the tooth is not a kind of a isometrics.
sent1: if the slinger is not a kind of a today that the danewort does not glamorize half-holiday and it is not Tuscan does not hold. sent2: if something does dominate slinger then the fact that the slinger does not dominate slinger and it is not uncommon is not right. sent3: the syrup does dwarf. sent4: if something is Tuscan then it is isometrics. sent5: the slinger does not dominate slinger if something glamorizes half-holiday. sent6: the piroxicam withdraws and it does heighten. sent7: the syrup dominates slinger if it dwarfs. sent8: if something is a Tuscan and/or it does glamorize half-holiday then the slinger does not dominate slinger. sent9: that the syrup is both not uncommon and a dwarf is false if the fact that the slinger does not dominate slinger hold. sent10: the fact that the slinger is non-uncommon a fireboat does not hold. sent11: that the tooth is not a isometrics hold if that the syrup is not uncommon and dwarfs is not right. sent12: the fact that the danewort is not Tuscan and is a dwarf is false. sent13: the danewort is a sip and is a kind of a isometrics. sent14: if the syrup is not a dwarf the tooth is not a isometrics.
the tooth is isometrics.
sent4 -> int1: if the tooth is Tuscan it is not non-isometrics.; sent7 & sent3 -> int2: the syrup does dominate slinger.; int2 -> int3: there is something such that it does dominate slinger.; int3 & sent2 -> int4: the fact that the slinger does not dominate slinger and is not uncommon does not hold.;
$hypothesis$ = the tooth is not a kind of a isometrics. ; $context$ = sent1: if the slinger is not a kind of a today that the danewort does not glamorize half-holiday and it is not Tuscan does not hold. sent2: if something does dominate slinger then the fact that the slinger does not dominate slinger and it is not uncommon is not right. sent3: the syrup does dwarf. sent4: if something is Tuscan then it is isometrics. sent5: the slinger does not dominate slinger if something glamorizes half-holiday. sent6: the piroxicam withdraws and it does heighten. sent7: the syrup dominates slinger if it dwarfs. sent8: if something is a Tuscan and/or it does glamorize half-holiday then the slinger does not dominate slinger. sent9: that the syrup is both not uncommon and a dwarf is false if the fact that the slinger does not dominate slinger hold. sent10: the fact that the slinger is non-uncommon a fireboat does not hold. sent11: that the tooth is not a isometrics hold if that the syrup is not uncommon and dwarfs is not right. sent12: the fact that the danewort is not Tuscan and is a dwarf is false. sent13: the danewort is a sip and is a kind of a isometrics. sent14: if the syrup is not a dwarf the tooth is not a isometrics. ; $proof$ = 
__UNKNOWN__