the termite is not a Angolan and it is not a la.
sent1: the termite is not a zero. sent2: the pseudoephedrine is not a chlorothiazide if that the termite is not a Iowan but a shaft is incorrect. sent3: the termite is a kind of a Iowan if that it meshes and it is not genuine is false. sent4: if the termite does not mesh then it is a Iowan. sent5: if something is not a chlorothiazide then it is not a Angolan and it is not a la. sent6: the termite is onside. sent7: the calorimeter is not a kind of a zero. sent8: the nature is genuine. sent9: the fact that the termite is not onside is right if it is both a Iowan and a shaft. sent10: the fact that the termite is not a kind of a key is not false. sent11: that the termite is a mesh that is not genuine is not correct. sent12: if the junco is a la that the calorimeter is not a Angolan and it is not zero is not right. sent13: the termite is not a Angolan. sent14: something is not a kind of a Angolan if it is not a chlorothiazide. sent15: the sultriness does not chafe if it is not genuine. sent16: if the psychophysicist is not onside then that the termite is not a Iowan but it is a shaft is not right. sent17: if the calorimeter is not a Iowan then the psychophysicist is Angolan and it is a shaft.
sent3 & sent11 -> int1: the termite is a kind of a Iowan.; void -> assump1: Let's assume that the termite is a shaft.; int1 & assump1 -> int2: the termite is a Iowan and it does shaft.; int2 & sent9 -> int3: the termite is not onside.; int3 & sent6 -> int4: this is contradiction.; [assump1] & int4 -> int5: the termite is not a kind of a shaft.; int5 & sent1 -> int6: the termite is not a shaft and is not a zero.; sent5 -> int7: the termite is non-Angolan thing that is not a la if that it is not a chlorothiazide is true.;
that the termite is not a Angolan and it is not a la is not correct.
$hypothesis$ = the termite is not a Angolan and it is not a la. ; $context$ = sent1: the termite is not a zero. sent2: the pseudoephedrine is not a chlorothiazide if that the termite is not a Iowan but a shaft is incorrect. sent3: the termite is a kind of a Iowan if that it meshes and it is not genuine is false. sent4: if the termite does not mesh then it is a Iowan. sent5: if something is not a chlorothiazide then it is not a Angolan and it is not a la. sent6: the termite is onside. sent7: the calorimeter is not a kind of a zero. sent8: the nature is genuine. sent9: the fact that the termite is not onside is right if it is both a Iowan and a shaft. sent10: the fact that the termite is not a kind of a key is not false. sent11: that the termite is a mesh that is not genuine is not correct. sent12: if the junco is a la that the calorimeter is not a Angolan and it is not zero is not right. sent13: the termite is not a Angolan. sent14: something is not a kind of a Angolan if it is not a chlorothiazide. sent15: the sultriness does not chafe if it is not genuine. sent16: if the psychophysicist is not onside then that the termite is not a Iowan but it is a shaft is not right. sent17: if the calorimeter is not a Iowan then the psychophysicist is Angolan and it is a shaft. ; $proof$ = 
sent3 & sent11 -> int1: the termite is a kind of a Iowan.; void -> assump1: Let's assume that the termite is a shaft.; int1 & assump1 -> int2: the termite is a Iowan and it does shaft.; int2 & sent9 -> int3: the termite is not onside.; int3 & sent6 -> int4: this is contradiction.; [assump1] & int4 -> int5: the termite is not a kind of a shaft.; int5 & sent1 -> int6: the termite is not a shaft and is not a zero.; sent5 -> int7: the termite is non-Angolan thing that is not a la if that it is not a chlorothiazide is true.; __UNKNOWN__