there is something such that if the fact that it is Ephesians and/or it is not cyclothymic does not hold it is non-integral.
sent1: there is something such that if the fact that it is a Ephesians and/or cyclothymic is not right it is not a kind of an integral. sent2: the collegian is not an integral if that it is a kind of a Ephesians and/or it is cyclothymic is not correct. sent3: the collegian is not an integral if that it is a Ephesians and/or it is not cyclothymic is false. sent4: the fact that if the collegian is Ephesians and/or not cyclothymic then the collegian is not integral is not incorrect. sent5: there exists something such that if it either is a kind of a Ephesians or is not cyclothymic or both that it is not an integral is right. sent6: the collegian is integral if the fact that it is a Ephesians and/or it is not cyclothymic does not hold. sent7: there is something such that if the fact that it is Ephesians and/or it is non-cyclothymic is wrong then it is integral. sent8: if the fact that something is cyclothymic or it does not respect confession or both is not correct then it is not neural. sent9: the paragonite does not spread count if that it is a Ephesians or does not barbarize or both is not correct. sent10: if that the collegian does decorate or it is not a Ephesians or both is not right then it is not opportune.
sent3 -> hypothesis;
the beetle is not neural if the fact that it is cyclothymic and/or it does not respect confession is not right.
sent8 -> hypothesis;
$hypothesis$ = there is something such that if the fact that it is Ephesians and/or it is not cyclothymic does not hold it is non-integral. ; $context$ = sent1: there is something such that if the fact that it is a Ephesians and/or cyclothymic is not right it is not a kind of an integral. sent2: the collegian is not an integral if that it is a kind of a Ephesians and/or it is cyclothymic is not correct. sent3: the collegian is not an integral if that it is a Ephesians and/or it is not cyclothymic is false. sent4: the fact that if the collegian is Ephesians and/or not cyclothymic then the collegian is not integral is not incorrect. sent5: there exists something such that if it either is a kind of a Ephesians or is not cyclothymic or both that it is not an integral is right. sent6: the collegian is integral if the fact that it is a Ephesians and/or it is not cyclothymic does not hold. sent7: there is something such that if the fact that it is Ephesians and/or it is non-cyclothymic is wrong then it is integral. sent8: if the fact that something is cyclothymic or it does not respect confession or both is not correct then it is not neural. sent9: the paragonite does not spread count if that it is a Ephesians or does not barbarize or both is not correct. sent10: if that the collegian does decorate or it is not a Ephesians or both is not right then it is not opportune. ; $proof$ = 
sent3 -> hypothesis; __PROVED__