the hedger is a charge.
sent1: if the blackjack is not a kind of a comb-out the counter does not halve incipiency. sent2: the counter is a kind of a Manipur that does not halve incipiency. sent3: the hedger is a charge if there exists something such that it does unclasp and halves incipiency. sent4: the blackjack is a turning. sent5: the counter does unclasp but it does not halve incipiency if the blackjack is not a comb-out. sent6: the counter is a kind of a charge. sent7: the blackjack does not halve incipiency. sent8: that something does not halve incipiency hold. sent9: if something that unclasps does not halve incipiency the counter is a kind of a comb-out. sent10: the counter does not dive hedger. sent11: the blackjack is not a kind of a comb-out. sent12: something halves incipiency and does not charge. sent13: the counter dives Martin. sent14: the counter is a comb-out that does not halve incipiency. sent15: something is a handbreadth if it is a kind of a deductible. sent16: the counter does not halve incipiency. sent17: the counter is a kind of a deductible if that the fact that it is both a proctor and not deductible hold does not hold. sent18: if something dives Martin then that it is a proctor and it is not a deductible is not right. sent19: there is something such that it halves incipiency and it is not a kind of a comb-out.
sent5 & sent11 -> int1: the counter unclasps but it does not halve incipiency.; int1 -> int2: something does unclasp but it does not halve incipiency.;
the hedger does not charge.
sent15 -> int3: if the counter is a deductible it is a handbreadth.; sent18 -> int4: the fact that the counter is both a proctor and not a deductible is incorrect if it dives Martin.; int4 & sent13 -> int5: the fact that the counter is a proctor but it is not a deductible is wrong.; sent17 & int5 -> int6: the counter is a deductible.; int3 & int6 -> int7: that the counter is a kind of a handbreadth is not incorrect.; int7 -> int8: there exists something such that it is a kind of a handbreadth.;
$hypothesis$ = the hedger is a charge. ; $context$ = sent1: if the blackjack is not a kind of a comb-out the counter does not halve incipiency. sent2: the counter is a kind of a Manipur that does not halve incipiency. sent3: the hedger is a charge if there exists something such that it does unclasp and halves incipiency. sent4: the blackjack is a turning. sent5: the counter does unclasp but it does not halve incipiency if the blackjack is not a comb-out. sent6: the counter is a kind of a charge. sent7: the blackjack does not halve incipiency. sent8: that something does not halve incipiency hold. sent9: if something that unclasps does not halve incipiency the counter is a kind of a comb-out. sent10: the counter does not dive hedger. sent11: the blackjack is not a kind of a comb-out. sent12: something halves incipiency and does not charge. sent13: the counter dives Martin. sent14: the counter is a comb-out that does not halve incipiency. sent15: something is a handbreadth if it is a kind of a deductible. sent16: the counter does not halve incipiency. sent17: the counter is a kind of a deductible if that the fact that it is both a proctor and not deductible hold does not hold. sent18: if something dives Martin then that it is a proctor and it is not a deductible is not right. sent19: there is something such that it halves incipiency and it is not a kind of a comb-out. ; $proof$ = 
sent5 & sent11 -> int1: the counter unclasps but it does not halve incipiency.; int1 -> int2: something does unclasp but it does not halve incipiency.; __UNKNOWN__