the fact that the tabbouleh does last squawk and it is a muster is false.
sent1: if that something does not hype eyesight and it is not putrid is not correct then it does not penetrate. sent2: if the territorial is a kind of non-putrid thing that does not penetrate the tabbouleh does hype eyesight. sent3: the franklin is not a kind of a metropolitan if it does not hype eyesight. sent4: the franklin does not hype eyesight if it is putrid. sent5: if the territorial does penetrate the franklin is putrid. sent6: if something does not penetrate then it does last squawk and is a muster. sent7: the fact that something lasts squawk and does muster is not right if it does not summon. sent8: that something is regional thing that is a knocker is not right if it does not penetrate. sent9: if that the territorial is both regional and a knocker does not hold then the tabbouleh does not summon.
void -> assump1: Let's assume that the territorial penetrates.; sent5 & assump1 -> int1: the franklin is putrid.; int1 & sent4 -> int2: that the franklin does not hype eyesight is true.; int2 & sent3 -> int3: the franklin is not a kind of a metropolitan.; sent8 -> int4: if the territorial does not penetrate that it is regional and it is a knocker is not right.; sent7 -> int5: if the tabbouleh does not summon the fact that it lasts squawk and it is a muster does not hold.;
the tabbouleh does hype eyesight.
$hypothesis$ = the fact that the tabbouleh does last squawk and it is a muster is false. ; $context$ = sent1: if that something does not hype eyesight and it is not putrid is not correct then it does not penetrate. sent2: if the territorial is a kind of non-putrid thing that does not penetrate the tabbouleh does hype eyesight. sent3: the franklin is not a kind of a metropolitan if it does not hype eyesight. sent4: the franklin does not hype eyesight if it is putrid. sent5: if the territorial does penetrate the franklin is putrid. sent6: if something does not penetrate then it does last squawk and is a muster. sent7: the fact that something lasts squawk and does muster is not right if it does not summon. sent8: that something is regional thing that is a knocker is not right if it does not penetrate. sent9: if that the territorial is both regional and a knocker does not hold then the tabbouleh does not summon. ; $proof$ = 
void -> assump1: Let's assume that the territorial penetrates.; sent5 & assump1 -> int1: the franklin is putrid.; int1 & sent4 -> int2: that the franklin does not hype eyesight is true.; int2 & sent3 -> int3: the franklin is not a kind of a metropolitan.; sent8 -> int4: if the territorial does not penetrate that it is regional and it is a knocker is not right.; sent7 -> int5: if the tabbouleh does not summon the fact that it lasts squawk and it is a muster does not hold.; __UNKNOWN__