the saline is not a breaststroke.
sent1: if there is something such that it is a Saginaw then the colonnade is both aphanitic and not a breaststroke. sent2: the colonnade is not an ape. sent3: the saline is a Saginaw and is not a aide-memoire. sent4: that the saline is a poor but it is not a khoum is not wrong. sent5: if the colonnade programs consideration then the saline is not a breaststroke. sent6: the colonnade is not a breaststroke if the saline is a Saginaw. sent7: the saline does breaststroke if it is aphanitic thing that programs consideration. sent8: if there is something such that it is a kind of a breaststroke then the saline does not program consideration. sent9: the colonnade is a kind of aphanitic thing that is not a Saginaw if there exists something such that it is a kind of a suzerainty. sent10: the colonnade is not a kind of a breaststroke. sent11: if something is a breaststroke but it is not a kind of a Saginaw it is aphanitic. sent12: if something is aphanitic but it is not a Saginaw it programs consideration. sent13: if the colonnade does breaststroke then the saline does not program consideration. sent14: there is something such that it is a kind of a suzerainty. sent15: the saline is aphanitic if it is a Saginaw and it is a breaststroke. sent16: the anklet is not a Saginaw. sent17: the saline is a kind of a Saginaw but it does not program consideration if there exists something such that it is a breaststroke. sent18: the saline is not a causality if something is aphanitic. sent19: the saline is not emotional. sent20: the colonnade does preach and is not a checker. sent21: if there exists something such that it is a kind of a tout then the colonnade is a hold that does not program consideration.
sent14 & sent9 -> int1: the colonnade is aphanitic but it is not a Saginaw.; sent12 -> int2: if the colonnade is aphanitic but it is not a Saginaw then it programs consideration.; int1 & int2 -> int3: that the colonnade does program consideration hold.; int3 & sent5 -> hypothesis;
$hypothesis$ = the saline is not a breaststroke. ; $context$ = sent1: if there is something such that it is a Saginaw then the colonnade is both aphanitic and not a breaststroke. sent2: the colonnade is not an ape. sent3: the saline is a Saginaw and is not a aide-memoire. sent4: that the saline is a poor but it is not a khoum is not wrong. sent5: if the colonnade programs consideration then the saline is not a breaststroke. sent6: the colonnade is not a breaststroke if the saline is a Saginaw. sent7: the saline does breaststroke if it is aphanitic thing that programs consideration. sent8: if there is something such that it is a kind of a breaststroke then the saline does not program consideration. sent9: the colonnade is a kind of aphanitic thing that is not a Saginaw if there exists something such that it is a kind of a suzerainty. sent10: the colonnade is not a kind of a breaststroke. sent11: if something is a breaststroke but it is not a kind of a Saginaw it is aphanitic. sent12: if something is aphanitic but it is not a Saginaw it programs consideration. sent13: if the colonnade does breaststroke then the saline does not program consideration. sent14: there is something such that it is a kind of a suzerainty. sent15: the saline is aphanitic if it is a Saginaw and it is a breaststroke. sent16: the anklet is not a Saginaw. sent17: the saline is a kind of a Saginaw but it does not program consideration if there exists something such that it is a breaststroke. sent18: the saline is not a causality if something is aphanitic. sent19: the saline is not emotional. sent20: the colonnade does preach and is not a checker. sent21: if there exists something such that it is a kind of a tout then the colonnade is a hold that does not program consideration. ; $proof$ = 
sent14 & sent9 -> int1: the colonnade is aphanitic but it is not a Saginaw.; sent12 -> int2: if the colonnade is aphanitic but it is not a Saginaw then it programs consideration.; int1 & int2 -> int3: that the colonnade does program consideration hold.; int3 & sent5 -> hypothesis; __PROVED__