the club is not a kind of a neostigmine.
sent1: there exists nothing such that it is a kind of a neostigmine that does not thrombose. sent2: if the fact that something is not a kind of a vasectomy and clangors Froebel is not right then it does not clangors Froebel. sent3: the fact that the CD8 is either not a Bloomington or not a Housatonic or both is wrong. sent4: if that the lightwood is sobering but not measurable is incorrect the CD8 does not thrombose. sent5: the fact that the lightwood does not thrombose is not wrong if that the CD8 is measurable but it does not sober is not right. sent6: if something does not thrombose that the fact that it sobers and does not singe is true does not hold. sent7: there is nothing such that it does thrombose and does not sober. sent8: something is a neostigmine and it does thrombose if it does not clangor Froebel. sent9: if something is negative it is not a kind of a Swedish. sent10: the lightwood does not thrombose. sent11: if that the CD8 is not a Bloomington and/or it is not a kind of a Housatonic does not hold then it is not negative. sent12: the lightwood does not thrombose if the CD8 does not sober. sent13: something that does not clangor Froebel does not thrombose and is a neostigmine. sent14: the geode does not thrombose. sent15: the fact that the CD8 is negative hold if the stock is a Housatonic or it is not a kind of a negative or both. sent16: if the lightwood is measurable then the CD8 does not thrombose. sent17: if the fact that the CD8 is a neostigmine but not measurable is not right the lightwood does not thrombose. sent18: the fact that the club is not a vasectomy but it does clangor Froebel is not right if the fact that the CD8 is not a kind of a Swedish is right. sent19: that the club is not a neostigmine if the CD8 does not thrombose is right. sent20: if that the stock is not a Bloomington and is not a kind of an eyeliner is not right then it is not negative.
that the club does sober but it does not singe is not correct.
sent6 -> int1: if the club does not thrombose then that it is not non-sobering and it does not singe is not right.; sent13 -> int2: the club does not thrombose and is a neostigmine if it does not clangor Froebel.; sent11 & sent3 -> int3: the CD8 is not negative.;
$hypothesis$ = the club is not a kind of a neostigmine. ; $context$ = sent1: there exists nothing such that it is a kind of a neostigmine that does not thrombose. sent2: if the fact that something is not a kind of a vasectomy and clangors Froebel is not right then it does not clangors Froebel. sent3: the fact that the CD8 is either not a Bloomington or not a Housatonic or both is wrong. sent4: if that the lightwood is sobering but not measurable is incorrect the CD8 does not thrombose. sent5: the fact that the lightwood does not thrombose is not wrong if that the CD8 is measurable but it does not sober is not right. sent6: if something does not thrombose that the fact that it sobers and does not singe is true does not hold. sent7: there is nothing such that it does thrombose and does not sober. sent8: something is a neostigmine and it does thrombose if it does not clangor Froebel. sent9: if something is negative it is not a kind of a Swedish. sent10: the lightwood does not thrombose. sent11: if that the CD8 is not a Bloomington and/or it is not a kind of a Housatonic does not hold then it is not negative. sent12: the lightwood does not thrombose if the CD8 does not sober. sent13: something that does not clangor Froebel does not thrombose and is a neostigmine. sent14: the geode does not thrombose. sent15: the fact that the CD8 is negative hold if the stock is a Housatonic or it is not a kind of a negative or both. sent16: if the lightwood is measurable then the CD8 does not thrombose. sent17: if the fact that the CD8 is a neostigmine but not measurable is not right the lightwood does not thrombose. sent18: the fact that the club is not a vasectomy but it does clangor Froebel is not right if the fact that the CD8 is not a kind of a Swedish is right. sent19: that the club is not a neostigmine if the CD8 does not thrombose is right. sent20: if that the stock is not a Bloomington and is not a kind of an eyeliner is not right then it is not negative. ; $proof$ = 
__UNKNOWN__