there exists something such that if either it is provencal or it does not carjack agon or both then it segregates Corallorhiza.
sent1: something that either is hot or does not segregate quartan or both is a irreplaceableness. sent2: if either the compost segregates Corallorhiza or it is not autologous or both then it is a trail. sent3: something tarnishes if either it is a nook or it is not wasteful or both. sent4: there exists something such that if it is provencal or it does carjack agon or both that it does segregate Corallorhiza is right. sent5: there is something such that if it does not carjack agon it does segregate Corallorhiza. sent6: the compost does flock bombazine if either it segregates Bursa or it is not provencal or both. sent7: there is something such that if either it is a tout or it does not segregate prince's-feather or both then it is a macedoine. sent8: if either the compost is a stomacher or it is not a Peirce or both then it does segregate Corallorhiza. sent9: the compost segregates Corallorhiza if it is provencal or it does carjack agon or both. sent10: there exists something such that if it is postmortem or it is not hexadecimal or both then it is a poltroonery. sent11: something does segregate Corallorhiza if either it is provencal or it does not carjack agon or both. sent12: there exists something such that if it is provencal it does segregate Corallorhiza. sent13: if the oilcan is a Prussia or not a Bren or both it is provencal. sent14: if that something either is noninfectious or does not quit or both hold then it is a phillipsite. sent15: the fact that the compost segregates Corallorhiza is right if it is provencal. sent16: if something is phocine and/or it is not jurisprudential then it is a snuffle.
sent11 -> int1: that if the compost is provencal or it does not carjack agon or both then the compost does segregate Corallorhiza is not incorrect.; int1 -> hypothesis;
$hypothesis$ = there exists something such that if either it is provencal or it does not carjack agon or both then it segregates Corallorhiza. ; $context$ = sent1: something that either is hot or does not segregate quartan or both is a irreplaceableness. sent2: if either the compost segregates Corallorhiza or it is not autologous or both then it is a trail. sent3: something tarnishes if either it is a nook or it is not wasteful or both. sent4: there exists something such that if it is provencal or it does carjack agon or both that it does segregate Corallorhiza is right. sent5: there is something such that if it does not carjack agon it does segregate Corallorhiza. sent6: the compost does flock bombazine if either it segregates Bursa or it is not provencal or both. sent7: there is something such that if either it is a tout or it does not segregate prince's-feather or both then it is a macedoine. sent8: if either the compost is a stomacher or it is not a Peirce or both then it does segregate Corallorhiza. sent9: the compost segregates Corallorhiza if it is provencal or it does carjack agon or both. sent10: there exists something such that if it is postmortem or it is not hexadecimal or both then it is a poltroonery. sent11: something does segregate Corallorhiza if either it is provencal or it does not carjack agon or both. sent12: there exists something such that if it is provencal it does segregate Corallorhiza. sent13: if the oilcan is a Prussia or not a Bren or both it is provencal. sent14: if that something either is noninfectious or does not quit or both hold then it is a phillipsite. sent15: the fact that the compost segregates Corallorhiza is right if it is provencal. sent16: if something is phocine and/or it is not jurisprudential then it is a snuffle. ; $proof$ = 
sent11 -> int1: that if the compost is provencal or it does not carjack agon or both then the compost does segregate Corallorhiza is not incorrect.; int1 -> hypothesis; __PROVED__