the transferring does not occur.
sent1: the heeding and/or that the helping does not occur yields that the flyover does not occur. sent2: if the debarring philologist does not occur then the life and the thwack happens. sent3: the flyover occurs. sent4: if the desecrating Dawson does not occur and the rowing happens then the debarring philologist does not occur. sent5: the transferring happens and the alienableness occurs if the flyover does not occur. sent6: the alienableness occurs. sent7: that the symmetricalness does not occur causes that either the heeding occurs or the helping does not occur or both. sent8: the glaze does not occur if either the flyover or the non-alienableness or both occurs. sent9: if that the symmetricalness occurs and/or the panto does not occur is incorrect then that the heeding does not occur hold. sent10: if the life occurs then the fact that the objection happens is right. sent11: the transfer does not occur if the alienableness and the flyover occurs. sent12: the symmetricalness does not occur if the fact that the panto does not occur and/or the chancellorship does not occur is not right. sent13: if the objection occurs the fact that the panto does not occur and/or the chancellorship does not occur is incorrect.
sent6 & sent3 -> int1: the alienableness and the flyover occurs.; sent11 & int1 -> hypothesis;
that the glaze does not occur hold.
$hypothesis$ = the transferring does not occur. ; $context$ = sent1: the heeding and/or that the helping does not occur yields that the flyover does not occur. sent2: if the debarring philologist does not occur then the life and the thwack happens. sent3: the flyover occurs. sent4: if the desecrating Dawson does not occur and the rowing happens then the debarring philologist does not occur. sent5: the transferring happens and the alienableness occurs if the flyover does not occur. sent6: the alienableness occurs. sent7: that the symmetricalness does not occur causes that either the heeding occurs or the helping does not occur or both. sent8: the glaze does not occur if either the flyover or the non-alienableness or both occurs. sent9: if that the symmetricalness occurs and/or the panto does not occur is incorrect then that the heeding does not occur hold. sent10: if the life occurs then the fact that the objection happens is right. sent11: the transfer does not occur if the alienableness and the flyover occurs. sent12: the symmetricalness does not occur if the fact that the panto does not occur and/or the chancellorship does not occur is not right. sent13: if the objection occurs the fact that the panto does not occur and/or the chancellorship does not occur is incorrect. ; $proof$ = 
sent6 & sent3 -> int1: the alienableness and the flyover occurs.; sent11 & int1 -> hypothesis; __PROVED__