the log is a reign.
sent1: something is papilliform. sent2: the mohair is a chinaware and is a kind of a biased. sent3: the mohair is not runic. sent4: the tyrothricin is not a kind of a reign. sent5: if there is something such that it is not a biased the tyrothricin rekindles and is not a chinaware. sent6: the mohair is a chinaware. sent7: if the log is a chinaware but it is not a reign then the mohair is not a biased. sent8: the log does not reign if the mohair is a humanitarian but it is not a kind of a chinaware. sent9: the mohair is a kind of a chinaware if something is not a humanitarian. sent10: there exists something such that it is humanitarian. sent11: there is something such that the fact that it is not a humanitarian is correct. sent12: the fact that if the fact that the log is both a reign and not a chinaware hold then the mohair is not a test is correct. sent13: the fact that the tyrothricin does not test and it is not a biased does not hold if the polypropylene rekindles. sent14: there exists something such that it is a test. sent15: the log rekindles if the tyrothricin is not a biased. sent16: if that the mohair is both a chinaware and not a test is true then the tyrothricin does not bias. sent17: the log rekindles. sent18: if the tyrothricin does rekindle then the fact that it is not a biased but a test is not right. sent19: if the log is not a chinaware the mohair rekindles and biases. sent20: if the tyrothricin is not a kind of a biased then the log is a reign that rekindles. sent21: that something is non-humanitarian thing that reigns is not right if it is not a chinaware.
the log is not a kind of a reign.
sent21 -> int1: if the mohair is not a chinaware that it is not humanitarian and it reigns is wrong.;
$hypothesis$ = the log is a reign. ; $context$ = sent1: something is papilliform. sent2: the mohair is a chinaware and is a kind of a biased. sent3: the mohair is not runic. sent4: the tyrothricin is not a kind of a reign. sent5: if there is something such that it is not a biased the tyrothricin rekindles and is not a chinaware. sent6: the mohair is a chinaware. sent7: if the log is a chinaware but it is not a reign then the mohair is not a biased. sent8: the log does not reign if the mohair is a humanitarian but it is not a kind of a chinaware. sent9: the mohair is a kind of a chinaware if something is not a humanitarian. sent10: there exists something such that it is humanitarian. sent11: there is something such that the fact that it is not a humanitarian is correct. sent12: the fact that if the fact that the log is both a reign and not a chinaware hold then the mohair is not a test is correct. sent13: the fact that the tyrothricin does not test and it is not a biased does not hold if the polypropylene rekindles. sent14: there exists something such that it is a test. sent15: the log rekindles if the tyrothricin is not a biased. sent16: if that the mohair is both a chinaware and not a test is true then the tyrothricin does not bias. sent17: the log rekindles. sent18: if the tyrothricin does rekindle then the fact that it is not a biased but a test is not right. sent19: if the log is not a chinaware the mohair rekindles and biases. sent20: if the tyrothricin is not a kind of a biased then the log is a reign that rekindles. sent21: that something is non-humanitarian thing that reigns is not right if it is not a chinaware. ; $proof$ = 
__UNKNOWN__