the fact that the clocksmith is both not an utmost and a paranoia is incorrect.
sent1: something is not an utmost but it is a kind of a paranoia if it is not a skein. sent2: if that the clocksmith counterpoints sawhorse and is not fewer hold the kinkajou does not counterpoints sawhorse. sent3: if the clocksmith does not rewrite visitation then the fact that it is not a paranoia and does addict is not true. sent4: the clocksmith is a skein. sent5: something that does not counterpoint sawhorse is not fewer. sent6: the clocksmith does not counterpoint sawhorse if it is a skein. sent7: that if the clocksmith is not fewer that the clocksmith is not an utmost but it is a kind of a paranoia does not hold is true. sent8: something is both a paranoia and a skein if it does not counterpoint sawhorse. sent9: the clocksmith is not a kind of a skein if that the fact that the oxalate does not counterpoint sawhorse and it is not fewer is false is true. sent10: the tragopan is not a paranoia. sent11: that the clocksmith is bacteremic and an infinitesimal is not right if the fact that it does not counterpoint sawhorse is not incorrect. sent12: the clocksmith does not counterpoint sawhorse if it is summery.
sent6 & sent4 -> int1: the clocksmith does not counterpoint sawhorse.; sent5 -> int2: if the clocksmith does not counterpoint sawhorse it is not fewer.; int1 & int2 -> int3: the clocksmith is not fewer.; int3 & sent7 -> hypothesis;
the kinkajou is a paranoia.
sent8 -> int4: if the kinkajou does not counterpoint sawhorse it is a paranoia and it is a skein.;
$hypothesis$ = the fact that the clocksmith is both not an utmost and a paranoia is incorrect. ; $context$ = sent1: something is not an utmost but it is a kind of a paranoia if it is not a skein. sent2: if that the clocksmith counterpoints sawhorse and is not fewer hold the kinkajou does not counterpoints sawhorse. sent3: if the clocksmith does not rewrite visitation then the fact that it is not a paranoia and does addict is not true. sent4: the clocksmith is a skein. sent5: something that does not counterpoint sawhorse is not fewer. sent6: the clocksmith does not counterpoint sawhorse if it is a skein. sent7: that if the clocksmith is not fewer that the clocksmith is not an utmost but it is a kind of a paranoia does not hold is true. sent8: something is both a paranoia and a skein if it does not counterpoint sawhorse. sent9: the clocksmith is not a kind of a skein if that the fact that the oxalate does not counterpoint sawhorse and it is not fewer is false is true. sent10: the tragopan is not a paranoia. sent11: that the clocksmith is bacteremic and an infinitesimal is not right if the fact that it does not counterpoint sawhorse is not incorrect. sent12: the clocksmith does not counterpoint sawhorse if it is summery. ; $proof$ = 
sent6 & sent4 -> int1: the clocksmith does not counterpoint sawhorse.; sent5 -> int2: if the clocksmith does not counterpoint sawhorse it is not fewer.; int1 & int2 -> int3: the clocksmith is not fewer.; int3 & sent7 -> hypothesis; __PROVED__