the covariation mellows Zama.
sent1: the covariation mellows Zama and does not acquire if the baroness is not a Crotaphytus. sent2: that the panel is a Acocanthera is not wrong. sent3: the stocker does acquire. sent4: the covariation is a merchantability. sent5: the covariation does mellow Zama if there exists something such that it is not a merchantability. sent6: something does acquire if it is a puzzle and impenitent. sent7: if the covariation does mellow Zama and does acquire it is a kind of a merchantability. sent8: if something is a kind of a merchantability that is not a puzzle it is a Acocanthera. sent9: the covariation is not penitent. sent10: if something that is magnetic is a platinum the fact that it does lapidate hold. sent11: if the moth is not exploratory but it does spang Petrarch the fact that the baroness is not a Crotaphytus hold. sent12: the stocker is not a kind of a puzzle. sent13: an unorthodox thing that does stagger is a monarchism. sent14: the covariation synthesizes hardinggrass but it is not a kind of a Acocanthera. sent15: the panel does puzzle but it is not a kind of a penitent. sent16: something does mellow Zama if it does acquire and it is a kind of a Acocanthera. sent17: that the stocker is not a merchantability is not false if the panel does acquire and is a Acocanthera. sent18: that the moth is not exploratory and spangs Petrarch is not wrong if it is balsamic. sent19: the covariation is offing. sent20: there is something such that it styles chrestomathy.
sent6 -> int1: the panel acquires if it is a puzzle and not a penitent.; int1 & sent15 -> int2: the panel does acquire.; int2 & sent2 -> int3: the panel does acquire and is a Acocanthera.; int3 & sent17 -> int4: the stocker is not a kind of a merchantability.; int4 -> int5: there exists something such that it is not a kind of a merchantability.; int5 & sent5 -> hypothesis;
that the licorice is a kind of a merchantability is right.
$hypothesis$ = the covariation mellows Zama. ; $context$ = sent1: the covariation mellows Zama and does not acquire if the baroness is not a Crotaphytus. sent2: that the panel is a Acocanthera is not wrong. sent3: the stocker does acquire. sent4: the covariation is a merchantability. sent5: the covariation does mellow Zama if there exists something such that it is not a merchantability. sent6: something does acquire if it is a puzzle and impenitent. sent7: if the covariation does mellow Zama and does acquire it is a kind of a merchantability. sent8: if something is a kind of a merchantability that is not a puzzle it is a Acocanthera. sent9: the covariation is not penitent. sent10: if something that is magnetic is a platinum the fact that it does lapidate hold. sent11: if the moth is not exploratory but it does spang Petrarch the fact that the baroness is not a Crotaphytus hold. sent12: the stocker is not a kind of a puzzle. sent13: an unorthodox thing that does stagger is a monarchism. sent14: the covariation synthesizes hardinggrass but it is not a kind of a Acocanthera. sent15: the panel does puzzle but it is not a kind of a penitent. sent16: something does mellow Zama if it does acquire and it is a kind of a Acocanthera. sent17: that the stocker is not a merchantability is not false if the panel does acquire and is a Acocanthera. sent18: that the moth is not exploratory and spangs Petrarch is not wrong if it is balsamic. sent19: the covariation is offing. sent20: there is something such that it styles chrestomathy. ; $proof$ = 
sent6 -> int1: the panel acquires if it is a puzzle and not a penitent.; int1 & sent15 -> int2: the panel does acquire.; int2 & sent2 -> int3: the panel does acquire and is a Acocanthera.; int3 & sent17 -> int4: the stocker is not a kind of a merchantability.; int4 -> int5: there exists something such that it is not a kind of a merchantability.; int5 & sent5 -> hypothesis; __PROVED__