there exists something such that if it does not reset Giotto that it is either not unimodal or not a Taurus or both is not false.
sent1: there is something such that if it does not reset Giotto then either it is unimodal or it is not a Taurus or both. sent2: the fallboard is not unimodal or is not a Taurus or both if it does not reset Giotto. sent3: there exists something such that if it does not reset Giotto then either it is not unimodal or it is a Taurus or both. sent4: the fallboard is not unimodal or it is not a kind of a Taurus or both if it does reset Giotto. sent5: something does not still bazaar and/or it does not still hyrax if it is not a Blida. sent6: if the cytoplast is not a Taurus then that either it is a kind of a vulcanization or it is not short or both is right.
sent2 -> hypothesis;
there exists something such that if it is not a Blida then it does not still bazaar and/or it does not still hyrax.
sent5 -> int1: the fact that the Congolese does not still bazaar and/or it does not still hyrax is true if it is not a kind of a Blida.; int1 -> hypothesis;
$hypothesis$ = there exists something such that if it does not reset Giotto that it is either not unimodal or not a Taurus or both is not false. ; $context$ = sent1: there is something such that if it does not reset Giotto then either it is unimodal or it is not a Taurus or both. sent2: the fallboard is not unimodal or is not a Taurus or both if it does not reset Giotto. sent3: there exists something such that if it does not reset Giotto then either it is not unimodal or it is a Taurus or both. sent4: the fallboard is not unimodal or it is not a kind of a Taurus or both if it does reset Giotto. sent5: something does not still bazaar and/or it does not still hyrax if it is not a Blida. sent6: if the cytoplast is not a Taurus then that either it is a kind of a vulcanization or it is not short or both is right. ; $proof$ = 
sent2 -> hypothesis; __PROVED__