emptyset ) = 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X920 @ 11.95/2.17 emptyset ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X918 ) = 11.95/2.17 ( 11.95/2.17 X920 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X922:$i, 11.95/2.17 X924:$i, 11.95/2.17 X926:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X926 @ 11.95/2.17 emptyset ) @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X922 @ 11.95/2.17 emptyset ) @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X922 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X924 @ 11.95/2.17 emptyset ) ) @ 11.95/2.17 emptyset ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X922 ) = 11.95/2.17 ( 11.95/2.17 X926 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X928:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 iskpair @ 11.95/2.17 X928 ) => 11.95/2.17 ( 11.95/2.17 singleton 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 dsetconstr 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 setunion @ 11.95/2.17 X928 ) @ 11.95/2.17 ( 11.95/2.17 ^[ 11.95/2.17 V_19:$i]: 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 V_19 @ 11.95/2.17 emptyset ) @ 11.95/2.17 X928 ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X930:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 singleton 11.95/2.17 @ 11.95/2.17 X930 ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 ( 11.95/2.17 setunion @ 11.95/2.17 X930 ) @ 11.95/2.17 X930 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X932:$i, 11.95/2.17 X934:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 kfst @ 11.95/2.17 ( 11.95/2.17 kpair @ 11.95/2.17 X932 @ 11.95/2.17 X934 ) ) = 11.95/2.17 ( 11.95/2.17 X932 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X936:$i, 11.95/2.17 X938:$i, 11.95/2.17 X940:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X940 @ 11.95/2.17 ( 11.95/2.17 cartprod @ 11.95/2.17 X936 @ 11.95/2.17 X938 ) ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 ( 11.95/2.17 kfst @ 11.95/2.17 X940 ) @ 11.95/2.17 X936 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X942:$i, 11.95/2.17 X944:$i, 11.95/2.17 X946:$i, 11.95/2.17 X948:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X942 @ 11.95/2.17 emptyset ) @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X942 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X944 @ 11.95/2.17 emptyset ) ) @ 11.95/2.17 emptyset ) ) = 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X946 @ 11.95/2.17 emptyset ) @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X946 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X948 @ 11.95/2.17 emptyset ) ) @ 11.95/2.17 emptyset ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X942 ) = 11.95/2.17 ( 11.95/2.17 X946 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X950:$i, 11.95/2.17 X952:$i, 11.95/2.17 X954:$i, 11.95/2.17 X956:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 kpair @ 11.95/2.17 X950 @ 11.95/2.17 X952 ) = 11.95/2.17 ( 11.95/2.17 kpair @ 11.95/2.17 X954 @ 11.95/2.17 X956 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X950 ) = 11.95/2.17 ( 11.95/2.17 X954 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X958:$i, 11.95/2.17 X960:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X958 ) = 11.95/2.17 ( 11.95/2.17 X960 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X958 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X960 @ 11.95/2.17 emptyset ) ) = 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X958 @ 11.95/2.17 emptyset ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X962:$i, 11.95/2.17 X964:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X962 ) = 11.95/2.17 ( 11.95/2.17 X964 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X962 @ 11.95/2.17 emptyset ) @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X962 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X964 @ 11.95/2.17 emptyset ) ) @ 11.95/2.17 emptyset ) ) = 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X962 @ 11.95/2.17 emptyset ) @ 11.95/2.17 emptyset ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X966:$i, 11.95/2.17 X968:$i, 11.95/2.17 X970:$i, 11.95/2.17 X972:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X966 @ 11.95/2.17 emptyset ) @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X966 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X968 @ 11.95/2.17 emptyset ) ) @ 11.95/2.17 emptyset ) ) = 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X970 @ 11.95/2.17 emptyset ) @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X970 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X972 @ 11.95/2.17 emptyset ) ) @ 11.95/2.17 emptyset ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X970 ) = 11.95/2.17 ( 11.95/2.17 X972 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X968 ) = 11.95/2.17 ( 11.95/2.17 X972 ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X974:$i, 11.95/2.17 X976:$i, 11.95/2.17 X978:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X974 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X976 @ 11.95/2.17 emptyset ) ) = 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X978 @ 11.95/2.17 emptyset ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X974 ) = 11.95/2.17 ( 11.95/2.17 X976 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X980:$i, 11.95/2.17 X982:$i, 11.95/2.17 X984:$i, 11.95/2.17 X986:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X980 @ 11.95/2.17 emptyset ) @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X980 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X982 @ 11.95/2.17 emptyset ) ) @ 11.95/2.17 emptyset ) ) = 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X984 @ 11.95/2.17 emptyset ) @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X984 @ 11.95/2.17 ( 11.95/2.17 setadjoin 11.95/2.17 @ 11.95/2.17 X986 @ 11.95/2.17 emptyset ) ) @ 11.95/2.17 emptyset ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X982 ) = 11.95/2.17 ( 11.95/2.17 X986 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X988:$i, 11.95/2.17 X990:$i, 11.95/2.17 X992:$i, 11.95/2.17 X994:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 kpair @ 11.95/2.17 X988 @ 11.95/2.17 X990 ) = 11.95/2.17 ( 11.95/2.17 kpair @ 11.95/2.17 X992 @ 11.95/2.17 X994 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X990 ) = 11.95/2.17 ( 11.95/2.17 X994 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X996:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 iskpair @ 11.95/2.17 X996 ) => 11.95/2.17 ( 11.95/2.17 singleton 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 dsetconstr 11.95/2.17 @ 11.95/2.17 ( 11.95/2.17 setunion @ 11.95/2.17 X996 ) @ 11.95/2.17 ( 11.95/2.17 ^[ 11.95/2.17 V_20:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X996 ) = 11.95/2.17 ( 11.95/2.17 kpair @ 11.95/2.17 ( 11.95/2.17 kfst @ 11.95/2.17 X996 ) @ 11.95/2.17 V_20 ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X998:$i, 11.95/2.17 X1000:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ksnd @ 11.95/2.17 ( 11.95/2.17 kpair @ 11.95/2.17 X998 @ 11.95/2.17 X1000 ) ) = 11.95/2.17 ( 11.95/2.17 X1000 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1002:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 iskpair @ 11.95/2.17 X1002 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 kpair @ 11.95/2.17 ( 11.95/2.17 kfst @ 11.95/2.17 X1002 ) @ 11.95/2.17 ( 11.95/2.17 ksnd @ 11.95/2.17 X1002 ) ) = 11.95/2.17 ( 11.95/2.17 X1002 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1004:$i, 11.95/2.17 X1006:$i, 11.95/2.17 X1008:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1008 @ 11.95/2.17 ( 11.95/2.17 cartprod @ 11.95/2.17 X1004 @ 11.95/2.17 X1006 ) ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 ( 11.95/2.17 ksnd @ 11.95/2.17 X1008 ) @ 11.95/2.17 X1006 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1010:$i, 11.95/2.17 X1012:$i, 11.95/2.17 X1014:$i, 11.95/2.17 X1016:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 ( 11.95/2.17 kpair @ 11.95/2.17 X1014 @ 11.95/2.17 X1016 ) @ 11.95/2.17 ( 11.95/2.17 cartprod @ 11.95/2.17 X1010 @ 11.95/2.17 X1012 ) ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1014 @ 11.95/2.17 X1010 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1018:$i, 11.95/2.17 X1020:$i, 11.95/2.17 X1022:$i, 11.95/2.17 X1024:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 ( 11.95/2.17 kpair @ 11.95/2.17 X1022 @ 11.95/2.17 X1024 ) @ 11.95/2.17 ( 11.95/2.17 cartprod @ 11.95/2.17 X1018 @ 11.95/2.17 X1020 ) ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1024 @ 11.95/2.17 X1020 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1026:$i, 11.95/2.17 X1028:$i, 11.95/2.17 X1030:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1030 @ 11.95/2.17 X1026 ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1032:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1032 @ 11.95/2.17 X1028 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 kpair @ 11.95/2.17 X1030 @ 11.95/2.17 X1032 ) = 11.95/2.17 ( 11.95/2.17 kpair @ 11.95/2.17 X1030 @ 11.95/2.17 X1032 ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1034:$i, 11.95/2.17 X1036:$i, 11.95/2.17 X1038:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1038 @ 11.95/2.17 X1034 ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1040:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1040 @ 11.95/2.17 X1036 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 kfst @ 11.95/2.17 ( 11.95/2.17 kpair @ 11.95/2.17 X1038 @ 11.95/2.17 X1040 ) ) = 11.95/2.17 ( 11.95/2.17 X1038 ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1042:$i, 11.95/2.17 X1044:$i, 11.95/2.17 X1046:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1046 @ 11.95/2.17 X1042 ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1048:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1048 @ 11.95/2.17 X1044 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ksnd @ 11.95/2.17 ( 11.95/2.17 kpair @ 11.95/2.17 X1046 @ 11.95/2.17 X1048 ) ) = 11.95/2.17 ( 11.95/2.17 X1048 ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1050:$i, 11.95/2.17 X1052:$i, 11.95/2.17 X1054:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1054 @ 11.95/2.17 ( 11.95/2.17 cartprod @ 11.95/2.17 X1050 @ 11.95/2.17 X1052 ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 kpair @ 11.95/2.17 ( 11.95/2.17 kfst @ 11.95/2.17 X1054 ) @ 11.95/2.17 ( 11.95/2.17 ksnd @ 11.95/2.17 X1054 ) ) = 11.95/2.17 ( 11.95/2.17 X1054 ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1056:$i, 11.95/2.17 X1058:$i, 11.95/2.17 X1060:( 11.95/2.17 $i > $i > 11.95/2.17 $o ), 11.95/2.17 X1062:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1062 @ 11.95/2.17 X1056 ) => 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1064:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 X1064 @ 11.95/2.17 X1058 ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 X1060 @ 11.95/2.17 X1062 @ 11.95/2.17 X1064 ) => 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.17 ( 11.95/2.17 kpair @ 11.95/2.17 X1062 @ 11.95/2.17 X1064 ) @ 11.95/2.17 ( 11.95/2.17 dpsetconstr 11.95/2.17 @ 11.95/2.17 X1056 @ 11.95/2.17 X1058 @ 11.95/2.17 ( 11.95/2.17 ^[ 11.95/2.17 V_21:$i, 11.95/2.17 V_22:$i]: 11.95/2.17 ( 11.95/2.17 X1060 @ 11.95/2.17 V_21 @ 11.95/2.17 V_22 ) ) ) ) ) ) ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1066:$i, 11.95/2.17 X1068:$i, 11.95/2.17 X1070:( 11.95/2.17 $i > $i > 11.95/2.17 $o )]: 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 ( 11.95/2.17 dpsetconstr 11.95/2.17 @ 11.95/2.17 X1066 @ 11.95/2.17 X1068 @ 11.95/2.17 ( 11.95/2.17 ^[ 11.95/2.17 V_23:$i, 11.95/2.17 V_24:$i]: 11.95/2.17 ( 11.95/2.17 X1070 @ 11.95/2.17 V_23 @ 11.95/2.17 V_24 ) ) ) @ 11.95/2.17 ( 11.95/2.17 cartprod @ 11.95/2.17 X1066 @ 11.95/2.17 X1068 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1072:$i, 11.95/2.17 X1074:$i, 11.95/2.17 X1076:( 11.95/2.17 $i > $i > 11.95/2.17 $o )]: 11.95/2.17 ( 11.95/2.17 subset @ 11.95/2.17 ( 11.95/2.17 dpsetconstr 11.95/2.17 @ 11.95/2.17 X1072 @ 11.95/2.17 X1074 @ 11.95/2.17 ( 11.95/2.17 ^[ 11.95/2.17 V_25:$i, 11.95/2.17 V_26:$i]: 11.95/2.17 ( 11.95/2.17 X1076 @ 11.95/2.17 V_25 @ 11.95/2.17 V_26 ) ) ) @ 11.95/2.17 ( 11.95/2.17 cartprod @ 11.95/2.17 X1072 @ 11.95/2.17 X1074 ) ) ) => 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 ![ 11.95/2.17 X1078:$i, 11.95/2.17 X1080:$i, 11.95/2.17 X1082:( 11.95/2.17 $i > $i > 11.95/2.17 $o ), 11.95/2.17 X1084:$i]: 11.95/2.17 ( 11.95/2.17 ( 11.95/2.17 in @ 11.95/2.18 X1084 @ 11.95/2.18 X1078 ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1086:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1086 @ 11.95/2.18 X1080 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 kpair @ 11.95/2.18 X1084 @ 11.95/2.18 X1086 ) @ 11.95/2.18 ( 11.95/2.18 dpsetconstr 11.95/2.18 @ 11.95/2.18 X1078 @ 11.95/2.18 X1080 @ 11.95/2.18 ( 11.95/2.18 ^[ 11.95/2.18 V_27:$i, 11.95/2.18 V_28:$i]: 11.95/2.18 ( 11.95/2.18 X1082 @ 11.95/2.18 V_27 @ 11.95/2.18 V_28 ) ) ) ) => 11.95/2.18 ( 11.95/2.18 X1082 @ 11.95/2.18 X1084 @ 11.95/2.18 X1086 ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1088:$i, 11.95/2.18 X1090:$i, 11.95/2.18 X1092:( 11.95/2.18 $i > $i > 11.95/2.18 $o ), 11.95/2.18 X1094:$i, 11.95/2.18 X1096:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 kpair @ 11.95/2.18 X1094 @ 11.95/2.18 X1096 ) @ 11.95/2.18 ( 11.95/2.18 dpsetconstr 11.95/2.18 @ 11.95/2.18 X1088 @ 11.95/2.18 X1090 @ 11.95/2.18 ( 11.95/2.18 ^[ 11.95/2.18 V_29:$i, 11.95/2.18 V_30:$i]: 11.95/2.18 ( 11.95/2.18 X1092 @ 11.95/2.18 V_29 @ 11.95/2.18 V_30 ) ) ) ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1094 @ 11.95/2.18 X1088 ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1098:$i, 11.95/2.18 X1100:$i, 11.95/2.18 X1102:( 11.95/2.18 $i > $i > 11.95/2.18 $o ), 11.95/2.18 X1104:$i, 11.95/2.18 X1106:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 kpair @ 11.95/2.18 X1104 @ 11.95/2.18 X1106 ) @ 11.95/2.18 ( 11.95/2.18 dpsetconstr 11.95/2.18 @ 11.95/2.18 X1098 @ 11.95/2.18 X1100 @ 11.95/2.18 ( 11.95/2.18 ^[ 11.95/2.18 V_31:$i, 11.95/2.18 V_32:$i]: 11.95/2.18 ( 11.95/2.18 X1102 @ 11.95/2.18 V_31 @ 11.95/2.18 V_32 ) ) ) ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1106 @ 11.95/2.18 X1100 ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1108:$i, 11.95/2.18 X1110:$i, 11.95/2.18 X1112:( 11.95/2.18 $i > $i > 11.95/2.18 $o ), 11.95/2.18 X1114:$i, 11.95/2.18 X1116:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 kpair @ 11.95/2.18 X1114 @ 11.95/2.18 X1116 ) @ 11.95/2.18 ( 11.95/2.18 dpsetconstr 11.95/2.18 @ 11.95/2.18 X1108 @ 11.95/2.18 X1110 @ 11.95/2.18 ( 11.95/2.18 ^[ 11.95/2.18 V_33:$i, 11.95/2.18 V_34:$i]: 11.95/2.18 ( 11.95/2.18 X1112 @ 11.95/2.18 V_33 @ 11.95/2.18 V_34 ) ) ) ) => 11.95/2.18 ( 11.95/2.18 X1112 @ 11.95/2.18 X1114 @ 11.95/2.18 X1116 ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1118:$i, 11.95/2.18 X1120:$i, 11.95/2.18 X1122:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 func @ 11.95/2.18 X1118 @ 11.95/2.18 X1120 @ 11.95/2.18 X1122 ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1124:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1124 @ 11.95/2.18 X1118 ) => 11.95/2.18 ( 11.95/2.18 singleton 11.95/2.18 @ 11.95/2.18 ( 11.95/2.18 dsetconstr 11.95/2.18 @ 11.95/2.18 X1120 @ 11.95/2.18 ( 11.95/2.18 ^[ 11.95/2.18 V_35:$i]: 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 kpair @ 11.95/2.18 X1124 @ 11.95/2.18 V_35 ) @ 11.95/2.18 X1122 ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1126:$i, 11.95/2.18 X1128:$i, 11.95/2.18 X1130:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 func @ 11.95/2.18 X1126 @ 11.95/2.18 X1128 @ 11.95/2.18 X1130 ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1132:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1132 @ 11.95/2.18 X1126 ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 setunion @ 11.95/2.18 ( 11.95/2.18 dsetconstr 11.95/2.18 @ 11.95/2.18 X1128 @ 11.95/2.18 ( 11.95/2.18 ^[ 11.95/2.18 V_36:$i]: 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 kpair @ 11.95/2.18 X1132 @ 11.95/2.18 V_36 ) @ 11.95/2.18 X1130 ) ) ) ) @ 11.95/2.18 X1128 ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1134:$i, 11.95/2.18 X1136:$i, 11.95/2.18 X1138:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 func @ 11.95/2.18 X1134 @ 11.95/2.18 X1136 @ 11.95/2.18 X1138 ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1140:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1140 @ 11.95/2.18 X1134 ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 ap @ 11.95/2.18 X1134 @ 11.95/2.18 X1136 @ 11.95/2.18 X1138 @ 11.95/2.18 X1140 ) @ 11.95/2.18 X1136 ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1142:$i, 11.95/2.18 X1144:$i, 11.95/2.18 X1146:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1146 @ 11.95/2.18 ( 11.95/2.18 funcSet @ 11.95/2.18 X1142 @ 11.95/2.18 X1144 ) ) => 11.95/2.18 ( 11.95/2.18 func @ 11.95/2.18 X1142 @ 11.95/2.18 X1144 @ 11.95/2.18 X1146 ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1148:$i, 11.95/2.18 X1150:$i, 11.95/2.18 X1152:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1152 @ 11.95/2.18 ( 11.95/2.18 funcSet @ 11.95/2.18 X1148 @ 11.95/2.18 X1150 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1154:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1154 @ 11.95/2.18 X1148 ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 ap @ 11.95/2.18 X1148 @ 11.95/2.18 X1150 @ 11.95/2.18 X1152 @ 11.95/2.18 X1154 ) @ 11.95/2.18 X1150 ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1156:$i, 11.95/2.18 X1158:$i, 11.95/2.18 X1160:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 func @ 11.95/2.18 X1156 @ 11.95/2.18 X1158 @ 11.95/2.18 X1160 ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1160 @ 11.95/2.18 ( 11.95/2.18 funcSet @ 11.95/2.18 X1156 @ 11.95/2.18 X1158 ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1162:$i, 11.95/2.18 X1164:$i, 11.95/2.18 X1166:( 11.95/2.18 $i > $i )]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1168:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1168 @ 11.95/2.18 X1162 ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 X1166 @ 11.95/2.18 X1168 ) @ 11.95/2.18 X1164 ) ) ) => 11.95/2.18 ( 11.95/2.18 func @ 11.95/2.18 X1162 @ 11.95/2.18 X1164 @ 11.95/2.18 ( 11.95/2.18 dpsetconstr 11.95/2.18 @ 11.95/2.18 X1162 @ 11.95/2.18 X1164 @ 11.95/2.18 ( 11.95/2.18 ^[ 11.95/2.18 V_37:$i, 11.95/2.18 V_38:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 X1166 @ 11.95/2.18 V_37 ) = 11.95/2.18 ( 11.95/2.18 V_38 ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1170:$i, 11.95/2.18 X1172:$i, 11.95/2.18 X1174:( 11.95/2.18 $i > $i )]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1176:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1176 @ 11.95/2.18 X1170 ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 X1174 @ 11.95/2.18 X1176 ) @ 11.95/2.18 X1172 ) ) ) => 11.95/2.18 ( 11.95/2.18 func @ 11.95/2.18 X1170 @ 11.95/2.18 X1172 @ 11.95/2.18 ( 11.95/2.18 lam @ 11.95/2.18 X1170 @ 11.95/2.18 X1172 @ 11.95/2.18 ( 11.95/2.18 ^[ 11.95/2.18 V_39:$i]: 11.95/2.18 ( 11.95/2.18 X1174 @ 11.95/2.18 V_39 ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1178:$i, 11.95/2.18 X1180:$i, 11.95/2.18 X1182:( 11.95/2.18 $i > $i )]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1184:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1184 @ 11.95/2.18 X1178 ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 X1182 @ 11.95/2.18 X1184 ) @ 11.95/2.18 X1180 ) ) ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 lam @ 11.95/2.18 X1178 @ 11.95/2.18 X1180 @ 11.95/2.18 ( 11.95/2.18 ^[ 11.95/2.18 V_40:$i]: 11.95/2.18 ( 11.95/2.18 X1182 @ 11.95/2.18 V_40 ) ) ) @ 11.95/2.18 ( 11.95/2.18 funcSet @ 11.95/2.18 X1178 @ 11.95/2.18 X1180 ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1186:$i, 11.95/2.18 X1188:$i, 11.95/2.18 X1190:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 subset @ 11.95/2.18 X1190 @ 11.95/2.18 ( 11.95/2.18 cartprod @ 11.95/2.18 X1186 @ 11.95/2.18 X1188 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1192:( 11.95/2.18 $i > $o )]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1194:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1194 @ 11.95/2.18 X1186 ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1196:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1196 @ 11.95/2.18 X1188 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 kpair @ 11.95/2.18 X1194 @ 11.95/2.18 X1196 ) @ 11.95/2.18 X1190 ) => 11.95/2.18 ( 11.95/2.18 X1192 @ 11.95/2.18 ( 11.95/2.18 kpair @ 11.95/2.18 X1194 @ 11.95/2.18 X1196 ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1198:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1198 @ 11.95/2.18 X1190 ) => 11.95/2.18 ( 11.95/2.18 X1192 @ 11.95/2.18 X1198 ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1200:$i, 11.95/2.18 X1202:$i, 11.95/2.18 X1204:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 subset @ 11.95/2.18 X1204 @ 11.95/2.18 ( 11.95/2.18 cartprod @ 11.95/2.18 X1200 @ 11.95/2.18 X1202 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1206:( 11.95/2.18 $i > $o )]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1208:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1208 @ 11.95/2.18 X1200 ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1210:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1210 @ 11.95/2.18 X1202 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 kpair @ 11.95/2.18 X1208 @ 11.95/2.18 X1210 ) @ 11.95/2.18 X1204 ) => 11.95/2.18 ( 11.95/2.18 X1206 @ 11.95/2.18 ( 11.95/2.18 kpair @ 11.95/2.18 X1208 @ 11.95/2.18 X1210 ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1212:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1212 @ 11.95/2.18 X1204 ) => 11.95/2.18 ( 11.95/2.18 X1206 @ 11.95/2.18 X1212 ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1214:$i, 11.95/2.18 X1216:( 11.95/2.18 $i > $o )]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 singleton 11.95/2.18 @ 11.95/2.18 ( 11.95/2.18 dsetconstr 11.95/2.18 @ 11.95/2.18 X1214 @ 11.95/2.18 ( 11.95/2.18 ^[ 11.95/2.18 V_41:$i]: 11.95/2.18 ( 11.95/2.18 X1216 @ 11.95/2.18 V_41 ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1218:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1218 @ 11.95/2.18 X1214 ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1220:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1220 @ 11.95/2.18 X1214 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 X1216 @ 11.95/2.18 X1218 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 X1216 @ 11.95/2.18 X1220 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 X1218 ) = 11.95/2.18 ( 11.95/2.18 X1220 ) ) ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1222:$i, 11.95/2.18 X1224:$i, 11.95/2.18 X1226:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 func @ 11.95/2.18 X1222 @ 11.95/2.18 X1224 @ 11.95/2.18 X1226 ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1228:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1228 @ 11.95/2.18 X1222 ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 kpair @ 11.95/2.18 X1228 @ 11.95/2.18 ( 11.95/2.18 ap @ 11.95/2.18 X1222 @ 11.95/2.18 X1224 @ 11.95/2.18 X1226 @ 11.95/2.18 X1228 ) ) @ 11.95/2.18 X1226 ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1230:$i, 11.95/2.18 X1232:$i, 11.95/2.18 X1234:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1234 @ 11.95/2.18 ( 11.95/2.18 funcSet @ 11.95/2.18 X1230 @ 11.95/2.18 X1232 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1236:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1236 @ 11.95/2.18 X1230 ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 kpair @ 11.95/2.18 X1236 @ 11.95/2.18 ( 11.95/2.18 ap @ 11.95/2.18 X1230 @ 11.95/2.18 X1232 @ 11.95/2.18 X1234 @ 11.95/2.18 X1236 ) ) @ 11.95/2.18 X1234 ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1238:$i, 11.95/2.18 X1240:$i, 11.95/2.18 X1242:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 func @ 11.95/2.18 X1238 @ 11.95/2.18 X1240 @ 11.95/2.18 X1242 ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1244:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1244 @ 11.95/2.18 X1238 ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1246:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1246 @ 11.95/2.18 X1240 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 kpair @ 11.95/2.18 X1244 @ 11.95/2.18 X1246 ) @ 11.95/2.18 X1242 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ap @ 11.95/2.18 X1238 @ 11.95/2.18 X1240 @ 11.95/2.18 X1242 @ 11.95/2.18 X1244 ) = 11.95/2.18 ( 11.95/2.18 X1246 ) ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1248:$i, 11.95/2.18 X1250:$i, 11.95/2.18 X1252:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 func @ 11.95/2.18 X1248 @ 11.95/2.18 X1250 @ 11.95/2.18 X1252 ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1254:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 func @ 11.95/2.18 X1248 @ 11.95/2.18 X1250 @ 11.95/2.18 X1254 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1256:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1256 @ 11.95/2.18 X1248 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ap @ 11.95/2.18 X1248 @ 11.95/2.18 X1250 @ 11.95/2.18 X1252 @ 11.95/2.18 X1256 ) = 11.95/2.18 ( 11.95/2.18 ap @ 11.95/2.18 X1248 @ 11.95/2.18 X1250 @ 11.95/2.18 X1254 @ 11.95/2.18 X1256 ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1258:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1258 @ 11.95/2.18 X1248 ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1260:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1260 @ 11.95/2.18 X1250 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 kpair @ 11.95/2.18 X1258 @ 11.95/2.18 X1260 ) @ 11.95/2.18 X1254 ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 kpair @ 11.95/2.18 X1258 @ 11.95/2.18 X1260 ) @ 11.95/2.18 X1252 ) ) ) ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1262:$i, 11.95/2.18 X1264:$i, 11.95/2.18 X1266:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1266 @ 11.95/2.18 ( 11.95/2.18 funcSet @ 11.95/2.18 X1262 @ 11.95/2.18 X1264 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1268:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1268 @ 11.95/2.18 X1262 ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1270:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1270 @ 11.95/2.18 X1264 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 kpair @ 11.95/2.18 X1268 @ 11.95/2.18 X1270 ) @ 11.95/2.18 X1266 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ap @ 11.95/2.18 X1262 @ 11.95/2.18 X1264 @ 11.95/2.18 X1266 @ 11.95/2.18 X1268 ) = 11.95/2.18 ( 11.95/2.18 X1270 ) ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1272:$i, 11.95/2.18 X1274:$i, 11.95/2.18 X1276:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 subset @ 11.95/2.18 X1276 @ 11.95/2.18 ( 11.95/2.18 cartprod @ 11.95/2.18 X1272 @ 11.95/2.18 X1274 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1278:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 subset @ 11.95/2.18 X1278 @ 11.95/2.18 ( 11.95/2.18 cartprod @ 11.95/2.18 X1272 @ 11.95/2.18 X1274 ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1280:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1280 @ 11.95/2.18 X1272 ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1282:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1282 @ 11.95/2.18 X1274 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 kpair @ 11.95/2.18 X1280 @ 11.95/2.18 X1282 ) @ 11.95/2.18 X1276 ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 kpair @ 11.95/2.18 X1280 @ 11.95/2.18 X1282 ) @ 11.95/2.18 X1278 ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 subset @ 11.95/2.18 X1276 @ 11.95/2.18 X1278 ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1284:$i, 11.95/2.18 X1286:$i, 11.95/2.18 X1288:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 subset @ 11.95/2.18 X1288 @ 11.95/2.18 ( 11.95/2.18 cartprod @ 11.95/2.18 X1284 @ 11.95/2.18 X1286 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1290:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 subset @ 11.95/2.18 X1290 @ 11.95/2.18 ( 11.95/2.18 cartprod @ 11.95/2.18 X1284 @ 11.95/2.18 X1286 ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1292:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1292 @ 11.95/2.18 X1284 ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1294:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1294 @ 11.95/2.18 X1286 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 kpair @ 11.95/2.18 X1292 @ 11.95/2.18 X1294 ) @ 11.95/2.18 X1288 ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 kpair @ 11.95/2.18 X1292 @ 11.95/2.18 X1294 ) @ 11.95/2.18 X1290 ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1296:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1296 @ 11.95/2.18 X1284 ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1298:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1298 @ 11.95/2.18 X1286 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 kpair @ 11.95/2.18 X1296 @ 11.95/2.18 X1298 ) @ 11.95/2.18 X1290 ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 kpair @ 11.95/2.18 X1296 @ 11.95/2.18 X1298 ) @ 11.95/2.18 X1288 ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 X1288 ) = 11.95/2.18 ( 11.95/2.18 X1290 ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1300:$i, 11.95/2.18 X1302:$i, 11.95/2.18 X1304:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 func @ 11.95/2.18 X1300 @ 11.95/2.18 X1302 @ 11.95/2.18 X1304 ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1306:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 func @ 11.95/2.18 X1300 @ 11.95/2.18 X1302 @ 11.95/2.18 X1306 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1308:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1308 @ 11.95/2.18 X1300 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ap @ 11.95/2.18 X1300 @ 11.95/2.18 X1302 @ 11.95/2.18 X1304 @ 11.95/2.18 X1308 ) = 11.95/2.18 ( 11.95/2.18 ap @ 11.95/2.18 X1300 @ 11.95/2.18 X1302 @ 11.95/2.18 X1306 @ 11.95/2.18 X1308 ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 X1304 ) = 11.95/2.18 ( 11.95/2.18 X1306 ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1310:$i, 11.95/2.18 X1312:$i, 11.95/2.18 X1314:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1314 @ 11.95/2.18 ( 11.95/2.18 funcSet @ 11.95/2.18 X1310 @ 11.95/2.18 X1312 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1316:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1316 @ 11.95/2.18 ( 11.95/2.18 funcSet @ 11.95/2.18 X1310 @ 11.95/2.18 X1312 ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1318:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1318 @ 11.95/2.18 X1310 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ap @ 11.95/2.18 X1310 @ 11.95/2.18 X1312 @ 11.95/2.18 X1314 @ 11.95/2.18 X1318 ) = 11.95/2.18 ( 11.95/2.18 ap @ 11.95/2.18 X1310 @ 11.95/2.18 X1312 @ 11.95/2.18 X1316 @ 11.95/2.18 X1318 ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 X1314 ) = 11.95/2.18 ( 11.95/2.18 X1316 ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1320:$i, 11.95/2.18 X1322:$i, 11.95/2.18 X1324:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1324 @ 11.95/2.18 ( 11.95/2.18 funcSet @ 11.95/2.18 X1320 @ 11.95/2.18 X1322 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1326:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1326 @ 11.95/2.18 X1320 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ap @ 11.95/2.18 X1320 @ 11.95/2.18 X1322 @ 11.95/2.18 X1324 @ 11.95/2.18 X1326 ) = 11.95/2.18 ( 11.95/2.18 ap @ 11.95/2.18 X1320 @ 11.95/2.18 X1322 @ 11.95/2.18 X1324 @ 11.95/2.18 X1326 ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1328:$i, 11.95/2.18 X1330:$i, 11.95/2.18 X1332:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 func @ 11.95/2.18 X1328 @ 11.95/2.18 X1330 @ 11.95/2.18 X1332 ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1334:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1334 @ 11.95/2.18 X1328 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ap @ 11.95/2.18 X1328 @ 11.95/2.18 X1330 @ 11.95/2.18 X1332 @ 11.95/2.18 X1334 ) = 11.95/2.18 ( 11.95/2.18 ap @ 11.95/2.18 X1328 @ 11.95/2.18 X1330 @ 11.95/2.18 X1332 @ 11.95/2.18 X1334 ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1336:$i, 11.95/2.18 X1338:$i, 11.95/2.18 X1340:( 11.95/2.18 $i > $i )]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1342:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1342 @ 11.95/2.18 X1336 ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 X1340 @ 11.95/2.18 X1342 ) @ 11.95/2.18 X1338 ) ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1344:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1344 @ 11.95/2.18 X1336 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ap @ 11.95/2.18 X1336 @ 11.95/2.18 X1338 @ 11.95/2.18 ( 11.95/2.18 lam @ 11.95/2.18 X1336 @ 11.95/2.18 X1338 @ 11.95/2.18 ( 11.95/2.18 ^[ 11.95/2.18 V_42:$i]: 11.95/2.18 ( 11.95/2.18 X1340 @ 11.95/2.18 V_42 ) ) ) @ 11.95/2.18 X1344 ) = 11.95/2.18 ( 11.95/2.18 X1340 @ 11.95/2.18 X1344 ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1346:$i, 11.95/2.18 X1348:$i, 11.95/2.18 X1350:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 func @ 11.95/2.18 X1346 @ 11.95/2.18 X1348 @ 11.95/2.18 X1350 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 lam @ 11.95/2.18 X1346 @ 11.95/2.18 X1348 @ 11.95/2.18 ( 11.95/2.18 ^[ 11.95/2.18 V_43:$i]: 11.95/2.18 ( 11.95/2.18 ap @ 11.95/2.18 X1346 @ 11.95/2.18 X1348 @ 11.95/2.18 X1350 @ 11.95/2.18 V_43 ) ) ) = 11.95/2.18 ( 11.95/2.18 X1350 ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1352:$i, 11.95/2.18 X1354:$i, 11.95/2.18 X1356:( 11.95/2.18 $i > $i )]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1358:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1358 @ 11.95/2.18 X1352 ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 X1356 @ 11.95/2.18 X1358 ) @ 11.95/2.18 X1354 ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 lam @ 11.95/2.18 X1352 @ 11.95/2.18 X1354 @ 11.95/2.18 ( 11.95/2.18 ^[ 11.95/2.18 V_44:$i]: 11.95/2.18 ( 11.95/2.18 X1356 @ 11.95/2.18 V_44 ) ) ) = 11.95/2.18 ( 11.95/2.18 lam @ 11.95/2.18 X1352 @ 11.95/2.18 X1354 @ 11.95/2.18 ( 11.95/2.18 ^[ 11.95/2.18 V_45:$i]: 11.95/2.18 ( 11.95/2.18 X1356 @ 11.95/2.18 V_45 ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1360:$i, 11.95/2.18 X1362:$i, 11.95/2.18 X1364:( 11.95/2.18 $i > $i )]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1366:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1366 @ 11.95/2.18 X1360 ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 X1364 @ 11.95/2.18 X1366 ) @ 11.95/2.18 X1362 ) ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1368:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1368 @ 11.95/2.18 X1360 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ap @ 11.95/2.18 X1360 @ 11.95/2.18 X1362 @ 11.95/2.18 ( 11.95/2.18 lam @ 11.95/2.18 X1360 @ 11.95/2.18 X1362 @ 11.95/2.18 ( 11.95/2.18 ^[ 11.95/2.18 V_46:$i]: 11.95/2.18 ( 11.95/2.18 X1364 @ 11.95/2.18 V_46 ) ) ) @ 11.95/2.18 X1368 ) = 11.95/2.18 ( 11.95/2.18 X1364 @ 11.95/2.18 X1368 ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1370:$i, 11.95/2.18 X1372:$i, 11.95/2.18 X1374:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1374 @ 11.95/2.18 ( 11.95/2.18 funcSet @ 11.95/2.18 X1370 @ 11.95/2.18 X1372 ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 lam @ 11.95/2.18 X1370 @ 11.95/2.18 X1372 @ 11.95/2.18 ( 11.95/2.18 ^[ 11.95/2.18 V_47:$i]: 11.95/2.18 ( 11.95/2.18 ap @ 11.95/2.18 X1370 @ 11.95/2.18 X1372 @ 11.95/2.18 X1374 @ 11.95/2.18 V_47 ) ) ) = 11.95/2.18 ( 11.95/2.18 X1374 ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1376:$i, 11.95/2.18 X1378:$o, 11.95/2.18 X1380:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1380 @ 11.95/2.18 X1376 ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1382:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1382 @ 11.95/2.18 X1376 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ~( X1378 ) ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1382 @ 11.95/2.18 ( 11.95/2.18 dsetconstr 11.95/2.18 @ 11.95/2.18 X1376 @ 11.95/2.18 ( 11.95/2.18 ^[ 11.95/2.18 V_48:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 V_48 ) = 11.95/2.18 ( 11.95/2.18 X1382 ) ) & 11.95/2.18 ( 11.95/2.18 ~( X1378 ) ) ) | 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 V_48 ) = 11.95/2.18 ( 11.95/2.18 X1380 ) ) & 11.95/2.18 ( 11.95/2.18 X1378 ) ) ) ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1384:$i, 11.95/2.18 X1386:$o, 11.95/2.18 X1388:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1388 @ 11.95/2.18 X1384 ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1390:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1390 @ 11.95/2.18 X1384 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ~( X1386 ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 dsetconstr 11.95/2.18 @ 11.95/2.18 X1384 @ 11.95/2.18 ( 11.95/2.18 ^[ 11.95/2.18 V_49:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 V_49 ) = 11.95/2.18 ( 11.95/2.18 X1390 ) ) & 11.95/2.18 ( 11.95/2.18 ~( X1386 ) ) ) | 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 V_49 ) = 11.95/2.18 ( 11.95/2.18 X1388 ) ) & 11.95/2.18 ( 11.95/2.18 X1386 ) ) ) ) ) = 11.95/2.18 ( 11.95/2.18 setadjoin 11.95/2.18 @ 11.95/2.18 X1390 @ 11.95/2.18 emptyset ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1392:$i, 11.95/2.18 X1394:$o, 11.95/2.18 X1396:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1396 @ 11.95/2.18 X1392 ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1398:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1398 @ 11.95/2.18 X1392 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 X1394 ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1396 @ 11.95/2.18 ( 11.95/2.18 dsetconstr 11.95/2.18 @ 11.95/2.18 X1392 @ 11.95/2.18 ( 11.95/2.18 ^[ 11.95/2.18 V_50:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 V_50 ) = 11.95/2.18 ( 11.95/2.18 X1398 ) ) & 11.95/2.18 ( 11.95/2.18 ~( X1394 ) ) ) | 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 V_50 ) = 11.95/2.18 ( 11.95/2.18 X1396 ) ) & 11.95/2.18 ( 11.95/2.18 X1394 ) ) ) ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1400:$i, 11.95/2.18 X1402:$o, 11.95/2.18 X1404:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1404 @ 11.95/2.18 X1400 ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1406:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1406 @ 11.95/2.18 X1400 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 X1402 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 dsetconstr 11.95/2.18 @ 11.95/2.18 X1400 @ 11.95/2.18 ( 11.95/2.18 ^[ 11.95/2.18 V_51:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 V_51 ) = 11.95/2.18 ( 11.95/2.18 X1406 ) ) & 11.95/2.18 ( 11.95/2.18 ~( X1402 ) ) ) | 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 V_51 ) = 11.95/2.18 ( 11.95/2.18 X1404 ) ) & 11.95/2.18 ( 11.95/2.18 X1402 ) ) ) ) ) = 11.95/2.18 ( 11.95/2.18 setadjoin 11.95/2.18 @ 11.95/2.18 X1404 @ 11.95/2.18 emptyset ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1408:$i, 11.95/2.18 X1410:$o, 11.95/2.18 X1412:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1412 @ 11.95/2.18 X1408 ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1414:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1414 @ 11.95/2.18 X1408 ) => 11.95/2.18 ( 11.95/2.18 singleton 11.95/2.18 @ 11.95/2.18 ( 11.95/2.18 dsetconstr 11.95/2.18 @ 11.95/2.18 X1408 @ 11.95/2.18 ( 11.95/2.18 ^[ 11.95/2.18 V_52:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 V_52 ) = 11.95/2.18 ( 11.95/2.18 X1414 ) ) & 11.95/2.18 ( 11.95/2.18 ~( X1410 ) ) ) | 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 V_52 ) = 11.95/2.18 ( 11.95/2.18 X1412 ) ) & 11.95/2.18 ( 11.95/2.18 X1410 ) ) ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1416:$i, 11.95/2.18 X1418:$o, 11.95/2.18 X1420:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1420 @ 11.95/2.18 X1416 ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1422:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1422 @ 11.95/2.18 X1416 ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 if @ 11.95/2.18 X1416 @ 11.95/2.18 X1418 @ 11.95/2.18 X1420 @ 11.95/2.18 X1422 ) @ 11.95/2.18 X1416 ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1424:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 singleton 11.95/2.18 @ 11.95/2.18 X1424 ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1426:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1426 @ 11.95/2.18 X1424 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 setunion @ 11.95/2.18 X1424 ) = 11.95/2.18 ( 11.95/2.18 X1426 ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1428:$i, 11.95/2.18 X1430:$o, 11.95/2.18 X1432:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1432 @ 11.95/2.18 X1428 ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1434:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1434 @ 11.95/2.18 X1428 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 X1430 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 if @ 11.95/2.18 X1428 @ 11.95/2.18 X1430 @ 11.95/2.18 X1432 @ 11.95/2.18 X1434 ) = 11.95/2.18 ( 11.95/2.18 X1432 ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1436:$i, 11.95/2.18 X1438:$o, 11.95/2.18 X1440:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1440 @ 11.95/2.18 X1436 ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1442:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1442 @ 11.95/2.18 X1436 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ~( X1438 ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 if @ 11.95/2.18 X1436 @ 11.95/2.18 X1438 @ 11.95/2.18 X1440 @ 11.95/2.18 X1442 ) = 11.95/2.18 ( 11.95/2.18 X1442 ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1444:$i, 11.95/2.18 X1446:$o, 11.95/2.18 X1448:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1448 @ 11.95/2.18 X1444 ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1450:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1450 @ 11.95/2.18 X1444 ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 if @ 11.95/2.18 X1444 @ 11.95/2.18 X1446 @ 11.95/2.18 X1448 @ 11.95/2.18 X1450 ) @ 11.95/2.18 ( 11.95/2.18 setadjoin 11.95/2.18 @ 11.95/2.18 X1448 @ 11.95/2.18 ( 11.95/2.18 setadjoin 11.95/2.18 @ 11.95/2.18 X1450 @ 11.95/2.18 emptyset ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1452:$i, 11.95/2.18 X1454:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1454 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1452 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1456:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1456 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1452 ) ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 binintersect 11.95/2.18 @ 11.95/2.18 X1454 @ 11.95/2.18 X1456 ) @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1452 ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1458:$i, 11.95/2.18 X1460:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1460 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1458 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1462:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1462 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1458 ) ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 binunion @ 11.95/2.18 X1460 @ 11.95/2.18 X1462 ) @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1458 ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1464:$i, 11.95/2.18 X1466:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1466 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1464 ) ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1466 ) @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1464 ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1468:$i, 11.95/2.18 X1470:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1470 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1468 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1472:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1472 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1468 ) ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1470 @ 11.95/2.18 X1472 ) @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1468 ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1474:$i, 11.95/2.18 X1476:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1476 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1474 ) ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1474 @ 11.95/2.18 X1476 ) @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1474 ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1478:$i, 11.95/2.18 X1480:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1480 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1478 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1482:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1482 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1478 ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1484:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1484 @ 11.95/2.18 X1478 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1484 @ 11.95/2.18 X1480 ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1484 @ 11.95/2.18 X1482 ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1486:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1486 @ 11.95/2.18 X1478 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1486 @ 11.95/2.18 X1482 ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1486 @ 11.95/2.18 X1480 ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 X1480 ) = 11.95/2.18 ( 11.95/2.18 X1482 ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1488:$i, 11.95/2.18 X1490:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1490 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1488 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1492:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1492 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1488 ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1494:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1494 @ 11.95/2.18 X1488 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1494 @ 11.95/2.18 X1490 ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1494 @ 11.95/2.18 X1492 ) ) ) ) => 11.95/2.18 ( 11.95/2.18 subset @ 11.95/2.18 X1490 @ 11.95/2.18 X1492 ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1496:$i, 11.95/2.18 X1498:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1498 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1496 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1500:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1500 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1496 ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1502:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1502 @ 11.95/2.18 X1496 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1502 @ 11.95/2.18 X1498 ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1502 @ 11.95/2.18 X1500 ) ) ) ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1498 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1500 ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1504:$i, 11.95/2.18 X1506:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1506 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1504 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1508:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1508 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1504 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1510:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1510 @ 11.95/2.18 X1504 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1506 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1508 ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1510 @ 11.95/2.18 X1506 ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1510 @ 11.95/2.18 X1508 ) ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1512:$i, 11.95/2.18 X1514:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1514 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1512 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1516:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1516 @ 11.95/2.18 X1512 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1516 @ 11.95/2.18 X1514 ) => 11.95/2.18 ( 11.95/2.18 ~( 11.95/2.18 in @ 11.95/2.18 X1516 @ 11.95/2.18 ( 11.95/2.18 setminus 11.95/2.18 @ 11.95/2.18 X1512 @ 11.95/2.18 X1514 ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1518:$i, 11.95/2.18 X1520:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1520 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1518 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1522:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1522 @ 11.95/2.18 X1518 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ~( 11.95/2.18 in @ 11.95/2.18 X1522 @ 11.95/2.18 ( 11.95/2.18 setminus 11.95/2.18 @ 11.95/2.18 X1518 @ 11.95/2.18 X1520 ) ) ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1522 @ 11.95/2.18 X1520 ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1524:$i, 11.95/2.18 X1526:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1526 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1524 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1528:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1528 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1524 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1530:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1530 @ 11.95/2.18 X1524 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ~( 11.95/2.18 in @ 11.95/2.18 X1530 @ 11.95/2.18 X1526 ) ) => 11.95/2.18 ( 11.95/2.18 ~( 11.95/2.18 in @ 11.95/2.18 X1530 @ 11.95/2.18 ( 11.95/2.18 binintersect 11.95/2.18 @ 11.95/2.18 X1526 @ 11.95/2.18 X1528 ) ) ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1532:$i, 11.95/2.18 X1534:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1534 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1532 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1536:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1536 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1532 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1538:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1538 @ 11.95/2.18 X1532 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ~( 11.95/2.18 in @ 11.95/2.18 X1538 @ 11.95/2.18 X1536 ) ) => 11.95/2.18 ( 11.95/2.18 ~( 11.95/2.18 in @ 11.95/2.18 X1538 @ 11.95/2.18 ( 11.95/2.18 binintersect 11.95/2.18 @ 11.95/2.18 X1534 @ 11.95/2.18 X1536 ) ) ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1540:$i, 11.95/2.18 X1542:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1542 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1540 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1544:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1544 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1540 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1546:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1546 @ 11.95/2.18 X1540 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 subset @ 11.95/2.18 X1542 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1540 @ 11.95/2.18 X1544 ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1546 @ 11.95/2.18 X1544 ) => 11.95/2.18 ( 11.95/2.18 ~( 11.95/2.18 in @ 11.95/2.18 X1546 @ 11.95/2.18 X1542 ) ) ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1548:$i, 11.95/2.18 X1550:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1550 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1548 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1552:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1552 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1548 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1554:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1554 @ 11.95/2.18 X1548 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 subset @ 11.95/2.18 X1550 @ 11.95/2.18 X1552 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ~( 11.95/2.18 in @ 11.95/2.18 X1554 @ 11.95/2.18 X1552 ) ) => 11.95/2.18 ( 11.95/2.18 ~( 11.95/2.18 in @ 11.95/2.18 X1554 @ 11.95/2.18 X1550 ) ) ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1556:$i, 11.95/2.18 X1558:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1558 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1556 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1560:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1560 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1556 ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 subset @ 11.95/2.18 X1558 @ 11.95/2.18 X1560 ) => 11.95/2.18 ( 11.95/2.18 subset @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1556 @ 11.95/2.18 X1560 ) @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1556 @ 11.95/2.18 X1558 ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1562:$i, 11.95/2.18 X1564:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1564 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1562 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1566:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1566 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1562 ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 subset @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1562 @ 11.95/2.18 X1566 ) @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1562 @ 11.95/2.18 X1564 ) ) => 11.95/2.18 ( 11.95/2.18 subset @ 11.95/2.18 X1564 @ 11.95/2.18 X1566 ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1568:$i, 11.95/2.18 X1570:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1570 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1568 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1572:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1572 @ 11.95/2.18 X1568 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1572 @ 11.95/2.18 X1570 ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1572 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1568 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1568 @ 11.95/2.18 X1570 ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1574:$i, 11.95/2.18 X1576:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1576 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1574 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1578:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1578 @ 11.95/2.18 X1574 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1578 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1574 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1574 @ 11.95/2.18 X1576 ) ) ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1578 @ 11.95/2.18 X1576 ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1580:$i, 11.95/2.18 X1582:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1582 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1580 ) ) => 11.95/2.18 ( 11.95/2.18 subset @ 11.95/2.18 X1582 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1580 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1580 @ 11.95/2.18 X1582 ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1584:$i, 11.95/2.18 X1586:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1586 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1584 ) ) => 11.95/2.18 ( 11.95/2.18 subset @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1584 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1584 @ 11.95/2.18 X1586 ) ) @ 11.95/2.18 X1586 ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1588:$i, 11.95/2.18 X1590:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1590 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1588 ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 X1590 ) = 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1588 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1588 @ 11.95/2.18 X1590 ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1592:$i, 11.95/2.18 X1594:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1594 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1592 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1596:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1596 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1592 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1598:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1598 @ 11.95/2.18 X1592 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1598 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1592 @ 11.95/2.18 X1594 ) ) => 11.95/2.18 ( 11.95/2.18 ~( 11.95/2.18 in @ 11.95/2.18 X1598 @ 11.95/2.18 ( 11.95/2.18 binintersect 11.95/2.18 @ 11.95/2.18 X1594 @ 11.95/2.18 X1596 ) ) ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1600:$i, 11.95/2.18 X1602:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1602 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1600 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1604:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1604 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1600 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1606:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1606 @ 11.95/2.18 X1600 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1606 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1600 @ 11.95/2.18 X1602 ) ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1606 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1600 @ 11.95/2.18 ( 11.95/2.18 binintersect 11.95/2.18 @ 11.95/2.18 X1602 @ 11.95/2.18 X1604 ) ) ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1608:$i, 11.95/2.18 X1610:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1610 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1608 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1612:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1612 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1608 ) ) => 11.95/2.18 ( 11.95/2.18 subset @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1608 @ 11.95/2.18 X1610 ) @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1608 @ 11.95/2.18 ( 11.95/2.18 binintersect 11.95/2.18 @ 11.95/2.18 X1610 @ 11.95/2.18 X1612 ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1614:$i, 11.95/2.18 X1616:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1616 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1614 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1618:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1618 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1614 ) ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1614 @ 11.95/2.18 X1616 ) @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1614 @ 11.95/2.18 ( 11.95/2.18 binintersect 11.95/2.18 @ 11.95/2.18 X1616 @ 11.95/2.18 X1618 ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1620:$i, 11.95/2.18 X1622:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1622 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1620 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1624:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1624 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1620 ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 subset @ 11.95/2.18 X1622 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1620 @ 11.95/2.18 X1624 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1626:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1626 @ 11.95/2.18 X1620 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1626 @ 11.95/2.18 X1624 ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1626 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1620 @ 11.95/2.18 X1622 ) ) ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1628:$i, 11.95/2.18 X1630:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1630 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1628 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1632:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1632 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1628 ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 subset @ 11.95/2.18 X1630 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1628 @ 11.95/2.18 X1632 ) ) => 11.95/2.18 ( 11.95/2.18 subset @ 11.95/2.18 X1632 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1628 @ 11.95/2.18 X1630 ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1634:$i, 11.95/2.18 X1636:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1636 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1634 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1638:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1638 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1634 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1640:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1640 @ 11.95/2.18 X1634 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ~( 11.95/2.18 in @ 11.95/2.18 X1640 @ 11.95/2.18 ( 11.95/2.18 binunion 11.95/2.18 @ 11.95/2.18 X1636 @ 11.95/2.18 X1638 ) ) ) => 11.95/2.18 ( 11.95/2.18 ~( 11.95/2.18 in @ 11.95/2.18 X1640 @ 11.95/2.18 X1636 ) ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1642:$i, 11.95/2.18 X1644:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1644 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1642 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1646:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1646 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1642 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1648:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1648 @ 11.95/2.18 X1642 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ~( 11.95/2.18 in @ 11.95/2.18 X1648 @ 11.95/2.18 ( 11.95/2.18 binunion 11.95/2.18 @ 11.95/2.18 X1644 @ 11.95/2.18 X1646 ) ) ) => 11.95/2.18 ( 11.95/2.18 ~( 11.95/2.18 in @ 11.95/2.18 X1648 @ 11.95/2.18 X1646 ) ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1650:$i, 11.95/2.18 X1652:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1652 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1650 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1654:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1654 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1650 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1656:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1656 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1650 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1658:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1658 @ 11.95/2.18 X1650 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1658 @ 11.95/2.18 ( 11.95/2.18 binintersect 11.95/2.18 @ 11.95/2.18 X1652 @ 11.95/2.18 X1654 ) ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1658 @ 11.95/2.18 ( 11.95/2.18 binunion @ 11.95/2.18 X1652 @ 11.95/2.18 X1656 ) ) ) ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1660:$i, 11.95/2.18 X1662:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1662 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1660 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1664:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1664 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1660 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1666:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1666 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1660 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1668:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1668 @ 11.95/2.18 X1660 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1668 @ 11.95/2.18 ( 11.95/2.18 binintersect 11.95/2.18 @ 11.95/2.18 X1662 @ 11.95/2.18 X1664 ) ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1668 @ 11.95/2.18 ( 11.95/2.18 binunion @ 11.95/2.18 X1664 @ 11.95/2.18 X1666 ) ) ) ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1670:$i, 11.95/2.18 X1672:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1672 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1670 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1674:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1674 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1670 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1676:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1676 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1670 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1678:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1678 @ 11.95/2.18 X1670 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1678 @ 11.95/2.18 ( 11.95/2.18 binintersect 11.95/2.18 @ 11.95/2.18 X1672 @ 11.95/2.18 X1674 ) ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1678 @ 11.95/2.18 ( 11.95/2.18 binintersect 11.95/2.18 @ 11.95/2.18 ( 11.95/2.18 binunion @ 11.95/2.18 X1672 @ 11.95/2.18 X1676 ) @ 11.95/2.18 ( 11.95/2.18 binunion @ 11.95/2.18 X1674 @ 11.95/2.18 X1676 ) ) ) ) ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1680:$i, 11.95/2.18 X1682:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1682 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1680 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1684:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1684 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1680 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1686:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1686 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1680 ) ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 binintersect 11.95/2.18 @ 11.95/2.18 X1682 @ 11.95/2.18 X1684 ) @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 ( 11.95/2.18 binintersect 11.95/2.18 @ 11.95/2.18 ( 11.95/2.18 binunion @ 11.95/2.18 X1682 @ 11.95/2.18 X1686 ) @ 11.95/2.18 ( 11.95/2.18 binunion @ 11.95/2.18 X1684 @ 11.95/2.18 X1686 ) ) ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1688:$i, 11.95/2.18 X1690:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1690 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1688 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1692:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1692 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1688 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1694:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1694 @ 11.95/2.18 X1688 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1694 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1688 @ 11.95/2.18 ( 11.95/2.18 binunion @ 11.95/2.18 X1690 @ 11.95/2.18 X1692 ) ) ) => 11.95/2.18 ( 11.95/2.18 ~( 11.95/2.18 in @ 11.95/2.18 X1694 @ 11.95/2.18 X1690 ) ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1696:$i, 11.95/2.18 X1698:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1698 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1696 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1700:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1700 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1696 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1702:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1702 @ 11.95/2.18 X1696 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1702 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1696 @ 11.95/2.18 ( 11.95/2.18 binunion @ 11.95/2.18 X1698 @ 11.95/2.18 X1700 ) ) ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1702 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1696 @ 11.95/2.18 X1698 ) ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1704:$i, 11.95/2.18 X1706:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1706 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1704 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1708:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1708 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1704 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1710:$o, 11.95/2.18 X1712:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1712 @ 11.95/2.18 X1704 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1712 @ 11.95/2.18 ( 11.95/2.18 binunion @ 11.95/2.18 X1706 @ 11.95/2.18 X1708 ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1712 @ 11.95/2.18 X1706 ) => 11.95/2.18 ( 11.95/2.18 X1710 ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1712 @ 11.95/2.18 X1708 ) => 11.95/2.18 ( 11.95/2.18 X1710 ) ) => 11.95/2.18 ( 11.95/2.18 X1710 ) ) ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1714:$i, 11.95/2.18 X1716:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1716 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1714 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1718:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1718 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1714 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1720:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1720 @ 11.95/2.18 X1714 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ~( 11.95/2.18 in @ 11.95/2.18 X1720 @ 11.95/2.18 X1716 ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ~( 11.95/2.18 in @ 11.95/2.18 X1720 @ 11.95/2.18 X1718 ) ) => 11.95/2.18 ( 11.95/2.18 ~( 11.95/2.18 in @ 11.95/2.18 X1720 @ 11.95/2.18 ( 11.95/2.18 binunion 11.95/2.18 @ 11.95/2.18 X1716 @ 11.95/2.18 X1718 ) ) ) ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1722:$i, 11.95/2.18 X1724:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1724 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1722 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1726:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1726 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1722 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1728:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1728 @ 11.95/2.18 X1722 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1728 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1722 @ 11.95/2.18 ( 11.95/2.18 binunion @ 11.95/2.18 X1724 @ 11.95/2.18 X1726 ) ) ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1728 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1722 @ 11.95/2.18 X1724 ) ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1730:$i, 11.95/2.18 X1732:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1732 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1730 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1734:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1734 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1730 ) ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1730 @ 11.95/2.18 ( 11.95/2.18 binunion @ 11.95/2.18 X1732 @ 11.95/2.18 X1734 ) ) @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1730 @ 11.95/2.18 X1732 ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1736:$i, 11.95/2.18 X1738:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1738 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1736 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1740:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1740 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1736 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1742:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1742 @ 11.95/2.18 X1736 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1742 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1736 @ 11.95/2.18 ( 11.95/2.18 binunion @ 11.95/2.18 X1738 @ 11.95/2.18 X1740 ) ) ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1742 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1736 @ 11.95/2.18 X1740 ) ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1744:$i, 11.95/2.18 X1746:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1746 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1744 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1748:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1748 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1744 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1750:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1750 @ 11.95/2.18 X1744 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1750 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1744 @ 11.95/2.18 ( 11.95/2.18 binintersect 11.95/2.18 @ 11.95/2.18 X1746 @ 11.95/2.18 X1748 ) ) ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1750 @ 11.95/2.18 ( 11.95/2.18 binunion @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1744 @ 11.95/2.18 X1746 ) @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1744 @ 11.95/2.18 X1748 ) ) ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1752:$i, 11.95/2.18 X1754:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1754 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1752 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1756:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1756 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1752 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1758:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1758 @ 11.95/2.18 X1752 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1758 @ 11.95/2.18 ( 11.95/2.18 binunion @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1752 @ 11.95/2.18 X1754 ) @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1752 @ 11.95/2.18 X1756 ) ) ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1758 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1752 @ 11.95/2.18 ( 11.95/2.18 binintersect 11.95/2.18 @ 11.95/2.18 X1754 @ 11.95/2.18 X1756 ) ) ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1760:$i, 11.95/2.18 X1762:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1762 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1760 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1764:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1764 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1760 ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1760 @ 11.95/2.18 ( 11.95/2.18 binintersect 11.95/2.18 @ 11.95/2.18 X1762 @ 11.95/2.18 X1764 ) ) = 11.95/2.18 ( 11.95/2.18 binunion @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1760 @ 11.95/2.18 X1762 ) @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1760 @ 11.95/2.18 X1764 ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1766:$i, 11.95/2.18 X1768:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1768 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1766 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1770:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1770 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1766 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1772:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1772 @ 11.95/2.18 X1766 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1772 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1766 @ 11.95/2.18 ( 11.95/2.18 binunion @ 11.95/2.18 X1768 @ 11.95/2.18 X1770 ) ) ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1772 @ 11.95/2.18 ( 11.95/2.18 binintersect 11.95/2.18 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1766 @ 11.95/2.18 X1768 ) @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1766 @ 11.95/2.18 X1770 ) ) ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1774:$i, 11.95/2.18 X1776:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1776 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1774 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1778:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1778 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1774 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1780:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1780 @ 11.95/2.18 X1774 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1780 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1774 @ 11.95/2.18 X1776 ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1780 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1774 @ 11.95/2.18 X1778 ) ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1780 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1774 @ 11.95/2.18 ( 11.95/2.18 binunion @ 11.95/2.18 X1776 @ 11.95/2.18 X1778 ) ) ) ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1782:$i, 11.95/2.18 X1784:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1784 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1782 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1786:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1786 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1782 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1788:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1788 @ 11.95/2.18 X1782 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1788 @ 11.95/2.18 ( 11.95/2.18 binintersect 11.95/2.18 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1782 @ 11.95/2.18 X1784 ) @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1782 @ 11.95/2.18 X1786 ) ) ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1788 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1782 @ 11.95/2.18 ( 11.95/2.18 binunion @ 11.95/2.18 X1784 @ 11.95/2.18 X1786 ) ) ) ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1790:$i, 11.95/2.18 X1792:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1792 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1790 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1794:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1794 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1790 ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1790 @ 11.95/2.18 ( 11.95/2.18 binunion @ 11.95/2.18 X1792 @ 11.95/2.18 X1794 ) ) = 11.95/2.18 ( 11.95/2.18 binintersect 11.95/2.18 @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1790 @ 11.95/2.18 X1792 ) @ 11.95/2.18 ( 11.95/2.18 setminus @ 11.95/2.18 X1790 @ 11.95/2.18 X1794 ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1796:$i, 11.95/2.18 X1798:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1798 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1796 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1800:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1800 @ 11.95/2.18 ( 11.95/2.18 powerset @ 11.95/2.18 X1796 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X1802:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1802 @ 11.95/2.18 ( 11.95/2.18 binintersect 11.95/2.18 @ 11.95/2.18 X1798 @ 11.95/2.18 X1800 ) ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X1802 @ 11.95/2.18 X1796 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ))). 11.95/2.18 thf(zf_stmt_14, negated_conjecture, 11.95/2.18 (~( ( ![X4:$i,X6:$i]: 11.95/2.18 ( ( ![X8:$i]: ( ( in @ X8 @ X4 ) <=> ( in @ X8 @ X6 ) ) ) => 11.95/2.18 ( ( X4 ) = ( X6 ) ) ) ) => 11.95/2.18 ( ( ![X10:$i]: ( ~( in @ X10 @ emptyset ) ) ) => 11.95/2.18 ( ( ![X12:$i,X14:$i,X16:$i]: 11.95/2.18 ( ( in @ X16 @ ( setadjoin @ X12 @ X14 ) ) <=> 11.95/2.18 ( zip_tseitin_0 @ X16 @ X14 @ X12 ) ) ) => 11.95/2.18 ( ( ![X18:$i,X20:$i]: 11.95/2.18 ( ( in @ X20 @ ( powerset @ X18 ) ) <=> 11.95/2.18 ( ![X22:$i]: ( zip_tseitin_1 @ X22 @ X20 @ X18 ) ) ) ) => 11.95/2.18 ( ( ![X24:$i,X26:$i]: 11.95/2.18 ( ( in @ X26 @ ( setunion @ X24 ) ) <=> 11.95/2.18 ( ?[X28:$i]: ( zip_tseitin_2 @ X28 @ X26 @ X24 ) ) ) ) => 11.95/2.18 ( ( in @ emptyset @ omega ) => 11.95/2.18 ( ( ![X30:$i]: 11.95/2.18 ( ( in @ X30 @ omega ) => 11.95/2.18 ( in @ ( setadjoin @ X30 @ X30 ) @ omega ) ) ) => 11.95/2.18 ( ( ![X32:$i]: 11.95/2.18 ( ( ( in @ emptyset @ X32 ) & 11.95/2.18 ( ![X34:$i]: 11.95/2.18 ( ( ( in @ X34 @ omega ) & ( in @ X34 @ X32 ) ) => 11.95/2.18 ( in @ ( setadjoin @ X34 @ X34 ) @ X32 ) ) ) ) => 11.95/2.18 ( ![X36:$i]: 11.95/2.18 ( ( in @ X36 @ omega ) => ( in @ X36 @ X32 ) ) ) ) ) => 11.95/2.18 ( ( ![X38:( $i > $i > $o ),X40:$i]: 11.95/2.18 ( ( ![X42:$i]: 11.95/2.18 ( ( in @ X42 @ X40 ) => 11.95/2.18 ( ?[X44:$i]: 11.95/2.18 ( ( ![X46:$i]: 11.95/2.18 ( ( X38 @ X42 @ X46 ) => 11.95/2.18 ( ( X44 ) = ( X46 ) ) ) ) & 11.95/2.18 ( X38 @ X42 @ X44 ) ) ) ) ) => 11.95/2.18 ( ?[X48:$i]: 11.95/2.18 ( ![X50:$i]: 11.95/2.18 ( ( in @ X50 @ X48 ) <=> 11.95/2.18 ( ?[X52:$i]: 11.95/2.18 ( zip_tseitin_3 @ X52 @ X50 @ X40 @ X38 ) ) ) ) ) ) ) => 11.95/2.18 ( ( ![X54:$i]: 11.95/2.18 ( ( ?[X56:$i]: ( in @ X56 @ X54 ) ) => 11.95/2.18 ( ?[X58:$i]: 11.95/2.18 ( ( ~( ?[X60:$i]: 11.95/2.18 ( ( in @ X60 @ X54 ) & 11.95/2.18 ( in @ X60 @ X58 ) ) ) ) & 11.95/2.18 ( in @ X58 @ X54 ) ) ) ) ) => 11.95/2.18 ( ( ![X62:$i]: 11.95/2.18 ( ?[X64:$i]: 11.95/2.18 ( ( ![X66:$i]: 11.95/2.18 ( ( ( ![X68:$i]: 11.95/2.18 ( ( in @ X68 @ X66 ) => 11.95/2.18 ( in @ X68 @ X62 ) ) ) & 11.95/2.18 ( ?[X70:$i]: ( in @ X70 @ X66 ) ) ) => 11.95/2.18 ( ?[X72:$i,X74:$i]: 11.95/2.18 ( ( ![X76:$i]: 11.95/2.18 ( ( in @ X76 @ X64 ) => 11.95/2.18 ( ( ![X78:$i]: 11.95/2.18 ( ( in @ X78 @ X76 ) => 11.95/2.18 ( in @ X78 @ X72 ) ) ) | 11.95/2.18 ( in @ X74 @ X76 ) ) ) ) & 11.95/2.18 ( ~( ?[X80:$i]: 11.95/2.18 ( ( in @ X80 @ X66 ) & 11.95/2.18 ( in @ X80 @ X72 ) ) ) ) & 11.95/2.18 ( in @ X74 @ X66 ) & 11.95/2.18 ( in @ X72 @ X64 ) ) ) ) ) & 11.95/2.18 ( ![X82:$i,X84:$i]: 11.95/2.18 ( ( ( in @ X82 @ X64 ) & ( in @ X84 @ X64 ) ) => 11.95/2.18 ( ( ![X86:$i]: 11.95/2.18 ( ( in @ X86 @ X82 ) => 11.95/2.18 ( in @ X86 @ X84 ) ) ) | 11.95/2.18 ( ![X88:$i]: 11.95/2.18 ( ( in @ X88 @ X84 ) => 11.95/2.18 ( in @ X88 @ X82 ) ) ) ) ) ) & 11.95/2.18 ( ![X90:$i,X92:$i]: 11.95/2.18 ( ( ( in @ X90 @ X62 ) & ( in @ X92 @ X62 ) ) => 11.95/2.18 ( ( ![X94:$i]: 11.95/2.18 ( ( in @ X94 @ X64 ) => 11.95/2.18 ( ( in @ X90 @ X94 ) <=> 11.95/2.18 ( in @ X92 @ X94 ) ) ) ) => 11.95/2.18 ( ( X90 ) = ( X92 ) ) ) ) ) & 11.95/2.18 ( ![X96:$i]: 11.95/2.18 ( ( in @ X96 @ X64 ) => 11.95/2.18 ( ![X98:$i]: 11.95/2.18 ( ( in @ X98 @ X96 ) => 11.95/2.18 ( in @ X98 @ X62 ) ) ) ) ) ) ) ) => 11.95/2.18 ( ( ![X100:( $i > $o )]: 11.95/2.18 ( ( ?[X102:$i]: 11.95/2.18 ( ( ![X104:$i]: 11.95/2.18 ( ( X100 @ X104 ) => 11.95/2.18 ( ( X102 ) = ( X104 ) ) ) ) & 11.95/2.18 ( X100 @ X102 ) ) ) => 11.95/2.18 ( X100 @ 11.95/2.18 ( descr @ ( ^[V_1:$i]: ( X100 @ V_1 ) ) ) ) ) ) => 11.95/2.18 ( ( ![X106:$i,X108:( $i > $o ),X110:$i]: 11.95/2.18 ( ( in @ X110 @ X106 ) => 11.95/2.18 ( ( X108 @ X110 ) => 11.95/2.18 ( in @ 11.95/2.18 X110 @ 11.95/2.18 ( dsetconstr @ 11.95/2.18 X106 @ ( ^[V_2:$i]: ( X108 @ V_2 ) ) ) ) ) ) ) => 11.95/2.18 ( ( ![X112:$i,X114:( $i > $o ),X116:$i]: 11.95/2.18 ( ( in @ 11.95/2.18 X116 @ 11.95/2.18 ( dsetconstr @ 11.95/2.18 X112 @ ( ^[V_3:$i]: ( X114 @ V_3 ) ) ) ) => 11.95/2.18 ( in @ X116 @ X112 ) ) ) => 11.95/2.18 ( ( ![X118:$i,X120:( $i > $o ),X122:$i]: 11.95/2.18 ( ( in @ 11.95/2.18 X122 @ 11.95/2.18 ( dsetconstr @ 11.95/2.18 X118 @ 11.95/2.18 ( ^[V_4:$i]: ( X120 @ V_4 ) ) ) ) => 11.95/2.18 ( X120 @ X122 ) ) ) => 11.95/2.18 ( ( ![X124:( $i > $o )]: 11.95/2.18 ( ( ?[X126:$i]: 11.95/2.18 ( ( ![X128:$i]: 11.95/2.18 ( ( X124 @ X128 ) => 11.95/2.18 ( ( X126 ) = ( X128 ) ) ) ) & 11.95/2.18 ( X124 @ X126 ) ) ) => 11.95/2.18 ( ?[X130:$i]: 11.95/2.18 ( ( ![X132:$i]: 11.95/2.18 ( ( X124 @ X132 ) => 11.95/2.18 ( ( X130 ) = ( X132 ) ) ) ) & 11.95/2.18 ( X124 @ X130 ) ) ) ) ) => 11.95/2.18 ( ( ![X134:$o,X136:$i]: 11.95/2.18 ( ( in @ X136 @ ( prop2set @ X134 ) ) => 11.95/2.18 ( X134 ) ) ) => 11.95/2.18 ( ( ![X138:$i]: 11.95/2.18 ( ( in @ X138 @ emptyset ) => 11.95/2.18 ( ![X140:$o]: ( X140 ) ) ) ) => 11.95/2.18 ( ( ![X142:$i]: 11.95/2.18 ( ~( in @ X142 @ emptyset ) ) ) => 11.95/2.18 ( ( ![X144:$i]: 11.95/2.18 ( ~( in @ X144 @ emptyset ) ) ) => 11.95/2.18 ( ( ![X146:( $i > $o )]: 11.95/2.18 ( ( ?[X148:$i]: 11.95/2.18 ( ( ![X150:$i]: 11.95/2.18 ( ( X146 @ X150 ) => 11.95/2.18 ( ( X148 ) = 11.95/2.18 ( X150 ) ) ) ) & 11.95/2.18 ( X146 @ X148 ) ) ) => 11.95/2.18 ( ?[X152:$i]: 11.95/2.18 ( X146 @ X152 ) ) ) ) => 11.95/2.18 ( ( ![X154:$i,X156:$i]: 11.95/2.18 ( ( ![X158:$i]: 11.95/2.18 ( ( in @ X158 @ X154 ) => 11.95/2.18 ( in @ X158 @ X156 ) ) ) => 11.95/2.18 ( ( ![X160:$i]: 11.95/2.18 ( ( in @ X160 @ X156 ) => 11.95/2.18 ( in @ X160 @ X154 ) ) ) => 11.95/2.18 ( ( X154 ) = ( X156 ) ) ) ) ) => 11.95/2.18 ( ( ![X162:$i]: 11.95/2.18 ( ( ![X164:$i]: 11.95/2.18 ( ~( in @ X164 @ X162 ) ) ) => 11.95/2.18 ( ( X162 ) = 11.95/2.18 ( emptyset ) ) ) ) => 11.95/2.18 ( ( ![X166:$i]: 11.95/2.18 ( ( ![X168:$i]: 11.95/2.18 ( ~( in @ 11.95/2.18 X168 @ X166 ) ) ) => 11.95/2.18 ( ( X166 ) = 11.95/2.18 ( emptyset ) ) ) ) => 11.95/2.18 ( ( ![X170:$i, 11.95/2.18 X172:( $i > $o ), 11.95/2.18 X174:$i]: 11.95/2.18 ( ( in @ X174 @ X170 ) => 11.95/2.18 ( ( in @ 11.95/2.18 X174 @ 11.95/2.18 ( dsetconstr @ 11.95/2.18 X170 @ 11.95/2.18 ( ^[V_5:$i]: 11.95/2.18 ( X172 @ 11.95/2.18 V_5 ) ) ) ) <=> 11.95/2.18 ( X172 @ X174 ) ) ) ) => 11.95/2.18 ( ( ![X176:$i]: 11.95/2.18 ( ( ( X176 ) != 11.95/2.18 ( emptyset ) ) => 11.95/2.18 ( ?[X178:$i]: 11.95/2.18 ( in @ 11.95/2.18 X178 @ X176 ) ) ) ) => 11.95/2.18 ( ( ![X180:$i, 11.95/2.18 X182:( 11.95/2.18 $i > $o ), 11.95/2.18 X184:$i]: 11.95/2.18 ( ( in @ 11.95/2.18 X184 @ X180 ) => 11.95/2.18 ( ( X182 @ X184 ) => 11.95/2.18 ( ( dsetconstr 11.95/2.18 @ 11.95/2.18 X180 @ 11.95/2.18 ( 11.95/2.18 ^[ 11.95/2.18 V_6:$i]: 11.95/2.18 ( 11.95/2.18 X182 @ 11.95/2.18 V_6 ) ) ) != 11.95/2.18 ( emptyset ) ) ) ) ) => 11.95/2.18 ( ( ![X186:$i]: 11.95/2.18 ( ( ?[X188:$i]: 11.95/2.18 ( in @ 11.95/2.18 X188 @ 11.95/2.18 X186 ) ) => 11.95/2.18 ( ( X186 ) != 11.95/2.18 ( emptyset ) ) ) ) => 11.95/2.18 ( ( ![X190:$i, 11.95/2.18 X192:$i]: 11.95/2.18 ( in @ 11.95/2.18 X190 @ 11.95/2.18 ( setadjoin 11.95/2.18 @ 11.95/2.18 X190 @ 11.95/2.18 X192 ) ) ) => 11.95/2.18 ( ( in @ 11.95/2.18 emptyset @ 11.95/2.18 ( setadjoin 11.95/2.18 @ 11.95/2.18 emptyset @ 11.95/2.18 emptyset ) ) => 11.95/2.18 ( ( ![ 11.95/2.18 X194:$i, 11.95/2.18 X196:$i, 11.95/2.18 X198:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X198 @ 11.95/2.18 X196 ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X198 @ 11.95/2.18 ( 11.95/2.18 setadjoin 11.95/2.18 @ 11.95/2.18 X194 @ 11.95/2.18 X196 ) ) ) ) => 11.95/2.18 ( ( 11.95/2.18 ![ 11.95/2.18 X200:$i, 11.95/2.18 X202:$i, 11.95/2.18 X204:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X204 @ 11.95/2.18 ( 11.95/2.18 setadjoin 11.95/2.18 @ 11.95/2.18 X200 @ 11.95/2.18 X202 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X206:$o]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 X204 ) = 11.95/2.18 ( 11.95/2.18 X200 ) ) => 11.95/2.18 ( 11.95/2.18 X206 ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X204 @ 11.95/2.18 X202 ) => 11.95/2.18 ( 11.95/2.18 X206 ) ) => 11.95/2.18 ( 11.95/2.18 X206 ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X208:$i, 11.95/2.18 X210:$i, 11.95/2.18 X212:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X212 @ 11.95/2.18 ( 11.95/2.18 setadjoin 11.95/2.18 @ 11.95/2.18 X208 @ 11.95/2.18 X210 ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 X212 ) = 11.95/2.18 ( 11.95/2.18 X208 ) ) | 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X212 @ 11.95/2.18 X210 ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X214:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 dsetconstr 11.95/2.18 @ 11.95/2.18 X214 @ 11.95/2.18 ( 11.95/2.18 ^[ 11.95/2.18 V_7:$i]: 11.95/2.18 ( 11.95/2.18 $true ) ) ) = 11.95/2.18 ( 11.95/2.18 X214 ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X216:$i, 11.95/2.18 X218:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X220:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X220 @ 11.95/2.18 X218 ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X220 @ 11.95/2.18 X216 ) ) ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X218 @ 11.95/2.18 ( 11.95/2.18 powerset 11.95/2.18 @ 11.95/2.18 X216 ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X222:$i]: 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 emptyset @ 11.95/2.18 ( 11.95/2.18 powerset 11.95/2.18 @ 11.95/2.18 X222 ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X224:$i]: 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 emptyset @ 11.95/2.18 ( 11.95/2.18 powerset 11.95/2.18 @ 11.95/2.18 X224 ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X226:$i, 11.95/2.18 X228:$i, 11.95/2.18 X230:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X228 @ 11.95/2.18 ( 11.95/2.18 powerset 11.95/2.18 @ 11.95/2.18 X226 ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X230 @ 11.95/2.18 X228 ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X230 @ 11.95/2.18 X226 ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X232:$i, 11.95/2.18 X234:$i, 11.95/2.18 X236:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X234 @ 11.95/2.18 X236 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X236 @ 11.95/2.18 X232 ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X234 @ 11.95/2.18 ( 11.95/2.18 setunion 11.95/2.18 @ 11.95/2.18 X232 ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X238:$i, 11.95/2.18 X240:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X240 @ 11.95/2.18 ( 11.95/2.18 setunion 11.95/2.18 @ 11.95/2.18 X238 ) ) => 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X242:$o]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X244:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X240 @ 11.95/2.18 X244 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X244 @ 11.95/2.18 X238 ) => 11.95/2.18 ( 11.95/2.18 X242 ) ) ) ) => 11.95/2.18 ( 11.95/2.18 X242 ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X246:$i, 11.95/2.18 X248:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X248 @ 11.95/2.18 X246 ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X248 @ 11.95/2.18 ( 11.95/2.18 powerset 11.95/2.18 @ 11.95/2.18 ( 11.95/2.18 setunion 11.95/2.18 @ 11.95/2.18 X246 ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X250:( 11.95/2.18 $i > $o )]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ?[ 11.95/2.18 X252:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X254:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 X250 @ 11.95/2.18 X254 ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 X252 ) = 11.95/2.18 ( 11.95/2.18 X254 ) ) ) ) & 11.95/2.18 ( 11.95/2.18 X250 @ 11.95/2.18 X252 ) ) ) => 11.95/2.18 ( 11.95/2.18 ?[ 11.95/2.18 X256:$i]: 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X258:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 X250 @ 11.95/2.18 X258 ) <=> 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 X258 ) = 11.95/2.18 ( 11.95/2.18 X256 ) ) ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X260:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 X260 ) != 11.95/2.18 ( 11.95/2.18 emptyset ) ) => 11.95/2.18 ( 11.95/2.18 ?[ 11.95/2.18 X262:$i]: 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X262 @ 11.95/2.18 X260 ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X264:$i, 11.95/2.18 X266:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X264 @ 11.95/2.18 ( 11.95/2.18 setadjoin 11.95/2.18 @ 11.95/2.18 X266 @ 11.95/2.18 emptyset ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 X264 ) = 11.95/2.18 ( 11.95/2.18 X266 ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X268:$i, 11.95/2.18 X270:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 X268 ) != 11.95/2.18 ( 11.95/2.18 X270 ) ) => 11.95/2.18 ( 11.95/2.18 ~ 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X270 @ 11.95/2.18 ( 11.95/2.18 setadjoin 11.95/2.18 @ 11.95/2.18 X268 @ 11.95/2.18 emptyset ) ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X272:$i, 11.95/2.18 X274:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 X272 ) = 11.95/2.18 ( 11.95/2.18 X274 ) ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X272 @ 11.95/2.18 ( 11.95/2.18 setadjoin 11.95/2.18 @ 11.95/2.18 X274 @ 11.95/2.18 emptyset ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X276:$i, 11.95/2.18 X278:$i]: 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X276 @ 11.95/2.18 ( 11.95/2.18 setadjoin 11.95/2.18 @ 11.95/2.18 X278 @ 11.95/2.18 emptyset ) ) => 11.95/2.18 ( 11.95/2.18 in @ 11.95/2.18 X278 @ 11.95/2.18 ( 11.95/2.18 setadjoin 11.95/2.18 @ 11.95/2.18 X276 @ 11.95/2.18 emptyset ) ) ) ) => 11.95/2.18 ( 11.95/2.18 ( 11.95/2.18 ![ 11.95/2.18 X280:$i, 11.95/2.18 X282:$i, 12.36/2.18 X284:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 in @ 12.36/2.18 X284 @ 12.36/2.18 ( 12.36/2.18 setadjoin 12.36/2.18 @ 12.36/2.18 X280 @ 12.36/2.18 ( 12.36/2.18 setadjoin 12.36/2.18 @ 12.36/2.18 X282 @ 12.36/2.18 emptyset ) ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X284 ) = 12.36/2.18 ( 12.36/2.18 X280 ) ) | 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X284 ) = 12.36/2.18 ( 12.36/2.18 X282 ) ) ) ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X286:$i, 12.36/2.18 X288:$i]: 12.36/2.18 ( 12.36/2.18 in @ 12.36/2.18 X286 @ 12.36/2.18 ( 12.36/2.18 setadjoin 12.36/2.18 @ 12.36/2.18 X286 @ 12.36/2.18 ( 12.36/2.18 setadjoin 12.36/2.18 @ 12.36/2.18 X288 @ 12.36/2.18 emptyset ) ) ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X290:$i, 12.36/2.18 X292:$i]: 12.36/2.18 ( 12.36/2.18 in @ 12.36/2.18 X292 @ 12.36/2.18 ( 12.36/2.18 setadjoin 12.36/2.18 @ 12.36/2.18 X290 @ 12.36/2.18 ( 12.36/2.18 setadjoin 12.36/2.18 @ 12.36/2.18 X292 @ 12.36/2.18 emptyset ) ) ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X294:$i, 12.36/2.18 X296:( 12.36/2.18 $i > $o )]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ?[ 12.36/2.18 X298:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X296 @ 12.36/2.18 X298 ) & 12.36/2.18 ( 12.36/2.18 in @ 12.36/2.18 X298 @ 12.36/2.18 X294 ) ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 dsetconstr 12.36/2.18 @ 12.36/2.18 X294 @ 12.36/2.18 ( 12.36/2.18 ^[ 12.36/2.18 V_8:$i]: 12.36/2.18 ( 12.36/2.18 X296 @ 12.36/2.18 V_8 ) ) ) != 12.36/2.18 ( 12.36/2.18 emptyset ) ) ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X300:( 12.36/2.18 $i > $o ), 12.36/2.18 X302:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 in @ 12.36/2.18 X302 @ 12.36/2.18 emptyset ) => 12.36/2.18 ( 12.36/2.18 X300 @ 12.36/2.18 X302 ) ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X304:$i, 12.36/2.18 X306:( 12.36/2.18 $i > $o )]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ~ 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X308:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 in @ 12.36/2.18 X308 @ 12.36/2.18 X304 ) => 12.36/2.18 ( 12.36/2.18 X306 @ 12.36/2.18 X308 ) ) ) ) => 12.36/2.18 ( 12.36/2.18 ?[ 12.36/2.18 X310:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ~ 12.36/2.18 ( 12.36/2.18 X306 @ 12.36/2.18 X310 ) ) & 12.36/2.18 ( 12.36/2.18 in @ 12.36/2.18 X310 @ 12.36/2.18 X304 ) ) ) ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X312:$i, 12.36/2.18 X314:( 12.36/2.18 $i > $o )]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X316:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 in @ 12.36/2.18 X316 @ 12.36/2.18 X312 ) => 12.36/2.18 ( 12.36/2.18 ~ 12.36/2.18 ( 12.36/2.18 X314 @ 12.36/2.18 X316 ) ) ) ) => 12.36/2.18 ( 12.36/2.18 ~ 12.36/2.18 ( 12.36/2.18 ?[ 12.36/2.18 X318:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X314 @ 12.36/2.18 X318 ) & 12.36/2.18 ( 12.36/2.18 in @ 12.36/2.18 X318 @ 12.36/2.18 X312 ) ) ) ) ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X320:$i, 12.36/2.18 X322:( 12.36/2.18 $i > $o )]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ~ 12.36/2.18 ( 12.36/2.18 ?[ 12.36/2.18 X324:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X322 @ 12.36/2.18 X324 ) & 12.36/2.18 ( 12.36/2.18 in @ 12.36/2.18 X324 @ 12.36/2.18 X320 ) ) ) ) => 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X326:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 in @ 12.36/2.18 X326 @ 12.36/2.18 X320 ) => 12.36/2.18 ( 12.36/2.18 ~ 12.36/2.18 ( 12.36/2.18 X322 @ 12.36/2.18 X326 ) ) ) ) ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X328:$i, 12.36/2.18 X330:( 12.36/2.18 $i > $o )]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ?[ 12.36/2.18 X332:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ~ 12.36/2.18 ( 12.36/2.18 X330 @ 12.36/2.18 X332 ) ) & 12.36/2.18 ( 12.36/2.18 in @ 12.36/2.18 X332 @ 12.36/2.18 X328 ) ) ) => 12.36/2.18 ( 12.36/2.18 ~ 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X334:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 in @ 12.36/2.18 X334 @ 12.36/2.18 X328 ) => 12.36/2.18 ( 12.36/2.18 X330 @ 12.36/2.18 X334 ) ) ) ) ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X336:$o]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X336 ) => 12.36/2.18 ( 12.36/2.18 in @ 12.36/2.18 emptyset @ 12.36/2.18 ( 12.36/2.18 prop2set 12.36/2.18 @ 12.36/2.18 X336 ) ) ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X338:$o]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X338 ) => 12.36/2.18 ( 12.36/2.18 set2prop 12.36/2.18 @ 12.36/2.18 ( 12.36/2.18 prop2set 12.36/2.18 @ 12.36/2.18 X338 ) ) ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X340:$i, 12.36/2.18 X342:( 12.36/2.18 $i > $o )]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ~ 12.36/2.18 ( 12.36/2.18 ?[ 12.36/2.18 X344:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X342 @ 12.36/2.18 X344 ) & 12.36/2.18 ( 12.36/2.18 in @ 12.36/2.18 X344 @ 12.36/2.18 X340 ) ) ) ) => 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X346:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 in @ 12.36/2.18 X346 @ 12.36/2.18 X340 ) => 12.36/2.18 ( 12.36/2.18 ~ 12.36/2.18 ( 12.36/2.18 X342 @ 12.36/2.18 X346 ) ) ) ) ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X348:$i, 12.36/2.18 X350:( 12.36/2.18 $i > $o )]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ~ 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X352:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 in @ 12.36/2.18 X352 @ 12.36/2.18 X348 ) => 12.36/2.18 ( 12.36/2.18 X350 @ 12.36/2.18 X352 ) ) ) ) => 12.36/2.18 ( 12.36/2.18 ?[ 12.36/2.18 X354:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ~ 12.36/2.18 ( 12.36/2.18 X350 @ 12.36/2.18 X354 ) ) & 12.36/2.18 ( 12.36/2.18 in @ 12.36/2.18 X354 @ 12.36/2.18 X348 ) ) ) ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X356:( 12.36/2.18 $i > $o )]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ?[ 12.36/2.18 X358:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X360:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X356 @ 12.36/2.18 X360 ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X358 ) = 12.36/2.18 ( 12.36/2.18 X360 ) ) ) ) & 12.36/2.18 ( 12.36/2.18 X356 @ 12.36/2.18 X358 ) ) ) => 12.36/2.18 ( 12.36/2.18 ?[ 12.36/2.18 X362:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X364:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X356 @ 12.36/2.18 X364 ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X362 ) = 12.36/2.18 ( 12.36/2.18 X364 ) ) ) ) & 12.36/2.18 ( 12.36/2.18 X356 @ 12.36/2.18 X362 ) ) ) ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X366:( 12.36/2.18 $i > $o )]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ?[ 12.36/2.18 X368:$i]: 12.36/2.18 ( 12.36/2.18 X366 @ 12.36/2.18 X368 ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X370:$i, 12.36/2.18 X372:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X366 @ 12.36/2.18 X370 ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X366 @ 12.36/2.18 X372 ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X370 ) = 12.36/2.18 ( 12.36/2.18 X372 ) ) ) ) ) => 12.36/2.18 ( 12.36/2.18 ?[ 12.36/2.18 X374:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X376:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X366 @ 12.36/2.18 X376 ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X374 ) = 12.36/2.18 ( 12.36/2.18 X376 ) ) ) ) & 12.36/2.18 ( 12.36/2.18 X366 @ 12.36/2.18 X374 ) ) ) ) ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X378:( 12.36/2.18 $i > $o )]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ?[ 12.36/2.18 X380:$i]: 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X382:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X378 @ 12.36/2.18 X382 ) <=> 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X382 ) = 12.36/2.18 ( 12.36/2.18 X380 ) ) ) ) ) => 12.36/2.18 ( 12.36/2.18 ?[ 12.36/2.18 X384:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X386:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X378 @ 12.36/2.18 X386 ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X384 ) = 12.36/2.18 ( 12.36/2.18 X386 ) ) ) ) & 12.36/2.18 ( 12.36/2.18 X378 @ 12.36/2.18 X384 ) ) ) ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X388:$i, 12.36/2.18 X390:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X388 ) = 12.36/2.18 ( 12.36/2.18 X390 ) ) => 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X392:$i, 12.36/2.18 X394:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X392 ) = 12.36/2.18 ( 12.36/2.18 X394 ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 in @ 12.36/2.18 X392 @ 12.36/2.18 X388 ) => 12.36/2.18 ( 12.36/2.18 in @ 12.36/2.18 X394 @ 12.36/2.18 X390 ) ) ) ) ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X396:$i, 12.36/2.18 X398:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X396 ) = 12.36/2.18 ( 12.36/2.18 X398 ) ) => 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X400:$i, 12.36/2.18 X402:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X400 ) = 12.36/2.18 ( 12.36/2.18 X402 ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 in @ 12.36/2.18 X400 @ 12.36/2.18 X396 ) <=> 12.36/2.18 ( 12.36/2.18 in @ 12.36/2.18 X402 @ 12.36/2.18 X398 ) ) ) ) ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X404:( 12.36/2.18 $i > $o )]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ?[ 12.36/2.18 X406:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X408:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X404 @ 12.36/2.18 X408 ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X406 ) = 12.36/2.18 ( 12.36/2.18 X408 ) ) ) ) & 12.36/2.18 ( 12.36/2.18 X404 @ 12.36/2.18 X406 ) ) ) => 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X410:$i, 12.36/2.18 X412:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X404 @ 12.36/2.18 X410 ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X404 @ 12.36/2.18 X412 ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X410 ) = 12.36/2.18 ( 12.36/2.18 X412 ) ) ) ) ) ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X414:( 12.36/2.18 $i > $o ), 12.36/2.18 X416:( 12.36/2.18 $i > $o )]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X418:$i, 12.36/2.18 X420:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X418 ) = 12.36/2.18 ( 12.36/2.18 X420 ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X414 @ 12.36/2.18 X418 ) <=> 12.36/2.18 ( 12.36/2.18 X416 @ 12.36/2.18 X420 ) ) ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ?[ 12.36/2.18 X422:$i]: 12.36/2.18 ( 12.36/2.18 zip_tseitin_5 12.36/2.18 @ 12.36/2.18 X422 @ 12.36/2.18 X414 ) ) <=> 12.36/2.18 ( 12.36/2.18 ?[ 12.36/2.18 X426:$i]: 12.36/2.18 ( 12.36/2.18 zip_tseitin_5 12.36/2.18 @ 12.36/2.18 X426 @ 12.36/2.18 X416 ) ) ) ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 emptyset ) = 12.36/2.18 ( 12.36/2.18 emptyset ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X430:$i, 12.36/2.18 X432:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X430 ) = 12.36/2.18 ( 12.36/2.18 X432 ) ) => 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X434:$i, 12.36/2.18 X436:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X434 ) = 12.36/2.18 ( 12.36/2.18 X436 ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 setadjoin 12.36/2.18 @ 12.36/2.18 X430 @ 12.36/2.18 X434 ) = 12.36/2.18 ( 12.36/2.18 setadjoin 12.36/2.18 @ 12.36/2.18 X432 @ 12.36/2.18 X436 ) ) ) ) ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X438:$i, 12.36/2.18 X440:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X438 ) = 12.36/2.18 ( 12.36/2.18 X440 ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 powerset 12.36/2.18 @ 12.36/2.18 X438 ) = 12.36/2.18 ( 12.36/2.18 powerset 12.36/2.18 @ 12.36/2.18 X440 ) ) ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X442:$i, 12.36/2.18 X444:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X442 ) = 12.36/2.18 ( 12.36/2.18 X444 ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 setunion 12.36/2.18 @ 12.36/2.18 X442 ) = 12.36/2.18 ( 12.36/2.18 setunion 12.36/2.18 @ 12.36/2.18 X444 ) ) ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 omega ) = 12.36/2.18 ( 12.36/2.18 omega ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X446:( 12.36/2.18 $i > $o )]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ?[ 12.36/2.18 X448:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X450:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X446 @ 12.36/2.18 X450 ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X448 ) = 12.36/2.18 ( 12.36/2.18 X450 ) ) ) ) & 12.36/2.18 ( 12.36/2.18 X446 @ 12.36/2.18 X448 ) ) ) => 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X452:$i, 12.36/2.18 X454:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X446 @ 12.36/2.18 X452 ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X446 @ 12.36/2.18 X454 ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X452 ) = 12.36/2.18 ( 12.36/2.18 X454 ) ) ) ) ) ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X456:( 12.36/2.18 $i > $o ), 12.36/2.18 X458:( 12.36/2.18 $i > $o )]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X460:$i, 12.36/2.18 X462:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X460 ) = 12.36/2.18 ( 12.36/2.18 X462 ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X456 @ 12.36/2.18 X460 ) <=> 12.36/2.18 ( 12.36/2.18 X458 @ 12.36/2.18 X462 ) ) ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ?[ 12.36/2.18 X464:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X466:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X456 @ 12.36/2.18 X466 ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X464 ) = 12.36/2.18 ( 12.36/2.18 X466 ) ) ) ) & 12.36/2.18 ( 12.36/2.18 X456 @ 12.36/2.18 X464 ) ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ?[ 12.36/2.18 X468:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 ![ 12.36/2.18 X470:$i]: 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X458 @ 12.36/2.18 X470 ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 X468 ) = 12.36/2.18 ( 12.36/2.18 X470 ) ) ) ) & 12.36/2.18 ( 12.36/2.18 X458 @ 12.36/2.18 X468 ) ) ) => 12.36/2.18 ( 12.36/2.18 ( 12.36/2.18 descr @ 12.36/2.18 ( 12.36/2.18 ^[ 12.36/2.18 V_9:$i]: 12.36/2.18 ( 12.36/2.18 X456 @ 12.36/2.18 V_9 ) ) ) = 12.36/2.18 ( 12.36/2.18 descr @ 12.36/2.18 ( 12.36/2.18 ^[ 12.36/2.18 V_10:$i]: 12.36/2.18 ( 12.36/2.18 X458 @ 12.36/2.18 V_10 ) ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X472:$i, 12.36/2.19 X474:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X472 ) = 12.36/2.19 ( 12.36/2.19 X474 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X476:( 12.36/2.19 $i > $o ), 12.36/2.19 X478:( 12.36/2.19 $i > $o )]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X480:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X480 @ 12.36/2.19 X472 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X482:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X482 @ 12.36/2.19 X474 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X480 ) = 12.36/2.19 ( 12.36/2.19 X482 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X476 @ 12.36/2.19 X480 ) <=> 12.36/2.19 ( 12.36/2.19 X478 @ 12.36/2.19 X482 ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 dsetconstr 12.36/2.19 @ 12.36/2.19 X472 @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_11:$i]: 12.36/2.19 ( 12.36/2.19 X476 @ 12.36/2.19 V_11 ) ) ) = 12.36/2.19 ( 12.36/2.19 dsetconstr 12.36/2.19 @ 12.36/2.19 X474 @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_12:$i]: 12.36/2.19 ( 12.36/2.19 X478 @ 12.36/2.19 V_12 ) ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X484:$i, 12.36/2.19 X486:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X488:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X488 @ 12.36/2.19 X484 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X488 @ 12.36/2.19 X486 ) ) ) => 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X484 @ 12.36/2.19 X486 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X490:$i, 12.36/2.19 X492:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X490 ) = 12.36/2.19 ( 12.36/2.19 X492 ) ) => 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X492 @ 12.36/2.19 X490 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X494:$i, 12.36/2.19 X496:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X494 ) = 12.36/2.19 ( 12.36/2.19 X496 ) ) => 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X494 @ 12.36/2.19 X496 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X498:$i, 12.36/2.19 X500:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X502:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X502 @ 12.36/2.19 X498 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X502 @ 12.36/2.19 X500 ) ) ) => 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X498 @ 12.36/2.19 X500 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X504:$i]: 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 emptyset @ 12.36/2.19 X504 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X506:$i, 12.36/2.19 X508:$i, 12.36/2.19 X510:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X506 @ 12.36/2.19 X508 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X510 @ 12.36/2.19 X506 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X510 @ 12.36/2.19 X508 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X512:$i, 12.36/2.19 X514:$i, 12.36/2.19 X516:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X512 @ 12.36/2.19 X514 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X516 @ 12.36/2.19 X514 ) ) => 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X516 @ 12.36/2.19 X512 ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X518:$i, 12.36/2.19 X520:$i, 12.36/2.19 X522:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X522 @ 12.36/2.19 X518 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X522 @ 12.36/2.19 X520 ) ) => 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X518 @ 12.36/2.19 X520 ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X524:$i, 12.36/2.19 X526:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X524 @ 12.36/2.19 X526 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X524 ) != 12.36/2.19 ( 12.36/2.19 X526 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X528:$i, 12.36/2.19 X530:$i, 12.36/2.19 X532:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X532 @ 12.36/2.19 X528 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X532 @ 12.36/2.19 X530 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X528 ) != 12.36/2.19 ( 12.36/2.19 X530 ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X534:$i]: 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X534 @ 12.36/2.19 X534 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X536:$i, 12.36/2.19 X538:$i, 12.36/2.19 X540:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X536 @ 12.36/2.19 X538 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X538 @ 12.36/2.19 X540 ) => 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X536 @ 12.36/2.19 X540 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X542:$i, 12.36/2.19 X544:$i]: 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X544 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X542 @ 12.36/2.19 X544 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X546:$i, 12.36/2.19 X548:$i, 12.36/2.19 X550:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X546 @ 12.36/2.19 X550 ) => 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X546 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X548 @ 12.36/2.19 X550 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X552:$i, 12.36/2.19 X554:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X552 @ 12.36/2.19 X554 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X552 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X554 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X556:$i, 12.36/2.19 X558:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X556 @ 12.36/2.19 X558 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X558 @ 12.36/2.19 X556 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X556 ) = 12.36/2.19 ( 12.36/2.19 X558 ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X560:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X560 @ 12.36/2.19 emptyset ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X560 ) = 12.36/2.19 ( 12.36/2.19 emptyset ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X562:$i, 12.36/2.19 X564:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X564 @ 12.36/2.19 X562 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X564 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X562 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X566:$i, 12.36/2.19 X568:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X568 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X566 ) ) => 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X568 @ 12.36/2.19 X566 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X570:$i]: 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X570 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X570 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X572:$i, 12.36/2.19 X574:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X572 @ 12.36/2.19 X574 ) => 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X572 ) @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X574 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X576:$i, 12.36/2.19 X578:( 12.36/2.19 $i > $o )]: 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 dsetconstr 12.36/2.19 @ 12.36/2.19 X576 @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_13:$i]: 12.36/2.19 ( 12.36/2.19 X578 @ 12.36/2.19 V_13 ) ) ) @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X576 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X580:$i, 12.36/2.19 X582:( 12.36/2.19 $i > $o )]: 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 ( 12.36/2.19 dsetconstr 12.36/2.19 @ 12.36/2.19 X580 @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_14:$i]: 12.36/2.19 ( 12.36/2.19 X582 @ 12.36/2.19 V_14 ) ) ) @ 12.36/2.19 X580 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X584:$i, 12.36/2.19 X586:$i, 12.36/2.19 X588:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X588 @ 12.36/2.19 X584 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X588 @ 12.36/2.19 ( 12.36/2.19 binunion 12.36/2.19 @ 12.36/2.19 X584 @ 12.36/2.19 X586 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X590:$i, 12.36/2.19 X592:$i]: 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X592 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X590 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X592 @ 12.36/2.19 emptyset ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X594:$i, 12.36/2.19 X596:$i, 12.36/2.19 X598:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X598 @ 12.36/2.19 X596 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X598 @ 12.36/2.19 ( 12.36/2.19 binunion 12.36/2.19 @ 12.36/2.19 X594 @ 12.36/2.19 X596 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X600:$i, 12.36/2.19 X602:$i, 12.36/2.19 X604:$i, 12.36/2.19 X606:$o]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X604 @ 12.36/2.19 ( 12.36/2.19 binunion 12.36/2.19 @ 12.36/2.19 X600 @ 12.36/2.19 X602 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X604 @ 12.36/2.19 X600 ) => 12.36/2.19 ( 12.36/2.19 X606 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X604 @ 12.36/2.19 X602 ) => 12.36/2.19 ( 12.36/2.19 X606 ) ) => 12.36/2.19 ( 12.36/2.19 X606 ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X608:$i, 12.36/2.19 X610:$i, 12.36/2.19 X612:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X612 @ 12.36/2.19 ( 12.36/2.19 binunion 12.36/2.19 @ 12.36/2.19 X608 @ 12.36/2.19 X610 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X612 @ 12.36/2.19 X608 ) | 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X612 @ 12.36/2.19 X610 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X614:$i, 12.36/2.19 X616:$i]: 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X614 @ 12.36/2.19 ( 12.36/2.19 binunion 12.36/2.19 @ 12.36/2.19 X614 @ 12.36/2.19 X616 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X618:$i, 12.36/2.19 X620:$i]: 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X620 @ 12.36/2.19 ( 12.36/2.19 binunion 12.36/2.19 @ 12.36/2.19 X618 @ 12.36/2.19 X620 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X622:$i, 12.36/2.19 X624:$i, 12.36/2.19 X626:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X626 @ 12.36/2.19 X622 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X626 @ 12.36/2.19 X624 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X626 @ 12.36/2.19 ( 12.36/2.19 binintersect 12.36/2.19 @ 12.36/2.19 X622 @ 12.36/2.19 X624 ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X628:$i, 12.36/2.19 X630:$i, 12.36/2.19 X632:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X632 @ 12.36/2.19 X628 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X632 @ 12.36/2.19 X630 ) => 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X632 @ 12.36/2.19 ( 12.36/2.19 binintersect 12.36/2.19 @ 12.36/2.19 X628 @ 12.36/2.19 X630 ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X634:$i, 12.36/2.19 X636:$i, 12.36/2.19 X638:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X638 @ 12.36/2.19 ( 12.36/2.19 binintersect 12.36/2.19 @ 12.36/2.19 X634 @ 12.36/2.19 X636 ) ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X638 @ 12.36/2.19 X634 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X640:$i, 12.36/2.19 X642:$i]: 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 ( 12.36/2.19 binintersect 12.36/2.19 @ 12.36/2.19 X640 @ 12.36/2.19 X642 ) @ 12.36/2.19 X640 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X644:$i, 12.36/2.19 X646:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X644 @ 12.36/2.19 X646 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 binintersect 12.36/2.19 @ 12.36/2.19 X644 @ 12.36/2.19 X646 ) = 12.36/2.19 ( 12.36/2.19 X644 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X648:$i, 12.36/2.19 X650:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 binintersect 12.36/2.19 @ 12.36/2.19 X648 @ 12.36/2.19 X650 ) = 12.36/2.19 ( 12.36/2.19 X650 ) ) => 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X650 @ 12.36/2.19 X648 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X652:$i, 12.36/2.19 X654:$i, 12.36/2.19 X656:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X656 @ 12.36/2.19 ( 12.36/2.19 binintersect 12.36/2.19 @ 12.36/2.19 X652 @ 12.36/2.19 X654 ) ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X656 @ 12.36/2.19 X654 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X658:$i, 12.36/2.19 X660:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 ?[ 12.36/2.19 X662:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X662 @ 12.36/2.19 X660 ) & 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X662 @ 12.36/2.19 X658 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 binintersect 12.36/2.19 @ 12.36/2.19 X658 @ 12.36/2.19 X660 ) = 12.36/2.19 ( 12.36/2.19 emptyset ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X664:$i, 12.36/2.19 X666:$i]: 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 ( 12.36/2.19 binintersect 12.36/2.19 @ 12.36/2.19 X664 @ 12.36/2.19 X666 ) @ 12.36/2.19 X666 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X668:$i, 12.36/2.19 X670:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X670 @ 12.36/2.19 X668 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 binintersect 12.36/2.19 @ 12.36/2.19 X668 @ 12.36/2.19 X670 ) = 12.36/2.19 ( 12.36/2.19 X670 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X672:$i, 12.36/2.19 X674:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 binintersect 12.36/2.19 @ 12.36/2.19 X672 @ 12.36/2.19 X674 ) = 12.36/2.19 ( 12.36/2.19 X672 ) ) => 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X672 @ 12.36/2.19 X674 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X676:$i, 12.36/2.19 X678:$i, 12.36/2.19 X680:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 binintersect 12.36/2.19 @ 12.36/2.19 X676 @ 12.36/2.19 ( 12.36/2.19 binunion 12.36/2.19 @ 12.36/2.19 X678 @ 12.36/2.19 X680 ) ) = 12.36/2.19 ( 12.36/2.19 binunion 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 binintersect 12.36/2.19 @ 12.36/2.19 X676 @ 12.36/2.19 X678 ) @ 12.36/2.19 ( 12.36/2.19 binintersect 12.36/2.19 @ 12.36/2.19 X676 @ 12.36/2.19 X680 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X682:$i, 12.36/2.19 X684:$i, 12.36/2.19 X686:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X686 @ 12.36/2.19 X682 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X686 @ 12.36/2.19 X684 ) ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X686 @ 12.36/2.19 ( 12.36/2.19 setminus 12.36/2.19 @ 12.36/2.19 X682 @ 12.36/2.19 X684 ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X688:$i, 12.36/2.19 X690:$i, 12.36/2.19 X692:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X692 @ 12.36/2.19 ( 12.36/2.19 setminus 12.36/2.19 @ 12.36/2.19 X688 @ 12.36/2.19 X690 ) ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X692 @ 12.36/2.19 X688 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X694:$i, 12.36/2.19 X696:$i, 12.36/2.19 X698:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X698 @ 12.36/2.19 ( 12.36/2.19 setminus 12.36/2.19 @ 12.36/2.19 X694 @ 12.36/2.19 X696 ) ) => 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X698 @ 12.36/2.19 X696 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X700:$i, 12.36/2.19 X702:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X700 @ 12.36/2.19 X702 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 setminus 12.36/2.19 @ 12.36/2.19 X700 @ 12.36/2.19 X702 ) = 12.36/2.19 ( 12.36/2.19 emptyset ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X704:$i, 12.36/2.19 X706:$i, 12.36/2.19 X708:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X708 @ 12.36/2.19 ( 12.36/2.19 setminus 12.36/2.19 @ 12.36/2.19 X704 @ 12.36/2.19 X706 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X708 @ 12.36/2.19 X704 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X708 @ 12.36/2.19 X706 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X710:$i, 12.36/2.19 X712:$i, 12.36/2.19 X714:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X714 @ 12.36/2.19 ( 12.36/2.19 setminus 12.36/2.19 @ 12.36/2.19 X710 @ 12.36/2.19 X712 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X714 @ 12.36/2.19 X712 ) ) => 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X714 @ 12.36/2.19 X710 ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X716:$i, 12.36/2.19 X718:$i, 12.36/2.19 X720:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X720 @ 12.36/2.19 X716 ) ) => 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X720 @ 12.36/2.19 ( 12.36/2.19 setminus 12.36/2.19 @ 12.36/2.19 X716 @ 12.36/2.19 X718 ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X722:$i, 12.36/2.19 X724:$i, 12.36/2.19 X726:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X726 @ 12.36/2.19 X724 ) => 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X726 @ 12.36/2.19 ( 12.36/2.19 setminus 12.36/2.19 @ 12.36/2.19 X722 @ 12.36/2.19 X724 ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X728:$i, 12.36/2.19 X730:$i]: 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 ( 12.36/2.19 setminus 12.36/2.19 @ 12.36/2.19 X728 @ 12.36/2.19 X730 ) @ 12.36/2.19 X728 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X732:$i, 12.36/2.19 X734:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 setminus 12.36/2.19 @ 12.36/2.19 X732 @ 12.36/2.19 X734 ) = 12.36/2.19 ( 12.36/2.19 emptyset ) ) => 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X732 @ 12.36/2.19 X734 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X736:$i, 12.36/2.19 X738:$i, 12.36/2.19 X740:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X740 @ 12.36/2.19 ( 12.36/2.19 symdiff @ 12.36/2.19 X736 @ 12.36/2.19 X738 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X742:$o]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X740 @ 12.36/2.19 X736 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X740 @ 12.36/2.19 X738 ) ) => 12.36/2.19 ( 12.36/2.19 X742 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X740 @ 12.36/2.19 X736 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X740 @ 12.36/2.19 X738 ) => 12.36/2.19 ( 12.36/2.19 X742 ) ) ) => 12.36/2.19 ( 12.36/2.19 X742 ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X744:$i, 12.36/2.19 X746:$i, 12.36/2.19 X748:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X748 @ 12.36/2.19 X744 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X748 @ 12.36/2.19 X746 ) ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X748 @ 12.36/2.19 ( 12.36/2.19 symdiff @ 12.36/2.19 X744 @ 12.36/2.19 X746 ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X750:$i, 12.36/2.19 X752:$i, 12.36/2.19 X754:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X754 @ 12.36/2.19 X750 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X754 @ 12.36/2.19 X752 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X754 @ 12.36/2.19 ( 12.36/2.19 symdiff @ 12.36/2.19 X750 @ 12.36/2.19 X752 ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X756:$i, 12.36/2.19 X758:$i, 12.36/2.19 X760:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X760 @ 12.36/2.19 X756 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X760 @ 12.36/2.19 X758 ) => 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X760 @ 12.36/2.19 ( 12.36/2.19 symdiff @ 12.36/2.19 X756 @ 12.36/2.19 X758 ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X762:$i, 12.36/2.19 X764:$i, 12.36/2.19 X766:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X766 @ 12.36/2.19 X762 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X766 @ 12.36/2.19 X764 ) ) => 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X766 @ 12.36/2.19 ( 12.36/2.19 symdiff @ 12.36/2.19 X762 @ 12.36/2.19 X764 ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X768:$i, 12.36/2.19 X770:$i]: 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X770 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X768 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X770 @ 12.36/2.19 emptyset ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X772:$i, 12.36/2.19 X774:$i]: 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X772 @ 12.36/2.19 ( 12.36/2.19 setunion 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X772 @ 12.36/2.19 emptyset ) @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X772 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X774 @ 12.36/2.19 emptyset ) ) @ 12.36/2.19 emptyset ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X776:$i, 12.36/2.19 X778:$i]: 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X778 @ 12.36/2.19 ( 12.36/2.19 setunion 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X776 @ 12.36/2.19 emptyset ) @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X776 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X778 @ 12.36/2.19 emptyset ) ) @ 12.36/2.19 emptyset ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X780:$i, 12.36/2.19 X782:$i]: 12.36/2.19 ( 12.36/2.19 iskpair @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X780 @ 12.36/2.19 emptyset ) @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X780 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X782 @ 12.36/2.19 emptyset ) ) @ 12.36/2.19 emptyset ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X784:$i, 12.36/2.19 X786:$i]: 12.36/2.19 ( 12.36/2.19 iskpair @ 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X784 @ 12.36/2.19 X786 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X788:$i, 12.36/2.19 X790:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X790 @ 12.36/2.19 X788 ) => 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X790 @ 12.36/2.19 emptyset ) @ 12.36/2.19 X788 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X792:$i, 12.36/2.19 X794:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X794 @ 12.36/2.19 X792 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X794 @ 12.36/2.19 emptyset ) @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X792 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X796:$i, 12.36/2.19 X798:$i, 12.36/2.19 X800:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X800 @ 12.36/2.19 X796 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X800 @ 12.36/2.19 emptyset ) @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 binunion 12.36/2.19 @ 12.36/2.19 X796 @ 12.36/2.19 X798 ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X802:$i, 12.36/2.19 X804:$i, 12.36/2.19 X806:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X806 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X802 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X804 @ 12.36/2.19 emptyset ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X806 ) = 12.36/2.19 ( 12.36/2.19 X802 ) ) | 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X806 ) = 12.36/2.19 ( 12.36/2.19 X804 ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X808:$i, 12.36/2.19 X810:$i, 12.36/2.19 X812:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X812 @ 12.36/2.19 X808 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X814:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X814 @ 12.36/2.19 X810 ) => 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X812 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X814 @ 12.36/2.19 emptyset ) ) @ 12.36/2.19 ( 12.36/2.19 binunion 12.36/2.19 @ 12.36/2.19 X808 @ 12.36/2.19 X810 ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X816:$i, 12.36/2.19 X818:$i, 12.36/2.19 X820:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X820 @ 12.36/2.19 X816 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X822:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X822 @ 12.36/2.19 X818 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X820 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X822 @ 12.36/2.19 emptyset ) ) @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 binunion 12.36/2.19 @ 12.36/2.19 X816 @ 12.36/2.19 X818 ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X824:$i, 12.36/2.19 X826:$i, 12.36/2.19 X828:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X828 @ 12.36/2.19 X824 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X830:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X830 @ 12.36/2.19 X826 ) => 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X828 @ 12.36/2.19 emptyset ) @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X828 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X830 @ 12.36/2.19 emptyset ) ) @ 12.36/2.19 emptyset ) ) @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 binunion 12.36/2.19 @ 12.36/2.19 X824 @ 12.36/2.19 X826 ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X832:$i, 12.36/2.19 X834:$i, 12.36/2.19 X836:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X836 @ 12.36/2.19 X832 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X838:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X838 @ 12.36/2.19 X834 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X836 @ 12.36/2.19 emptyset ) @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X836 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X838 @ 12.36/2.19 emptyset ) ) @ 12.36/2.19 emptyset ) ) @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 binunion 12.36/2.19 @ 12.36/2.19 X832 @ 12.36/2.19 X834 ) ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X840:$i, 12.36/2.19 X842:$i, 12.36/2.19 X844:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X844 @ 12.36/2.19 X840 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X846:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X846 @ 12.36/2.19 X842 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X844 @ 12.36/2.19 X846 ) @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 binunion 12.36/2.19 @ 12.36/2.19 X840 @ 12.36/2.19 X842 ) ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X848:$i, 12.36/2.19 X850:$i, 12.36/2.19 X852:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X852 @ 12.36/2.19 X848 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X854:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X854 @ 12.36/2.19 X850 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X852 @ 12.36/2.19 X854 ) @ 12.36/2.19 ( 12.36/2.19 cartprod 12.36/2.19 @ 12.36/2.19 X848 @ 12.36/2.19 X850 ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X856:$i, 12.36/2.19 X858:$i, 12.36/2.19 X860:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X860 @ 12.36/2.19 ( 12.36/2.19 cartprod 12.36/2.19 @ 12.36/2.19 X856 @ 12.36/2.19 X858 ) ) => 12.36/2.19 ( 12.36/2.19 ?[ 12.36/2.19 X862:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ?[ 12.36/2.19 X864:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X860 ) = 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X862 @ 12.36/2.19 X864 ) ) & 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X864 @ 12.36/2.19 X858 ) ) ) & 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X862 @ 12.36/2.19 X856 ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X866:$i, 12.36/2.19 X868:$i, 12.36/2.19 X870:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X870 @ 12.36/2.19 ( 12.36/2.19 cartprod 12.36/2.19 @ 12.36/2.19 X866 @ 12.36/2.19 X868 ) ) => 12.36/2.19 ( 12.36/2.19 iskpair @ 12.36/2.19 X870 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X872:$i, 12.36/2.19 X874:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X874 @ 12.36/2.19 ( 12.36/2.19 setunion 12.36/2.19 @ 12.36/2.19 X872 ) ) => 12.36/2.19 ( 12.36/2.19 ?[ 12.36/2.19 X876:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X874 @ 12.36/2.19 X876 ) & 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X876 @ 12.36/2.19 X872 ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X878:$i]: 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 ( 12.36/2.19 setunion 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X878 @ 12.36/2.19 emptyset ) ) @ 12.36/2.19 X878 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X880:$i]: 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X880 @ 12.36/2.19 ( 12.36/2.19 setunion 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X880 @ 12.36/2.19 emptyset ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X882:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 setunion 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X882 @ 12.36/2.19 emptyset ) ) = 12.36/2.19 ( 12.36/2.19 X882 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X884:$i, 12.36/2.19 X886:( 12.36/2.19 $i > $o )]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X888:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X888 @ 12.36/2.19 X884 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X890:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X890 @ 12.36/2.19 X884 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X886 @ 12.36/2.19 X888 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X886 @ 12.36/2.19 X890 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X888 ) = 12.36/2.19 ( 12.36/2.19 X890 ) ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ?[ 12.36/2.19 X892:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X886 @ 12.36/2.19 X892 ) & 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X892 @ 12.36/2.19 X884 ) ) ) => 12.36/2.19 ( 12.36/2.19 singleton 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 dsetconstr 12.36/2.19 @ 12.36/2.19 X884 @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_15:$i]: 12.36/2.19 ( 12.36/2.19 X886 @ 12.36/2.19 V_15 ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X894:$i, 12.36/2.19 X896:( 12.36/2.19 $i > $o )]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 singleton 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 dsetconstr 12.36/2.19 @ 12.36/2.19 X894 @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_16:$i]: 12.36/2.19 ( 12.36/2.19 X896 @ 12.36/2.19 V_16 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ?[ 12.36/2.19 X898:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X896 @ 12.36/2.19 X898 ) & 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X898 @ 12.36/2.19 X894 ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X900:$i, 12.36/2.19 X902:( 12.36/2.19 $i > $o ), 12.36/2.19 X904:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X904 @ 12.36/2.19 X900 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X902 @ 12.36/2.19 X904 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X906:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X906 @ 12.36/2.19 X900 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X902 @ 12.36/2.19 X906 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X906 ) = 12.36/2.19 ( 12.36/2.19 X904 ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 singleton 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 dsetconstr 12.36/2.19 @ 12.36/2.19 X900 @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_17:$i]: 12.36/2.19 ( 12.36/2.19 X902 @ 12.36/2.19 V_17 ) ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X908:$i, 12.36/2.19 X910:( 12.36/2.19 $i > $o )]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X912:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X912 @ 12.36/2.19 X908 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X914:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X914 @ 12.36/2.19 X908 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X910 @ 12.36/2.19 X912 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X910 @ 12.36/2.19 X914 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X912 ) = 12.36/2.19 ( 12.36/2.19 X914 ) ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ?[ 12.36/2.19 X916:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X910 @ 12.36/2.19 X916 ) & 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X916 @ 12.36/2.19 X908 ) ) ) => 12.36/2.19 ( 12.36/2.19 singleton 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 dsetconstr 12.36/2.19 @ 12.36/2.19 X908 @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_18:$i]: 12.36/2.19 ( 12.36/2.19 X910 @ 12.36/2.19 V_18 ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X918:$i, 12.36/2.19 X920:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X918 @ 12.36/2.19 emptyset ) = 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X920 @ 12.36/2.19 emptyset ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X918 ) = 12.36/2.19 ( 12.36/2.19 X920 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X922:$i, 12.36/2.19 X924:$i, 12.36/2.19 X926:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X926 @ 12.36/2.19 emptyset ) @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X922 @ 12.36/2.19 emptyset ) @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X922 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X924 @ 12.36/2.19 emptyset ) ) @ 12.36/2.19 emptyset ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X922 ) = 12.36/2.19 ( 12.36/2.19 X926 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X928:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 iskpair @ 12.36/2.19 X928 ) => 12.36/2.19 ( 12.36/2.19 singleton 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 dsetconstr 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setunion 12.36/2.19 @ 12.36/2.19 X928 ) @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_19:$i]: 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 V_19 @ 12.36/2.19 emptyset ) @ 12.36/2.19 X928 ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X930:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 singleton 12.36/2.19 @ 12.36/2.19 X930 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 setunion 12.36/2.19 @ 12.36/2.19 X930 ) @ 12.36/2.19 X930 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X932:$i, 12.36/2.19 X934:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 kfst @ 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X932 @ 12.36/2.19 X934 ) ) = 12.36/2.19 ( 12.36/2.19 X932 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X936:$i, 12.36/2.19 X938:$i, 12.36/2.19 X940:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X940 @ 12.36/2.19 ( 12.36/2.19 cartprod 12.36/2.19 @ 12.36/2.19 X936 @ 12.36/2.19 X938 ) ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 kfst @ 12.36/2.19 X940 ) @ 12.36/2.19 X936 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X942:$i, 12.36/2.19 X944:$i, 12.36/2.19 X946:$i, 12.36/2.19 X948:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X942 @ 12.36/2.19 emptyset ) @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X942 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X944 @ 12.36/2.19 emptyset ) ) @ 12.36/2.19 emptyset ) ) = 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X946 @ 12.36/2.19 emptyset ) @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X946 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X948 @ 12.36/2.19 emptyset ) ) @ 12.36/2.19 emptyset ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X942 ) = 12.36/2.19 ( 12.36/2.19 X946 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X950:$i, 12.36/2.19 X952:$i, 12.36/2.19 X954:$i, 12.36/2.19 X956:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X950 @ 12.36/2.19 X952 ) = 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X954 @ 12.36/2.19 X956 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X950 ) = 12.36/2.19 ( 12.36/2.19 X954 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X958:$i, 12.36/2.19 X960:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X958 ) = 12.36/2.19 ( 12.36/2.19 X960 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X958 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X960 @ 12.36/2.19 emptyset ) ) = 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X958 @ 12.36/2.19 emptyset ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X962:$i, 12.36/2.19 X964:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X962 ) = 12.36/2.19 ( 12.36/2.19 X964 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X962 @ 12.36/2.19 emptyset ) @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X962 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X964 @ 12.36/2.19 emptyset ) ) @ 12.36/2.19 emptyset ) ) = 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X962 @ 12.36/2.19 emptyset ) @ 12.36/2.19 emptyset ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X966:$i, 12.36/2.19 X968:$i, 12.36/2.19 X970:$i, 12.36/2.19 X972:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X966 @ 12.36/2.19 emptyset ) @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X966 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X968 @ 12.36/2.19 emptyset ) ) @ 12.36/2.19 emptyset ) ) = 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X970 @ 12.36/2.19 emptyset ) @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X970 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X972 @ 12.36/2.19 emptyset ) ) @ 12.36/2.19 emptyset ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X970 ) = 12.36/2.19 ( 12.36/2.19 X972 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X968 ) = 12.36/2.19 ( 12.36/2.19 X972 ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X974:$i, 12.36/2.19 X976:$i, 12.36/2.19 X978:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X974 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X976 @ 12.36/2.19 emptyset ) ) = 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X978 @ 12.36/2.19 emptyset ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X974 ) = 12.36/2.19 ( 12.36/2.19 X976 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X980:$i, 12.36/2.19 X982:$i, 12.36/2.19 X984:$i, 12.36/2.19 X986:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X980 @ 12.36/2.19 emptyset ) @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X980 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X982 @ 12.36/2.19 emptyset ) ) @ 12.36/2.19 emptyset ) ) = 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X984 @ 12.36/2.19 emptyset ) @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X984 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X986 @ 12.36/2.19 emptyset ) ) @ 12.36/2.19 emptyset ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X982 ) = 12.36/2.19 ( 12.36/2.19 X986 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X988:$i, 12.36/2.19 X990:$i, 12.36/2.19 X992:$i, 12.36/2.19 X994:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X988 @ 12.36/2.19 X990 ) = 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X992 @ 12.36/2.19 X994 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X990 ) = 12.36/2.19 ( 12.36/2.19 X994 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X996:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 iskpair @ 12.36/2.19 X996 ) => 12.36/2.19 ( 12.36/2.19 singleton 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 dsetconstr 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 setunion 12.36/2.19 @ 12.36/2.19 X996 ) @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_20:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X996 ) = 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 ( 12.36/2.19 kfst @ 12.36/2.19 X996 ) @ 12.36/2.19 V_20 ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X998:$i, 12.36/2.19 X1000:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ksnd @ 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X998 @ 12.36/2.19 X1000 ) ) = 12.36/2.19 ( 12.36/2.19 X1000 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1002:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 iskpair @ 12.36/2.19 X1002 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 ( 12.36/2.19 kfst @ 12.36/2.19 X1002 ) @ 12.36/2.19 ( 12.36/2.19 ksnd @ 12.36/2.19 X1002 ) ) = 12.36/2.19 ( 12.36/2.19 X1002 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1004:$i, 12.36/2.19 X1006:$i, 12.36/2.19 X1008:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1008 @ 12.36/2.19 ( 12.36/2.19 cartprod 12.36/2.19 @ 12.36/2.19 X1004 @ 12.36/2.19 X1006 ) ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 ksnd @ 12.36/2.19 X1008 ) @ 12.36/2.19 X1006 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1010:$i, 12.36/2.19 X1012:$i, 12.36/2.19 X1014:$i, 12.36/2.19 X1016:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X1014 @ 12.36/2.19 X1016 ) @ 12.36/2.19 ( 12.36/2.19 cartprod 12.36/2.19 @ 12.36/2.19 X1010 @ 12.36/2.19 X1012 ) ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1014 @ 12.36/2.19 X1010 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1018:$i, 12.36/2.19 X1020:$i, 12.36/2.19 X1022:$i, 12.36/2.19 X1024:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X1022 @ 12.36/2.19 X1024 ) @ 12.36/2.19 ( 12.36/2.19 cartprod 12.36/2.19 @ 12.36/2.19 X1018 @ 12.36/2.19 X1020 ) ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1024 @ 12.36/2.19 X1020 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1026:$i, 12.36/2.19 X1028:$i, 12.36/2.19 X1030:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1030 @ 12.36/2.19 X1026 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1032:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1032 @ 12.36/2.19 X1028 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X1030 @ 12.36/2.19 X1032 ) = 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X1030 @ 12.36/2.19 X1032 ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1034:$i, 12.36/2.19 X1036:$i, 12.36/2.19 X1038:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1038 @ 12.36/2.19 X1034 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1040:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1040 @ 12.36/2.19 X1036 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 kfst @ 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X1038 @ 12.36/2.19 X1040 ) ) = 12.36/2.19 ( 12.36/2.19 X1038 ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1042:$i, 12.36/2.19 X1044:$i, 12.36/2.19 X1046:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1046 @ 12.36/2.19 X1042 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1048:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1048 @ 12.36/2.19 X1044 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ksnd @ 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X1046 @ 12.36/2.19 X1048 ) ) = 12.36/2.19 ( 12.36/2.19 X1048 ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1050:$i, 12.36/2.19 X1052:$i, 12.36/2.19 X1054:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1054 @ 12.36/2.19 ( 12.36/2.19 cartprod 12.36/2.19 @ 12.36/2.19 X1050 @ 12.36/2.19 X1052 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 ( 12.36/2.19 kfst @ 12.36/2.19 X1054 ) @ 12.36/2.19 ( 12.36/2.19 ksnd @ 12.36/2.19 X1054 ) ) = 12.36/2.19 ( 12.36/2.19 X1054 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1056:$i, 12.36/2.19 X1058:$i, 12.36/2.19 X1060:( 12.36/2.19 $i > $i > 12.36/2.19 $o ), 12.36/2.19 X1062:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1062 @ 12.36/2.19 X1056 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1064:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1064 @ 12.36/2.19 X1058 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X1060 @ 12.36/2.19 X1062 @ 12.36/2.19 X1064 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X1062 @ 12.36/2.19 X1064 ) @ 12.36/2.19 ( 12.36/2.19 dpsetconstr 12.36/2.19 @ 12.36/2.19 X1056 @ 12.36/2.19 X1058 @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_21:$i, 12.36/2.19 V_22:$i]: 12.36/2.19 ( 12.36/2.19 X1060 @ 12.36/2.19 V_21 @ 12.36/2.19 V_22 ) ) ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1066:$i, 12.36/2.19 X1068:$i, 12.36/2.19 X1070:( 12.36/2.19 $i > $i > 12.36/2.19 $o )]: 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 ( 12.36/2.19 dpsetconstr 12.36/2.19 @ 12.36/2.19 X1066 @ 12.36/2.19 X1068 @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_23:$i, 12.36/2.19 V_24:$i]: 12.36/2.19 ( 12.36/2.19 X1070 @ 12.36/2.19 V_23 @ 12.36/2.19 V_24 ) ) ) @ 12.36/2.19 ( 12.36/2.19 cartprod 12.36/2.19 @ 12.36/2.19 X1066 @ 12.36/2.19 X1068 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1072:$i, 12.36/2.19 X1074:$i, 12.36/2.19 X1076:( 12.36/2.19 $i > $i > 12.36/2.19 $o )]: 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 ( 12.36/2.19 dpsetconstr 12.36/2.19 @ 12.36/2.19 X1072 @ 12.36/2.19 X1074 @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_25:$i, 12.36/2.19 V_26:$i]: 12.36/2.19 ( 12.36/2.19 X1076 @ 12.36/2.19 V_25 @ 12.36/2.19 V_26 ) ) ) @ 12.36/2.19 ( 12.36/2.19 cartprod 12.36/2.19 @ 12.36/2.19 X1072 @ 12.36/2.19 X1074 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1078:$i, 12.36/2.19 X1080:$i, 12.36/2.19 X1082:( 12.36/2.19 $i > $i > 12.36/2.19 $o ), 12.36/2.19 X1084:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1084 @ 12.36/2.19 X1078 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1086:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1086 @ 12.36/2.19 X1080 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X1084 @ 12.36/2.19 X1086 ) @ 12.36/2.19 ( 12.36/2.19 dpsetconstr 12.36/2.19 @ 12.36/2.19 X1078 @ 12.36/2.19 X1080 @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_27:$i, 12.36/2.19 V_28:$i]: 12.36/2.19 ( 12.36/2.19 X1082 @ 12.36/2.19 V_27 @ 12.36/2.19 V_28 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 X1082 @ 12.36/2.19 X1084 @ 12.36/2.19 X1086 ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1088:$i, 12.36/2.19 X1090:$i, 12.36/2.19 X1092:( 12.36/2.19 $i > $i > 12.36/2.19 $o ), 12.36/2.19 X1094:$i, 12.36/2.19 X1096:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X1094 @ 12.36/2.19 X1096 ) @ 12.36/2.19 ( 12.36/2.19 dpsetconstr 12.36/2.19 @ 12.36/2.19 X1088 @ 12.36/2.19 X1090 @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_29:$i, 12.36/2.19 V_30:$i]: 12.36/2.19 ( 12.36/2.19 X1092 @ 12.36/2.19 V_29 @ 12.36/2.19 V_30 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1094 @ 12.36/2.19 X1088 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1098:$i, 12.36/2.19 X1100:$i, 12.36/2.19 X1102:( 12.36/2.19 $i > $i > 12.36/2.19 $o ), 12.36/2.19 X1104:$i, 12.36/2.19 X1106:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X1104 @ 12.36/2.19 X1106 ) @ 12.36/2.19 ( 12.36/2.19 dpsetconstr 12.36/2.19 @ 12.36/2.19 X1098 @ 12.36/2.19 X1100 @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_31:$i, 12.36/2.19 V_32:$i]: 12.36/2.19 ( 12.36/2.19 X1102 @ 12.36/2.19 V_31 @ 12.36/2.19 V_32 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1106 @ 12.36/2.19 X1100 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1108:$i, 12.36/2.19 X1110:$i, 12.36/2.19 X1112:( 12.36/2.19 $i > $i > 12.36/2.19 $o ), 12.36/2.19 X1114:$i, 12.36/2.19 X1116:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X1114 @ 12.36/2.19 X1116 ) @ 12.36/2.19 ( 12.36/2.19 dpsetconstr 12.36/2.19 @ 12.36/2.19 X1108 @ 12.36/2.19 X1110 @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_33:$i, 12.36/2.19 V_34:$i]: 12.36/2.19 ( 12.36/2.19 X1112 @ 12.36/2.19 V_33 @ 12.36/2.19 V_34 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 X1112 @ 12.36/2.19 X1114 @ 12.36/2.19 X1116 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1118:$i, 12.36/2.19 X1120:$i, 12.36/2.19 X1122:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 func @ 12.36/2.19 X1118 @ 12.36/2.19 X1120 @ 12.36/2.19 X1122 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1124:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1124 @ 12.36/2.19 X1118 ) => 12.36/2.19 ( 12.36/2.19 singleton 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 dsetconstr 12.36/2.19 @ 12.36/2.19 X1120 @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_35:$i]: 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X1124 @ 12.36/2.19 V_35 ) @ 12.36/2.19 X1122 ) ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1126:$i, 12.36/2.19 X1128:$i, 12.36/2.19 X1130:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 func @ 12.36/2.19 X1126 @ 12.36/2.19 X1128 @ 12.36/2.19 X1130 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1132:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1132 @ 12.36/2.19 X1126 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 setunion 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 dsetconstr 12.36/2.19 @ 12.36/2.19 X1128 @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_36:$i]: 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X1132 @ 12.36/2.19 V_36 ) @ 12.36/2.19 X1130 ) ) ) ) @ 12.36/2.19 X1128 ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1134:$i, 12.36/2.19 X1136:$i, 12.36/2.19 X1138:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 func @ 12.36/2.19 X1134 @ 12.36/2.19 X1136 @ 12.36/2.19 X1138 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1140:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1140 @ 12.36/2.19 X1134 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 ap @ 12.36/2.19 X1134 @ 12.36/2.19 X1136 @ 12.36/2.19 X1138 @ 12.36/2.19 X1140 ) @ 12.36/2.19 X1136 ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1142:$i, 12.36/2.19 X1144:$i, 12.36/2.19 X1146:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1146 @ 12.36/2.19 ( 12.36/2.19 funcSet @ 12.36/2.19 X1142 @ 12.36/2.19 X1144 ) ) => 12.36/2.19 ( 12.36/2.19 func @ 12.36/2.19 X1142 @ 12.36/2.19 X1144 @ 12.36/2.19 X1146 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1148:$i, 12.36/2.19 X1150:$i, 12.36/2.19 X1152:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1152 @ 12.36/2.19 ( 12.36/2.19 funcSet @ 12.36/2.19 X1148 @ 12.36/2.19 X1150 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1154:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1154 @ 12.36/2.19 X1148 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 ap @ 12.36/2.19 X1148 @ 12.36/2.19 X1150 @ 12.36/2.19 X1152 @ 12.36/2.19 X1154 ) @ 12.36/2.19 X1150 ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1156:$i, 12.36/2.19 X1158:$i, 12.36/2.19 X1160:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 func @ 12.36/2.19 X1156 @ 12.36/2.19 X1158 @ 12.36/2.19 X1160 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1160 @ 12.36/2.19 ( 12.36/2.19 funcSet @ 12.36/2.19 X1156 @ 12.36/2.19 X1158 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1162:$i, 12.36/2.19 X1164:$i, 12.36/2.19 X1166:( 12.36/2.19 $i > $i )]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1168:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1168 @ 12.36/2.19 X1162 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 X1166 @ 12.36/2.19 X1168 ) @ 12.36/2.19 X1164 ) ) ) => 12.36/2.19 ( 12.36/2.19 func @ 12.36/2.19 X1162 @ 12.36/2.19 X1164 @ 12.36/2.19 ( 12.36/2.19 dpsetconstr 12.36/2.19 @ 12.36/2.19 X1162 @ 12.36/2.19 X1164 @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_37:$i, 12.36/2.19 V_38:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X1166 @ 12.36/2.19 V_37 ) = 12.36/2.19 ( 12.36/2.19 V_38 ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1170:$i, 12.36/2.19 X1172:$i, 12.36/2.19 X1174:( 12.36/2.19 $i > $i )]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1176:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1176 @ 12.36/2.19 X1170 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 X1174 @ 12.36/2.19 X1176 ) @ 12.36/2.19 X1172 ) ) ) => 12.36/2.19 ( 12.36/2.19 func @ 12.36/2.19 X1170 @ 12.36/2.19 X1172 @ 12.36/2.19 ( 12.36/2.19 lam @ 12.36/2.19 X1170 @ 12.36/2.19 X1172 @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_39:$i]: 12.36/2.19 ( 12.36/2.19 X1174 @ 12.36/2.19 V_39 ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1178:$i, 12.36/2.19 X1180:$i, 12.36/2.19 X1182:( 12.36/2.19 $i > $i )]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1184:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1184 @ 12.36/2.19 X1178 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 X1182 @ 12.36/2.19 X1184 ) @ 12.36/2.19 X1180 ) ) ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 lam @ 12.36/2.19 X1178 @ 12.36/2.19 X1180 @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_40:$i]: 12.36/2.19 ( 12.36/2.19 X1182 @ 12.36/2.19 V_40 ) ) ) @ 12.36/2.19 ( 12.36/2.19 funcSet @ 12.36/2.19 X1178 @ 12.36/2.19 X1180 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1186:$i, 12.36/2.19 X1188:$i, 12.36/2.19 X1190:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X1190 @ 12.36/2.19 ( 12.36/2.19 cartprod 12.36/2.19 @ 12.36/2.19 X1186 @ 12.36/2.19 X1188 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1192:( 12.36/2.19 $i > $o )]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1194:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1194 @ 12.36/2.19 X1186 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1196:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1196 @ 12.36/2.19 X1188 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X1194 @ 12.36/2.19 X1196 ) @ 12.36/2.19 X1190 ) => 12.36/2.19 ( 12.36/2.19 X1192 @ 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X1194 @ 12.36/2.19 X1196 ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1198:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1198 @ 12.36/2.19 X1190 ) => 12.36/2.19 ( 12.36/2.19 X1192 @ 12.36/2.19 X1198 ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1200:$i, 12.36/2.19 X1202:$i, 12.36/2.19 X1204:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X1204 @ 12.36/2.19 ( 12.36/2.19 cartprod 12.36/2.19 @ 12.36/2.19 X1200 @ 12.36/2.19 X1202 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1206:( 12.36/2.19 $i > $o )]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1208:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1208 @ 12.36/2.19 X1200 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1210:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1210 @ 12.36/2.19 X1202 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X1208 @ 12.36/2.19 X1210 ) @ 12.36/2.19 X1204 ) => 12.36/2.19 ( 12.36/2.19 X1206 @ 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X1208 @ 12.36/2.19 X1210 ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1212:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1212 @ 12.36/2.19 X1204 ) => 12.36/2.19 ( 12.36/2.19 X1206 @ 12.36/2.19 X1212 ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1214:$i, 12.36/2.19 X1216:( 12.36/2.19 $i > $o )]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 singleton 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 dsetconstr 12.36/2.19 @ 12.36/2.19 X1214 @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_41:$i]: 12.36/2.19 ( 12.36/2.19 X1216 @ 12.36/2.19 V_41 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1218:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1218 @ 12.36/2.19 X1214 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1220:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1220 @ 12.36/2.19 X1214 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X1216 @ 12.36/2.19 X1218 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X1216 @ 12.36/2.19 X1220 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X1218 ) = 12.36/2.19 ( 12.36/2.19 X1220 ) ) ) ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1222:$i, 12.36/2.19 X1224:$i, 12.36/2.19 X1226:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 func @ 12.36/2.19 X1222 @ 12.36/2.19 X1224 @ 12.36/2.19 X1226 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1228:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1228 @ 12.36/2.19 X1222 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X1228 @ 12.36/2.19 ( 12.36/2.19 ap @ 12.36/2.19 X1222 @ 12.36/2.19 X1224 @ 12.36/2.19 X1226 @ 12.36/2.19 X1228 ) ) @ 12.36/2.19 X1226 ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1230:$i, 12.36/2.19 X1232:$i, 12.36/2.19 X1234:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1234 @ 12.36/2.19 ( 12.36/2.19 funcSet @ 12.36/2.19 X1230 @ 12.36/2.19 X1232 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1236:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1236 @ 12.36/2.19 X1230 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X1236 @ 12.36/2.19 ( 12.36/2.19 ap @ 12.36/2.19 X1230 @ 12.36/2.19 X1232 @ 12.36/2.19 X1234 @ 12.36/2.19 X1236 ) ) @ 12.36/2.19 X1234 ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1238:$i, 12.36/2.19 X1240:$i, 12.36/2.19 X1242:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 func @ 12.36/2.19 X1238 @ 12.36/2.19 X1240 @ 12.36/2.19 X1242 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1244:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1244 @ 12.36/2.19 X1238 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1246:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1246 @ 12.36/2.19 X1240 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X1244 @ 12.36/2.19 X1246 ) @ 12.36/2.19 X1242 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ap @ 12.36/2.19 X1238 @ 12.36/2.19 X1240 @ 12.36/2.19 X1242 @ 12.36/2.19 X1244 ) = 12.36/2.19 ( 12.36/2.19 X1246 ) ) ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1248:$i, 12.36/2.19 X1250:$i, 12.36/2.19 X1252:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 func @ 12.36/2.19 X1248 @ 12.36/2.19 X1250 @ 12.36/2.19 X1252 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1254:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 func @ 12.36/2.19 X1248 @ 12.36/2.19 X1250 @ 12.36/2.19 X1254 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1256:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1256 @ 12.36/2.19 X1248 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ap @ 12.36/2.19 X1248 @ 12.36/2.19 X1250 @ 12.36/2.19 X1252 @ 12.36/2.19 X1256 ) = 12.36/2.19 ( 12.36/2.19 ap @ 12.36/2.19 X1248 @ 12.36/2.19 X1250 @ 12.36/2.19 X1254 @ 12.36/2.19 X1256 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1258:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1258 @ 12.36/2.19 X1248 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1260:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1260 @ 12.36/2.19 X1250 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X1258 @ 12.36/2.19 X1260 ) @ 12.36/2.19 X1254 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X1258 @ 12.36/2.19 X1260 ) @ 12.36/2.19 X1252 ) ) ) ) ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1262:$i, 12.36/2.19 X1264:$i, 12.36/2.19 X1266:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1266 @ 12.36/2.19 ( 12.36/2.19 funcSet @ 12.36/2.19 X1262 @ 12.36/2.19 X1264 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1268:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1268 @ 12.36/2.19 X1262 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1270:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1270 @ 12.36/2.19 X1264 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X1268 @ 12.36/2.19 X1270 ) @ 12.36/2.19 X1266 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ap @ 12.36/2.19 X1262 @ 12.36/2.19 X1264 @ 12.36/2.19 X1266 @ 12.36/2.19 X1268 ) = 12.36/2.19 ( 12.36/2.19 X1270 ) ) ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1272:$i, 12.36/2.19 X1274:$i, 12.36/2.19 X1276:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X1276 @ 12.36/2.19 ( 12.36/2.19 cartprod 12.36/2.19 @ 12.36/2.19 X1272 @ 12.36/2.19 X1274 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1278:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X1278 @ 12.36/2.19 ( 12.36/2.19 cartprod 12.36/2.19 @ 12.36/2.19 X1272 @ 12.36/2.19 X1274 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1280:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1280 @ 12.36/2.19 X1272 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1282:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1282 @ 12.36/2.19 X1274 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X1280 @ 12.36/2.19 X1282 ) @ 12.36/2.19 X1276 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X1280 @ 12.36/2.19 X1282 ) @ 12.36/2.19 X1278 ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X1276 @ 12.36/2.19 X1278 ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1284:$i, 12.36/2.19 X1286:$i, 12.36/2.19 X1288:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X1288 @ 12.36/2.19 ( 12.36/2.19 cartprod 12.36/2.19 @ 12.36/2.19 X1284 @ 12.36/2.19 X1286 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1290:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X1290 @ 12.36/2.19 ( 12.36/2.19 cartprod 12.36/2.19 @ 12.36/2.19 X1284 @ 12.36/2.19 X1286 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1292:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1292 @ 12.36/2.19 X1284 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1294:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1294 @ 12.36/2.19 X1286 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X1292 @ 12.36/2.19 X1294 ) @ 12.36/2.19 X1288 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X1292 @ 12.36/2.19 X1294 ) @ 12.36/2.19 X1290 ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1296:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1296 @ 12.36/2.19 X1284 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1298:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1298 @ 12.36/2.19 X1286 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X1296 @ 12.36/2.19 X1298 ) @ 12.36/2.19 X1290 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 kpair @ 12.36/2.19 X1296 @ 12.36/2.19 X1298 ) @ 12.36/2.19 X1288 ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X1288 ) = 12.36/2.19 ( 12.36/2.19 X1290 ) ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1300:$i, 12.36/2.19 X1302:$i, 12.36/2.19 X1304:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 func @ 12.36/2.19 X1300 @ 12.36/2.19 X1302 @ 12.36/2.19 X1304 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1306:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 func @ 12.36/2.19 X1300 @ 12.36/2.19 X1302 @ 12.36/2.19 X1306 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1308:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1308 @ 12.36/2.19 X1300 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ap @ 12.36/2.19 X1300 @ 12.36/2.19 X1302 @ 12.36/2.19 X1304 @ 12.36/2.19 X1308 ) = 12.36/2.19 ( 12.36/2.19 ap @ 12.36/2.19 X1300 @ 12.36/2.19 X1302 @ 12.36/2.19 X1306 @ 12.36/2.19 X1308 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X1304 ) = 12.36/2.19 ( 12.36/2.19 X1306 ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1310:$i, 12.36/2.19 X1312:$i, 12.36/2.19 X1314:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1314 @ 12.36/2.19 ( 12.36/2.19 funcSet @ 12.36/2.19 X1310 @ 12.36/2.19 X1312 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1316:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1316 @ 12.36/2.19 ( 12.36/2.19 funcSet @ 12.36/2.19 X1310 @ 12.36/2.19 X1312 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1318:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1318 @ 12.36/2.19 X1310 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ap @ 12.36/2.19 X1310 @ 12.36/2.19 X1312 @ 12.36/2.19 X1314 @ 12.36/2.19 X1318 ) = 12.36/2.19 ( 12.36/2.19 ap @ 12.36/2.19 X1310 @ 12.36/2.19 X1312 @ 12.36/2.19 X1316 @ 12.36/2.19 X1318 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X1314 ) = 12.36/2.19 ( 12.36/2.19 X1316 ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1320:$i, 12.36/2.19 X1322:$i, 12.36/2.19 X1324:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1324 @ 12.36/2.19 ( 12.36/2.19 funcSet @ 12.36/2.19 X1320 @ 12.36/2.19 X1322 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1326:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1326 @ 12.36/2.19 X1320 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ap @ 12.36/2.19 X1320 @ 12.36/2.19 X1322 @ 12.36/2.19 X1324 @ 12.36/2.19 X1326 ) = 12.36/2.19 ( 12.36/2.19 ap @ 12.36/2.19 X1320 @ 12.36/2.19 X1322 @ 12.36/2.19 X1324 @ 12.36/2.19 X1326 ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1328:$i, 12.36/2.19 X1330:$i, 12.36/2.19 X1332:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 func @ 12.36/2.19 X1328 @ 12.36/2.19 X1330 @ 12.36/2.19 X1332 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1334:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1334 @ 12.36/2.19 X1328 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ap @ 12.36/2.19 X1328 @ 12.36/2.19 X1330 @ 12.36/2.19 X1332 @ 12.36/2.19 X1334 ) = 12.36/2.19 ( 12.36/2.19 ap @ 12.36/2.19 X1328 @ 12.36/2.19 X1330 @ 12.36/2.19 X1332 @ 12.36/2.19 X1334 ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1336:$i, 12.36/2.19 X1338:$i, 12.36/2.19 X1340:( 12.36/2.19 $i > $i )]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1342:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1342 @ 12.36/2.19 X1336 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 X1340 @ 12.36/2.19 X1342 ) @ 12.36/2.19 X1338 ) ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1344:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1344 @ 12.36/2.19 X1336 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ap @ 12.36/2.19 X1336 @ 12.36/2.19 X1338 @ 12.36/2.19 ( 12.36/2.19 lam @ 12.36/2.19 X1336 @ 12.36/2.19 X1338 @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_42:$i]: 12.36/2.19 ( 12.36/2.19 X1340 @ 12.36/2.19 V_42 ) ) ) @ 12.36/2.19 X1344 ) = 12.36/2.19 ( 12.36/2.19 X1340 @ 12.36/2.19 X1344 ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1346:$i, 12.36/2.19 X1348:$i, 12.36/2.19 X1350:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 func @ 12.36/2.19 X1346 @ 12.36/2.19 X1348 @ 12.36/2.19 X1350 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 lam @ 12.36/2.19 X1346 @ 12.36/2.19 X1348 @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_43:$i]: 12.36/2.19 ( 12.36/2.19 ap @ 12.36/2.19 X1346 @ 12.36/2.19 X1348 @ 12.36/2.19 X1350 @ 12.36/2.19 V_43 ) ) ) = 12.36/2.19 ( 12.36/2.19 X1350 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1352:$i, 12.36/2.19 X1354:$i, 12.36/2.19 X1356:( 12.36/2.19 $i > $i )]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1358:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1358 @ 12.36/2.19 X1352 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 X1356 @ 12.36/2.19 X1358 ) @ 12.36/2.19 X1354 ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 lam @ 12.36/2.19 X1352 @ 12.36/2.19 X1354 @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_44:$i]: 12.36/2.19 ( 12.36/2.19 X1356 @ 12.36/2.19 V_44 ) ) ) = 12.36/2.19 ( 12.36/2.19 lam @ 12.36/2.19 X1352 @ 12.36/2.19 X1354 @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_45:$i]: 12.36/2.19 ( 12.36/2.19 X1356 @ 12.36/2.19 V_45 ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1360:$i, 12.36/2.19 X1362:$i, 12.36/2.19 X1364:( 12.36/2.19 $i > $i )]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1366:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1366 @ 12.36/2.19 X1360 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 X1364 @ 12.36/2.19 X1366 ) @ 12.36/2.19 X1362 ) ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1368:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1368 @ 12.36/2.19 X1360 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ap @ 12.36/2.19 X1360 @ 12.36/2.19 X1362 @ 12.36/2.19 ( 12.36/2.19 lam @ 12.36/2.19 X1360 @ 12.36/2.19 X1362 @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_46:$i]: 12.36/2.19 ( 12.36/2.19 X1364 @ 12.36/2.19 V_46 ) ) ) @ 12.36/2.19 X1368 ) = 12.36/2.19 ( 12.36/2.19 X1364 @ 12.36/2.19 X1368 ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1370:$i, 12.36/2.19 X1372:$i, 12.36/2.19 X1374:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1374 @ 12.36/2.19 ( 12.36/2.19 funcSet @ 12.36/2.19 X1370 @ 12.36/2.19 X1372 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 lam @ 12.36/2.19 X1370 @ 12.36/2.19 X1372 @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_47:$i]: 12.36/2.19 ( 12.36/2.19 ap @ 12.36/2.19 X1370 @ 12.36/2.19 X1372 @ 12.36/2.19 X1374 @ 12.36/2.19 V_47 ) ) ) = 12.36/2.19 ( 12.36/2.19 X1374 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1376:$i, 12.36/2.19 X1378:$o, 12.36/2.19 X1380:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1380 @ 12.36/2.19 X1376 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1382:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1382 @ 12.36/2.19 X1376 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 X1378 ) ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1382 @ 12.36/2.19 ( 12.36/2.19 dsetconstr 12.36/2.19 @ 12.36/2.19 X1376 @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_48:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 V_48 ) = 12.36/2.19 ( 12.36/2.19 X1382 ) ) & 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 X1378 ) ) ) | 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 V_48 ) = 12.36/2.19 ( 12.36/2.19 X1380 ) ) & 12.36/2.19 ( 12.36/2.19 X1378 ) ) ) ) ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1384:$i, 12.36/2.19 X1386:$o, 12.36/2.19 X1388:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1388 @ 12.36/2.19 X1384 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1390:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1390 @ 12.36/2.19 X1384 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 X1386 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 dsetconstr 12.36/2.19 @ 12.36/2.19 X1384 @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_49:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 V_49 ) = 12.36/2.19 ( 12.36/2.19 X1390 ) ) & 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 X1386 ) ) ) | 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 V_49 ) = 12.36/2.19 ( 12.36/2.19 X1388 ) ) & 12.36/2.19 ( 12.36/2.19 X1386 ) ) ) ) ) = 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X1390 @ 12.36/2.19 emptyset ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1392:$i, 12.36/2.19 X1394:$o, 12.36/2.19 X1396:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1396 @ 12.36/2.19 X1392 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1398:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1398 @ 12.36/2.19 X1392 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X1394 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1396 @ 12.36/2.19 ( 12.36/2.19 dsetconstr 12.36/2.19 @ 12.36/2.19 X1392 @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_50:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 V_50 ) = 12.36/2.19 ( 12.36/2.19 X1398 ) ) & 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 X1394 ) ) ) | 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 V_50 ) = 12.36/2.19 ( 12.36/2.19 X1396 ) ) & 12.36/2.19 ( 12.36/2.19 X1394 ) ) ) ) ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1400:$i, 12.36/2.19 X1402:$o, 12.36/2.19 X1404:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1404 @ 12.36/2.19 X1400 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1406:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1406 @ 12.36/2.19 X1400 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X1402 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 dsetconstr 12.36/2.19 @ 12.36/2.19 X1400 @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_51:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 V_51 ) = 12.36/2.19 ( 12.36/2.19 X1406 ) ) & 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 X1402 ) ) ) | 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 V_51 ) = 12.36/2.19 ( 12.36/2.19 X1404 ) ) & 12.36/2.19 ( 12.36/2.19 X1402 ) ) ) ) ) = 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X1404 @ 12.36/2.19 emptyset ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1408:$i, 12.36/2.19 X1410:$o, 12.36/2.19 X1412:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1412 @ 12.36/2.19 X1408 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1414:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1414 @ 12.36/2.19 X1408 ) => 12.36/2.19 ( 12.36/2.19 singleton 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 dsetconstr 12.36/2.19 @ 12.36/2.19 X1408 @ 12.36/2.19 ( 12.36/2.19 ^[ 12.36/2.19 V_52:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 V_52 ) = 12.36/2.19 ( 12.36/2.19 X1414 ) ) & 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 X1410 ) ) ) | 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 V_52 ) = 12.36/2.19 ( 12.36/2.19 X1412 ) ) & 12.36/2.19 ( 12.36/2.19 X1410 ) ) ) ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1416:$i, 12.36/2.19 X1418:$o, 12.36/2.19 X1420:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1420 @ 12.36/2.19 X1416 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1422:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1422 @ 12.36/2.19 X1416 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 if @ 12.36/2.19 X1416 @ 12.36/2.19 X1418 @ 12.36/2.19 X1420 @ 12.36/2.19 X1422 ) @ 12.36/2.19 X1416 ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1424:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 singleton 12.36/2.19 @ 12.36/2.19 X1424 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1426:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1426 @ 12.36/2.19 X1424 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 setunion 12.36/2.19 @ 12.36/2.19 X1424 ) = 12.36/2.19 ( 12.36/2.19 X1426 ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1428:$i, 12.36/2.19 X1430:$o, 12.36/2.19 X1432:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1432 @ 12.36/2.19 X1428 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1434:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1434 @ 12.36/2.19 X1428 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X1430 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 if @ 12.36/2.19 X1428 @ 12.36/2.19 X1430 @ 12.36/2.19 X1432 @ 12.36/2.19 X1434 ) = 12.36/2.19 ( 12.36/2.19 X1432 ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1436:$i, 12.36/2.19 X1438:$o, 12.36/2.19 X1440:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1440 @ 12.36/2.19 X1436 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1442:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1442 @ 12.36/2.19 X1436 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 X1438 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 if @ 12.36/2.19 X1436 @ 12.36/2.19 X1438 @ 12.36/2.19 X1440 @ 12.36/2.19 X1442 ) = 12.36/2.19 ( 12.36/2.19 X1442 ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1444:$i, 12.36/2.19 X1446:$o, 12.36/2.19 X1448:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1448 @ 12.36/2.19 X1444 ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1450:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1450 @ 12.36/2.19 X1444 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 if @ 12.36/2.19 X1444 @ 12.36/2.19 X1446 @ 12.36/2.19 X1448 @ 12.36/2.19 X1450 ) @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X1448 @ 12.36/2.19 ( 12.36/2.19 setadjoin 12.36/2.19 @ 12.36/2.19 X1450 @ 12.36/2.19 emptyset ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1452:$i, 12.36/2.19 X1454:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1454 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1452 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1456:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1456 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1452 ) ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 binintersect 12.36/2.19 @ 12.36/2.19 X1454 @ 12.36/2.19 X1456 ) @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1452 ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1458:$i, 12.36/2.19 X1460:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1460 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1458 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1462:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1462 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1458 ) ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 binunion 12.36/2.19 @ 12.36/2.19 X1460 @ 12.36/2.19 X1462 ) @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1458 ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1464:$i, 12.36/2.19 X1466:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1466 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1464 ) ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1466 ) @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1464 ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1468:$i, 12.36/2.19 X1470:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1470 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1468 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1472:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1472 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1468 ) ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 setminus 12.36/2.19 @ 12.36/2.19 X1470 @ 12.36/2.19 X1472 ) @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1468 ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1474:$i, 12.36/2.19 X1476:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1476 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1474 ) ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 ( 12.36/2.19 setminus 12.36/2.19 @ 12.36/2.19 X1474 @ 12.36/2.19 X1476 ) @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1474 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1478:$i, 12.36/2.19 X1480:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1480 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1478 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1482:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1482 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1478 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1484:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1484 @ 12.36/2.19 X1478 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1484 @ 12.36/2.19 X1480 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1484 @ 12.36/2.19 X1482 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1486:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1486 @ 12.36/2.19 X1478 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1486 @ 12.36/2.19 X1482 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1486 @ 12.36/2.19 X1480 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 X1480 ) = 12.36/2.19 ( 12.36/2.19 X1482 ) ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1488:$i, 12.36/2.19 X1490:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1490 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1488 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1492:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1492 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1488 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1494:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1494 @ 12.36/2.19 X1488 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1494 @ 12.36/2.19 X1490 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1494 @ 12.36/2.19 X1492 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X1490 @ 12.36/2.19 X1492 ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1496:$i, 12.36/2.19 X1498:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1498 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1496 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1500:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1500 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1496 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1502:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1502 @ 12.36/2.19 X1496 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1502 @ 12.36/2.19 X1498 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1502 @ 12.36/2.19 X1500 ) ) ) ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1498 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1500 ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1504:$i, 12.36/2.19 X1506:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1506 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1504 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1508:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1508 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1504 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1510:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1510 @ 12.36/2.19 X1504 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1506 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1508 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1510 @ 12.36/2.19 X1506 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1510 @ 12.36/2.19 X1508 ) ) ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1512:$i, 12.36/2.19 X1514:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1514 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1512 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1516:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1516 @ 12.36/2.19 X1512 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1516 @ 12.36/2.19 X1514 ) => 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1516 @ 12.36/2.19 ( 12.36/2.19 setminus 12.36/2.19 @ 12.36/2.19 X1512 @ 12.36/2.19 X1514 ) ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1518:$i, 12.36/2.19 X1520:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1520 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1518 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1522:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1522 @ 12.36/2.19 X1518 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1522 @ 12.36/2.19 ( 12.36/2.19 setminus 12.36/2.19 @ 12.36/2.19 X1518 @ 12.36/2.19 X1520 ) ) ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1522 @ 12.36/2.19 X1520 ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1524:$i, 12.36/2.19 X1526:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1526 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1524 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1528:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1528 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1524 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1530:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1530 @ 12.36/2.19 X1524 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1530 @ 12.36/2.19 X1526 ) ) => 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1530 @ 12.36/2.19 ( 12.36/2.19 binintersect 12.36/2.19 @ 12.36/2.19 X1526 @ 12.36/2.19 X1528 ) ) ) ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1532:$i, 12.36/2.19 X1534:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1534 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1532 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1536:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1536 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1532 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1538:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1538 @ 12.36/2.19 X1532 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1538 @ 12.36/2.19 X1536 ) ) => 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1538 @ 12.36/2.19 ( 12.36/2.19 binintersect 12.36/2.19 @ 12.36/2.19 X1534 @ 12.36/2.19 X1536 ) ) ) ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1540:$i, 12.36/2.19 X1542:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1542 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1540 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1544:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1544 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1540 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1546:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1546 @ 12.36/2.19 X1540 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X1542 @ 12.36/2.19 ( 12.36/2.19 setminus 12.36/2.19 @ 12.36/2.19 X1540 @ 12.36/2.19 X1544 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1546 @ 12.36/2.19 X1544 ) => 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1546 @ 12.36/2.19 X1542 ) ) ) ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1548:$i, 12.36/2.19 X1550:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1550 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1548 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1552:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1552 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1548 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1554:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1554 @ 12.36/2.19 X1548 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X1550 @ 12.36/2.19 X1552 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1554 @ 12.36/2.19 X1552 ) ) => 12.36/2.19 ( 12.36/2.19 ~ 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1554 @ 12.36/2.19 X1550 ) ) ) ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1556:$i, 12.36/2.19 X1558:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1558 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1556 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1560:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1560 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1556 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X1558 @ 12.36/2.19 X1560 ) => 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 ( 12.36/2.19 setminus 12.36/2.19 @ 12.36/2.19 X1556 @ 12.36/2.19 X1560 ) @ 12.36/2.19 ( 12.36/2.19 setminus 12.36/2.19 @ 12.36/2.19 X1556 @ 12.36/2.19 X1558 ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1562:$i, 12.36/2.19 X1564:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1564 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1562 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1566:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1566 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1562 ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 ( 12.36/2.19 setminus 12.36/2.19 @ 12.36/2.19 X1562 @ 12.36/2.19 X1566 ) @ 12.36/2.19 ( 12.36/2.19 setminus 12.36/2.19 @ 12.36/2.19 X1562 @ 12.36/2.19 X1564 ) ) => 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X1564 @ 12.36/2.19 X1566 ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1568:$i, 12.36/2.19 X1570:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1570 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1568 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1572:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1572 @ 12.36/2.19 X1568 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1572 @ 12.36/2.19 X1570 ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1572 @ 12.36/2.19 ( 12.36/2.19 setminus 12.36/2.19 @ 12.36/2.19 X1568 @ 12.36/2.19 ( 12.36/2.19 setminus 12.36/2.19 @ 12.36/2.19 X1568 @ 12.36/2.19 X1570 ) ) ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1574:$i, 12.36/2.19 X1576:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1576 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1574 ) ) => 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1578:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1578 @ 12.36/2.19 X1574 ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1578 @ 12.36/2.19 ( 12.36/2.19 setminus 12.36/2.19 @ 12.36/2.19 X1574 @ 12.36/2.19 ( 12.36/2.19 setminus 12.36/2.19 @ 12.36/2.19 X1574 @ 12.36/2.19 X1576 ) ) ) => 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1578 @ 12.36/2.19 X1576 ) ) ) ) ) ) => 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 ![ 12.36/2.19 X1580:$i, 12.36/2.19 X1582:$i]: 12.36/2.19 ( 12.36/2.19 ( 12.36/2.19 in @ 12.36/2.19 X1582 @ 12.36/2.19 ( 12.36/2.19 powerset 12.36/2.19 @ 12.36/2.19 X1580 ) ) => 12.36/2.19 ( 12.36/2.19 subset @ 12.36/2.19 X1582 @ 12.36/2.19 ( 12.36/2.19 setminus 12.36/2.19 @ 12.36/2.19 X1580 @ 12.36/2.19 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1580 @ 12.36/2.20 X1582 ) ) ) ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1584:$i, 12.36/2.20 X1586:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1586 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1584 ) ) => 12.36/2.20 ( 12.36/2.20 subset @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1584 @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1584 @ 12.36/2.20 X1586 ) ) @ 12.36/2.20 X1586 ) ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1588:$i, 12.36/2.20 X1590:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1590 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1588 ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 X1590 ) = 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1588 @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1588 @ 12.36/2.20 X1590 ) ) ) ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1592:$i, 12.36/2.20 X1594:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1594 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1592 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1596:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1596 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1592 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1598:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1598 @ 12.36/2.20 X1592 ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1598 @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1592 @ 12.36/2.20 X1594 ) ) => 12.36/2.20 ( 12.36/2.20 ~ 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1598 @ 12.36/2.20 ( 12.36/2.20 binintersect 12.36/2.20 @ 12.36/2.20 X1594 @ 12.36/2.20 X1596 ) ) ) ) ) ) ) ) ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1600:$i, 12.36/2.20 X1602:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1602 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1600 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1604:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1604 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1600 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1606:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1606 @ 12.36/2.20 X1600 ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1606 @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1600 @ 12.36/2.20 X1602 ) ) => 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1606 @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1600 @ 12.36/2.20 ( 12.36/2.20 binintersect 12.36/2.20 @ 12.36/2.20 X1602 @ 12.36/2.20 X1604 ) ) ) ) ) ) ) ) ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1608:$i, 12.36/2.20 X1610:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1610 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1608 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1612:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1612 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1608 ) ) => 12.36/2.20 ( 12.36/2.20 subset @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1608 @ 12.36/2.20 X1610 ) @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1608 @ 12.36/2.20 ( 12.36/2.20 binintersect 12.36/2.20 @ 12.36/2.20 X1610 @ 12.36/2.20 X1612 ) ) ) ) ) ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1614:$i, 12.36/2.20 X1616:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1616 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1614 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1618:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1618 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1614 ) ) => 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1614 @ 12.36/2.20 X1616 ) @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1614 @ 12.36/2.20 ( 12.36/2.20 binintersect 12.36/2.20 @ 12.36/2.20 X1616 @ 12.36/2.20 X1618 ) ) ) ) ) ) ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1620:$i, 12.36/2.20 X1622:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1622 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1620 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1624:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1624 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1620 ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 subset @ 12.36/2.20 X1622 @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1620 @ 12.36/2.20 X1624 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1626:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1626 @ 12.36/2.20 X1620 ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1626 @ 12.36/2.20 X1624 ) => 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1626 @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1620 @ 12.36/2.20 X1622 ) ) ) ) ) ) ) ) ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1628:$i, 12.36/2.20 X1630:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1630 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1628 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1632:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1632 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1628 ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 subset @ 12.36/2.20 X1630 @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1628 @ 12.36/2.20 X1632 ) ) => 12.36/2.20 ( 12.36/2.20 subset @ 12.36/2.20 X1632 @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1628 @ 12.36/2.20 X1630 ) ) ) ) ) ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1634:$i, 12.36/2.20 X1636:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1636 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1634 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1638:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1638 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1634 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1640:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1640 @ 12.36/2.20 X1634 ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ~ 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1640 @ 12.36/2.20 ( 12.36/2.20 binunion 12.36/2.20 @ 12.36/2.20 X1636 @ 12.36/2.20 X1638 ) ) ) => 12.36/2.20 ( 12.36/2.20 ~ 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1640 @ 12.36/2.20 X1636 ) ) ) ) ) ) ) ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1642:$i, 12.36/2.20 X1644:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1644 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1642 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1646:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1646 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1642 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1648:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1648 @ 12.36/2.20 X1642 ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ~ 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1648 @ 12.36/2.20 ( 12.36/2.20 binunion 12.36/2.20 @ 12.36/2.20 X1644 @ 12.36/2.20 X1646 ) ) ) => 12.36/2.20 ( 12.36/2.20 ~ 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1648 @ 12.36/2.20 X1646 ) ) ) ) ) ) ) ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1650:$i, 12.36/2.20 X1652:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1652 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1650 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1654:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1654 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1650 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1656:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1656 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1650 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1658:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1658 @ 12.36/2.20 X1650 ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1658 @ 12.36/2.20 ( 12.36/2.20 binintersect 12.36/2.20 @ 12.36/2.20 X1652 @ 12.36/2.20 X1654 ) ) => 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1658 @ 12.36/2.20 ( 12.36/2.20 binunion 12.36/2.20 @ 12.36/2.20 X1652 @ 12.36/2.20 X1656 ) ) ) ) ) ) ) ) ) ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1660:$i, 12.36/2.20 X1662:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1662 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1660 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1664:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1664 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1660 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1666:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1666 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1660 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1668:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1668 @ 12.36/2.20 X1660 ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1668 @ 12.36/2.20 ( 12.36/2.20 binintersect 12.36/2.20 @ 12.36/2.20 X1662 @ 12.36/2.20 X1664 ) ) => 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1668 @ 12.36/2.20 ( 12.36/2.20 binunion 12.36/2.20 @ 12.36/2.20 X1664 @ 12.36/2.20 X1666 ) ) ) ) ) ) ) ) ) ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1670:$i, 12.36/2.20 X1672:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1672 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1670 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1674:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1674 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1670 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1676:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1676 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1670 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1678:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1678 @ 12.36/2.20 X1670 ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1678 @ 12.36/2.20 ( 12.36/2.20 binintersect 12.36/2.20 @ 12.36/2.20 X1672 @ 12.36/2.20 X1674 ) ) => 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1678 @ 12.36/2.20 ( 12.36/2.20 binintersect 12.36/2.20 @ 12.36/2.20 ( 12.36/2.20 binunion 12.36/2.20 @ 12.36/2.20 X1672 @ 12.36/2.20 X1676 ) @ 12.36/2.20 ( 12.36/2.20 binunion 12.36/2.20 @ 12.36/2.20 X1674 @ 12.36/2.20 X1676 ) ) ) ) ) ) ) ) ) ) ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1680:$i, 12.36/2.20 X1682:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1682 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1680 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1684:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1684 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1680 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1686:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1686 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1680 ) ) => 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 ( 12.36/2.20 binintersect 12.36/2.20 @ 12.36/2.20 X1682 @ 12.36/2.20 X1684 ) @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 ( 12.36/2.20 binintersect 12.36/2.20 @ 12.36/2.20 ( 12.36/2.20 binunion 12.36/2.20 @ 12.36/2.20 X1682 @ 12.36/2.20 X1686 ) @ 12.36/2.20 ( 12.36/2.20 binunion 12.36/2.20 @ 12.36/2.20 X1684 @ 12.36/2.20 X1686 ) ) ) ) ) ) ) ) ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1688:$i, 12.36/2.20 X1690:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1690 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1688 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1692:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1692 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1688 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1694:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1694 @ 12.36/2.20 X1688 ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1694 @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1688 @ 12.36/2.20 ( 12.36/2.20 binunion 12.36/2.20 @ 12.36/2.20 X1690 @ 12.36/2.20 X1692 ) ) ) => 12.36/2.20 ( 12.36/2.20 ~ 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1694 @ 12.36/2.20 X1690 ) ) ) ) ) ) ) ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1696:$i, 12.36/2.20 X1698:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1698 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1696 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1700:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1700 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1696 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1702:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1702 @ 12.36/2.20 X1696 ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1702 @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1696 @ 12.36/2.20 ( 12.36/2.20 binunion 12.36/2.20 @ 12.36/2.20 X1698 @ 12.36/2.20 X1700 ) ) ) => 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1702 @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1696 @ 12.36/2.20 X1698 ) ) ) ) ) ) ) ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1704:$i, 12.36/2.20 X1706:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1706 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1704 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1708:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1708 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1704 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1710:$o, 12.36/2.20 X1712:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1712 @ 12.36/2.20 X1704 ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1712 @ 12.36/2.20 ( 12.36/2.20 binunion 12.36/2.20 @ 12.36/2.20 X1706 @ 12.36/2.20 X1708 ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1712 @ 12.36/2.20 X1706 ) => 12.36/2.20 ( 12.36/2.20 X1710 ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1712 @ 12.36/2.20 X1708 ) => 12.36/2.20 ( 12.36/2.20 X1710 ) ) => 12.36/2.20 ( 12.36/2.20 X1710 ) ) ) ) ) ) ) ) ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1714:$i, 12.36/2.20 X1716:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1716 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1714 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1718:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1718 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1714 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1720:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1720 @ 12.36/2.20 X1714 ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ~ 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1720 @ 12.36/2.20 X1716 ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ~ 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1720 @ 12.36/2.20 X1718 ) ) => 12.36/2.20 ( 12.36/2.20 ~ 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1720 @ 12.36/2.20 ( 12.36/2.20 binunion 12.36/2.20 @ 12.36/2.20 X1716 @ 12.36/2.20 X1718 ) ) ) ) ) ) ) ) ) ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1722:$i, 12.36/2.20 X1724:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1724 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1722 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1726:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1726 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1722 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1728:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1728 @ 12.36/2.20 X1722 ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1728 @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1722 @ 12.36/2.20 ( 12.36/2.20 binunion 12.36/2.20 @ 12.36/2.20 X1724 @ 12.36/2.20 X1726 ) ) ) => 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1728 @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1722 @ 12.36/2.20 X1724 ) ) ) ) ) ) ) ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1730:$i, 12.36/2.20 X1732:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1732 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1730 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1734:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1734 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1730 ) ) => 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1730 @ 12.36/2.20 ( 12.36/2.20 binunion 12.36/2.20 @ 12.36/2.20 X1732 @ 12.36/2.20 X1734 ) ) @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1730 @ 12.36/2.20 X1732 ) ) ) ) ) ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1736:$i, 12.36/2.20 X1738:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1738 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1736 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1740:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1740 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1736 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1742:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1742 @ 12.36/2.20 X1736 ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1742 @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1736 @ 12.36/2.20 ( 12.36/2.20 binunion 12.36/2.20 @ 12.36/2.20 X1738 @ 12.36/2.20 X1740 ) ) ) => 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1742 @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1736 @ 12.36/2.20 X1740 ) ) ) ) ) ) ) ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1744:$i, 12.36/2.20 X1746:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1746 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1744 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1748:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1748 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1744 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1750:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1750 @ 12.36/2.20 X1744 ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1750 @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1744 @ 12.36/2.20 ( 12.36/2.20 binintersect 12.36/2.20 @ 12.36/2.20 X1746 @ 12.36/2.20 X1748 ) ) ) => 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1750 @ 12.36/2.20 ( 12.36/2.20 binunion 12.36/2.20 @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1744 @ 12.36/2.20 X1746 ) @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1744 @ 12.36/2.20 X1748 ) ) ) ) ) ) ) ) ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1752:$i, 12.36/2.20 X1754:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1754 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1752 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1756:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1756 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1752 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1758:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1758 @ 12.36/2.20 X1752 ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1758 @ 12.36/2.20 ( 12.36/2.20 binunion 12.36/2.20 @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1752 @ 12.36/2.20 X1754 ) @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1752 @ 12.36/2.20 X1756 ) ) ) => 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1758 @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1752 @ 12.36/2.20 ( 12.36/2.20 binintersect 12.36/2.20 @ 12.36/2.20 X1754 @ 12.36/2.20 X1756 ) ) ) ) ) ) ) ) ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1760:$i, 12.36/2.20 X1762:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1762 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1760 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1764:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1764 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1760 ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1760 @ 12.36/2.20 ( 12.36/2.20 binintersect 12.36/2.20 @ 12.36/2.20 X1762 @ 12.36/2.20 X1764 ) ) = 12.36/2.20 ( 12.36/2.20 binunion 12.36/2.20 @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1760 @ 12.36/2.20 X1762 ) @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1760 @ 12.36/2.20 X1764 ) ) ) ) ) ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1766:$i, 12.36/2.20 X1768:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1768 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1766 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1770:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1770 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1766 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1772:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1772 @ 12.36/2.20 X1766 ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1772 @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1766 @ 12.36/2.20 ( 12.36/2.20 binunion 12.36/2.20 @ 12.36/2.20 X1768 @ 12.36/2.20 X1770 ) ) ) => 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1772 @ 12.36/2.20 ( 12.36/2.20 binintersect 12.36/2.20 @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1766 @ 12.36/2.20 X1768 ) @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1766 @ 12.36/2.20 X1770 ) ) ) ) ) ) ) ) ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1774:$i, 12.36/2.20 X1776:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1776 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1774 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1778:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1778 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1774 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1780:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1780 @ 12.36/2.20 X1774 ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1780 @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1774 @ 12.36/2.20 X1776 ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1780 @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1774 @ 12.36/2.20 X1778 ) ) => 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1780 @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1774 @ 12.36/2.20 ( 12.36/2.20 binunion 12.36/2.20 @ 12.36/2.20 X1776 @ 12.36/2.20 X1778 ) ) ) ) ) ) ) ) ) ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1782:$i, 12.36/2.20 X1784:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1784 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1782 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1786:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1786 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1782 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1788:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1788 @ 12.36/2.20 X1782 ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1788 @ 12.36/2.20 ( 12.36/2.20 binintersect 12.36/2.20 @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1782 @ 12.36/2.20 X1784 ) @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1782 @ 12.36/2.20 X1786 ) ) ) => 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1788 @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1782 @ 12.36/2.20 ( 12.36/2.20 binunion 12.36/2.20 @ 12.36/2.20 X1784 @ 12.36/2.20 X1786 ) ) ) ) ) ) ) ) ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1790:$i, 12.36/2.20 X1792:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1792 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1790 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1794:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1794 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1790 ) ) => 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1790 @ 12.36/2.20 ( 12.36/2.20 binunion 12.36/2.20 @ 12.36/2.20 X1792 @ 12.36/2.20 X1794 ) ) = 12.36/2.20 ( 12.36/2.20 binintersect 12.36/2.20 @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1790 @ 12.36/2.20 X1792 ) @ 12.36/2.20 ( 12.36/2.20 setminus 12.36/2.20 @ 12.36/2.20 X1790 @ 12.36/2.20 X1794 ) ) ) ) ) ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1796:$i, 12.36/2.20 X1798:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1798 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1796 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1800:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1800 @ 12.36/2.20 ( 12.36/2.20 powerset 12.36/2.20 @ 12.36/2.20 X1796 ) ) => 12.36/2.20 ( 12.36/2.20 ![ 12.36/2.20 X1802:$i]: 12.36/2.20 ( 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1802 @ 12.36/2.20 ( 12.36/2.20 binintersect 12.36/2.20 @ 12.36/2.20 X1798 @ 12.36/2.20 X1800 ) ) => 12.36/2.20 ( 12.36/2.20 in @ 12.36/2.20 X1802 @ 12.36/2.20 X1796 ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) ) )), 12.36/2.20 inference('cnf.neg', [status(esa)], [zf_stmt_13])). 12.36/2.20 thf(zip_derived_cl233, plain, (~ (in @ sk__920 @ sk__917)), 12.36/2.20 inference('cnf', [status(esa)], [zf_stmt_14])). 12.36/2.20 thf(zip_derived_cl234, plain, 12.36/2.20 ( (in @ sk__920 @ (binintersect @ sk__918 @ sk__919))), 12.36/2.20 inference('cnf', [status(esa)], [zf_stmt_14])). 12.36/2.20 thf(zip_derived_cl357, plain, 12.36/2.20 (![X698 : $i, X699 : $i, X700 : $i]: 12.36/2.20 ( (in @ X698 @ X699) | ~ (in @ X698 @ (binintersect @ X699 @ X700)))), 12.36/2.20 inference('cnf', [status(esa)], [zf_stmt_14])). 12.36/2.20 thf(zip_derived_cl1654, plain, ( (in @ sk__920 @ sk__918)), 12.36/2.20 inference('sup-', [status(thm)], [zip_derived_cl234, zip_derived_cl357])). 12.36/2.20 thf(zip_derived_cl235, plain, ( (in @ sk__918 @ (powerset @ sk__917))), 12.36/2.20 inference('cnf', [status(esa)], [zf_stmt_14])). 12.36/2.20 thf(zip_derived_cl419, plain, 12.36/2.20 (![X779 : $i, X780 : $i, X781 : $i]: 12.36/2.20 (~ (in @ X779 @ (powerset @ X780)) 12.36/2.20 | (in @ X781 @ X780) 12.36/2.20 | ~ (in @ X781 @ X779))), 12.36/2.20 inference('cnf', [status(esa)], [zf_stmt_14])). 12.36/2.20 thf(zip_derived_cl1450, plain, 12.36/2.20 (![X0 : $i]: (~ (in @ X0 @ sk__918) | (in @ X0 @ sk__917))), 12.36/2.20 inference('sup-', [status(thm)], [zip_derived_cl235, zip_derived_cl419])). 12.36/2.20 thf(zip_derived_cl1672, plain, ( (in @ sk__920 @ sk__917)), 12.36/2.20 inference('sup-', [status(thm)], [zip_derived_cl1654, zip_derived_cl1450])). 12.36/2.20 thf(zip_derived_cl1910, plain, ($false), 12.36/2.20 inference('demod', [status(thm)], [zip_derived_cl233, zip_derived_cl1672])). 12.36/2.20 12.36/2.20 % SZS output end Refutation 12.36/2.20 12.36/2.20 12.36/2.20 % /export/starexec/sandbox/solver/bin/lams/30_b.l.sh running for 90s 12.36/2.20 % Terminating... 13.19/2.37 % Runner terminated. 13.19/2.39 % Zipperpin 1.5 exiting 13.19/2.41 EOF