there exists something such that if it is a channel and it does not debut dislocation it is not a scribe.
sent1: the fact that the Teller is not a scribe is correct if it channels and it debuts dislocation. sent2: if the Teller is milch but it does not channel then it is not allometric. sent3: the Teller is a scribe if it channels and it does not debut dislocation. sent4: if the Teller is human and is not a broadside it is not an answer. sent5: if something does tunnel tarpan and is not a kind of a scribe it is not milch. sent6: there is something such that if it channels and it does not debut dislocation it is a scribe. sent7: if something is a channel that does not debut dislocation the fact that it scribes is correct. sent8: there is something such that if it does debut porkfish and it is not a kind of a property then it is not conductive. sent9: there is something such that if it is a channel and it does debut dislocation the fact that it is not a scribe hold. sent10: if a channel does not debut dislocation then it does not scribe. sent11: if something does channel and debuts dislocation it is not a scribe. sent12: that the Teller does not debut dislocation is not wrong if it is both a torturer and not inquisitorial.
sent10 -> int1: if the Teller is a channel but it does not debut dislocation it is not a scribe.; int1 -> hypothesis;
if the epauliere tunnels tarpan but it does not scribe it is not milch.
sent5 -> hypothesis;
$hypothesis$ = there exists something such that if it is a channel and it does not debut dislocation it is not a scribe. ; $context$ = sent1: the fact that the Teller is not a scribe is correct if it channels and it debuts dislocation. sent2: if the Teller is milch but it does not channel then it is not allometric. sent3: the Teller is a scribe if it channels and it does not debut dislocation. sent4: if the Teller is human and is not a broadside it is not an answer. sent5: if something does tunnel tarpan and is not a kind of a scribe it is not milch. sent6: there is something such that if it channels and it does not debut dislocation it is a scribe. sent7: if something is a channel that does not debut dislocation the fact that it scribes is correct. sent8: there is something such that if it does debut porkfish and it is not a kind of a property then it is not conductive. sent9: there is something such that if it is a channel and it does debut dislocation the fact that it is not a scribe hold. sent10: if a channel does not debut dislocation then it does not scribe. sent11: if something does channel and debuts dislocation it is not a scribe. sent12: that the Teller does not debut dislocation is not wrong if it is both a torturer and not inquisitorial. ; $proof$ = 
sent10 -> int1: if the Teller is a channel but it does not debut dislocation it is not a scribe.; int1 -> hypothesis; __PROVED__