the heterotroph is not a kind of a channel and is a KGB.
sent1: that the heterotroph is a kind of a channel and it is a downstage is incorrect if the fact that it does not whiff martingale is not correct. sent2: that the shrink-wrap is a downstage and a KGB is not right. sent3: the shrink-wrap does whiff martingale if the heterotroph is a kind of a KGB and it is a downstage. sent4: if the shrink-wrap does whiff martingale and it monetizes pavior the heterotroph is a kind of a KGB. sent5: if the heterotroph is a downstage the fact that it does not monetize pavior and it does channel does not hold. sent6: the bargainer is a derring-do if the shrink-wrap is not downstage and monetizes pavior. sent7: the shrink-wrap is not a downstage but it does monetize pavior. sent8: something is not a channel but it is a KGB if the fact that it does not whiff martingale is not false. sent9: if something whiffs martingale then that it is not a channel and it is a KGB is not correct. sent10: the shrink-wrap is not a downstage but it whiffs martingale. sent11: the heterotroph does whiff martingale if the fact that the bargainer is a derring-do is correct.
sent6 & sent7 -> int1: the bargainer is a kind of a derring-do.; int1 & sent11 -> int2: the heterotroph whiffs martingale.; sent9 -> int3: if the heterotroph does whiff martingale the fact that it is not a channel and it is a kind of a KGB does not hold.; int2 & int3 -> hypothesis;
the heterotroph is not a channel but a KGB.
sent8 -> int4: the heterotroph is not a kind of a channel and is a KGB if it does not whiff martingale.;
$hypothesis$ = the heterotroph is not a kind of a channel and is a KGB. ; $context$ = sent1: that the heterotroph is a kind of a channel and it is a downstage is incorrect if the fact that it does not whiff martingale is not correct. sent2: that the shrink-wrap is a downstage and a KGB is not right. sent3: the shrink-wrap does whiff martingale if the heterotroph is a kind of a KGB and it is a downstage. sent4: if the shrink-wrap does whiff martingale and it monetizes pavior the heterotroph is a kind of a KGB. sent5: if the heterotroph is a downstage the fact that it does not monetize pavior and it does channel does not hold. sent6: the bargainer is a derring-do if the shrink-wrap is not downstage and monetizes pavior. sent7: the shrink-wrap is not a downstage but it does monetize pavior. sent8: something is not a channel but it is a KGB if the fact that it does not whiff martingale is not false. sent9: if something whiffs martingale then that it is not a channel and it is a KGB is not correct. sent10: the shrink-wrap is not a downstage but it whiffs martingale. sent11: the heterotroph does whiff martingale if the fact that the bargainer is a derring-do is correct. ; $proof$ = 
sent6 & sent7 -> int1: the bargainer is a kind of a derring-do.; int1 & sent11 -> int2: the heterotroph whiffs martingale.; sent9 -> int3: if the heterotroph does whiff martingale the fact that it is not a channel and it is a kind of a KGB does not hold.; int2 & int3 -> hypothesis; __DISPROVED__