that the magnetizing glebe does not occur is not false.
sent1: that the magnetizing glebe does not occur and the reform does not occur is wrong if the juvenile does not occur. sent2: the polemics does not occur if not the constriction but the returnableness happens. sent3: that the likeliness occurs and the conquest happens is not right if the noncommercialness does not occur. sent4: that the polemics occurs or that the affinedness happens or both prevents that the inextinguishableness happens. sent5: if the fact that both the constriction and the renewal occurs is not true then the constriction does not occur. sent6: that the incorporealness and the noncommercialness occurs does not hold if the polemics does not occur. sent7: the reforming prevents that the magnetizing glebe occurs. sent8: that the juvenile occurs is not incorrect. sent9: the magnetizing glebe occurs if the fact that the magnetizing glebe does not occur and the reforming does not occur does not hold. sent10: the fact that both the hooflikeness and the bowing Cossack happens is not true. sent11: if the fact that both the incorporealness and the noncommercialness occurs is false then the noncommercialness does not occur. sent12: if that the bowing Cossack does not occur is not false that the constriction and the renewal occurs is wrong. sent13: the fact that both the non-augiticness and the magnetizing glebe occurs does not hold if the likeliness does not occur. sent14: if the reforming happens then the shaping occurs and the juvenileness does not occur. sent15: the juvenileness does not occur and the augiticness does not occur if the likeliness happens. sent16: if that the hooflikeness and the bowing Cossack happens is not right then the bowing Cossack does not occur. sent17: if the Teutonicness happens the rearmament does not occur. sent18: if that the likeliness occurs and the conquest happens is not right then the likeliness does not occur.
sent8 -> int1: either the juvenile occurs or the reform happens or both.;
the magnetizing glebe happens.
$hypothesis$ = that the magnetizing glebe does not occur is not false. ; $context$ = sent1: that the magnetizing glebe does not occur and the reform does not occur is wrong if the juvenile does not occur. sent2: the polemics does not occur if not the constriction but the returnableness happens. sent3: that the likeliness occurs and the conquest happens is not right if the noncommercialness does not occur. sent4: that the polemics occurs or that the affinedness happens or both prevents that the inextinguishableness happens. sent5: if the fact that both the constriction and the renewal occurs is not true then the constriction does not occur. sent6: that the incorporealness and the noncommercialness occurs does not hold if the polemics does not occur. sent7: the reforming prevents that the magnetizing glebe occurs. sent8: that the juvenile occurs is not incorrect. sent9: the magnetizing glebe occurs if the fact that the magnetizing glebe does not occur and the reforming does not occur does not hold. sent10: the fact that both the hooflikeness and the bowing Cossack happens is not true. sent11: if the fact that both the incorporealness and the noncommercialness occurs is false then the noncommercialness does not occur. sent12: if that the bowing Cossack does not occur is not false that the constriction and the renewal occurs is wrong. sent13: the fact that both the non-augiticness and the magnetizing glebe occurs does not hold if the likeliness does not occur. sent14: if the reforming happens then the shaping occurs and the juvenileness does not occur. sent15: the juvenileness does not occur and the augiticness does not occur if the likeliness happens. sent16: if that the hooflikeness and the bowing Cossack happens is not right then the bowing Cossack does not occur. sent17: if the Teutonicness happens the rearmament does not occur. sent18: if that the likeliness occurs and the conquest happens is not right then the likeliness does not occur. ; $proof$ = 
sent8 -> int1: either the juvenile occurs or the reform happens or both.; __UNKNOWN__