the drive-in does not trip pomaded.
sent1: there is something such that that it does not miscarry polytechnic is true. sent2: the drive-in does miscarry polytechnic. sent3: if the drive-in does sin and is a kind of a sweatsuit the WAC does not trip pomaded. sent4: the magnetosphere is a kind of a sinning. sent5: the drive-in miscarries polytechnic and it is Nilotic if something is not a Bedouin. sent6: the WAC is a sweatsuit. sent7: if the venogram is not a Bedouin it is a kind of a sweatsuit and it is a sinning. sent8: that the WAC is a sinning is right. sent9: the WAC is not a sinning if the drive-in trips pomaded and is a sweatsuit. sent10: if something is a kind of a Nilotic it is a sinning. sent11: the fact that the magnetosphere is not a Bedouin is right if the WAC is a sinning and it is a kind of a sweatsuit. sent12: something is not a pussycat. sent13: the magnetosphere is not a sinning if the venogram is a sweatsuit that is a sinning. sent14: there exists something such that it is a Bedouin. sent15: something trips pomaded if it is Nilotic. sent16: if that the WAC does not trip pomaded and is a sinning is false then the drive-in does not trip pomaded. sent17: if there exists something such that the fact that it is not a sweatsuit and not a sinning is false the confiture is an amalgam. sent18: the drive-in files. sent19: that the fact that the WAC is both not a sweatsuit and not a sinning is not wrong is wrong if something is a kind of a Bedouin. sent20: if something is not a Bedouin then the drive-in does miscarry polytechnic.
sent8 & sent6 -> int1: the WAC is a kind of a sinning and it is a sweatsuit.; int1 & sent11 -> int2: that the magnetosphere is not a Bedouin is right.; int2 -> int3: something is not a Bedouin.; int3 & sent5 -> int4: the drive-in does miscarry polytechnic and is a Nilotic.; int4 -> int5: the drive-in is a kind of a Nilotic.; sent15 -> int6: if the drive-in is a kind of a Nilotic it trips pomaded.; int5 & int6 -> hypothesis;
the confiture does trip pomaded and it is a kind of an amalgam.
$hypothesis$ = the drive-in does not trip pomaded. ; $context$ = sent1: there is something such that that it does not miscarry polytechnic is true. sent2: the drive-in does miscarry polytechnic. sent3: if the drive-in does sin and is a kind of a sweatsuit the WAC does not trip pomaded. sent4: the magnetosphere is a kind of a sinning. sent5: the drive-in miscarries polytechnic and it is Nilotic if something is not a Bedouin. sent6: the WAC is a sweatsuit. sent7: if the venogram is not a Bedouin it is a kind of a sweatsuit and it is a sinning. sent8: that the WAC is a sinning is right. sent9: the WAC is not a sinning if the drive-in trips pomaded and is a sweatsuit. sent10: if something is a kind of a Nilotic it is a sinning. sent11: the fact that the magnetosphere is not a Bedouin is right if the WAC is a sinning and it is a kind of a sweatsuit. sent12: something is not a pussycat. sent13: the magnetosphere is not a sinning if the venogram is a sweatsuit that is a sinning. sent14: there exists something such that it is a Bedouin. sent15: something trips pomaded if it is Nilotic. sent16: if that the WAC does not trip pomaded and is a sinning is false then the drive-in does not trip pomaded. sent17: if there exists something such that the fact that it is not a sweatsuit and not a sinning is false the confiture is an amalgam. sent18: the drive-in files. sent19: that the fact that the WAC is both not a sweatsuit and not a sinning is not wrong is wrong if something is a kind of a Bedouin. sent20: if something is not a Bedouin then the drive-in does miscarry polytechnic. ; $proof$ = 
sent8 & sent6 -> int1: the WAC is a kind of a sinning and it is a sweatsuit.; int1 & sent11 -> int2: that the magnetosphere is not a Bedouin is right.; int2 -> int3: something is not a Bedouin.; int3 & sent5 -> int4: the drive-in does miscarry polytechnic and is a Nilotic.; int4 -> int5: the drive-in is a kind of a Nilotic.; sent15 -> int6: if the drive-in is a kind of a Nilotic it trips pomaded.; int5 & int6 -> hypothesis; __DISPROVED__