the Monk does not leap Packera.
sent1: the kat is not an undesirable if the fact that the storybook is a kind of an undesirable is not false. sent2: the Karelian is not cervical if either something does not leap RFD or it is undesirable or both. sent3: if the extraction is cervical then the storybook is undesirable. sent4: there are desirable things. sent5: the fact that something is not a counterclaim but it is a blucher is true. sent6: there is something such that it does counterclaim and it is a blucher. sent7: the kat is not undesirable. sent8: the extraction is a kind of a revenant if the Karelian is an optometry. sent9: something is not a kind of a counterclaim. sent10: if the extraction is a kind of an undesirable then the storybook is revenant. sent11: something is Platonistic and does leap extensor if it is not abnormal. sent12: there exists something such that it is not Platonistic. sent13: something is not a kind of an optometry and/or it is non-revenant if it is not cervical. sent14: if an undesirable leaps RFD then the Monk does not leap Packera. sent15: the kat is not an undesirable but it does leap RFD if the storybook is not undesirable. sent16: a Platonistic thing either does not leap RFD or is undesirable or both. sent17: if there exists something such that it is not a counterclaim but a blucher that the Karelian is an optometry is true. sent18: the extraction is not abnormal. sent19: the fact that something is a blucher is correct. sent20: if a revenant is an optometry then the storybook is a kind of an edge. sent21: if the extraction is a revenant then it is not non-cervical.
sent5 & sent17 -> int1: the Karelian is an optometry.; int1 & sent8 -> int2: the extraction is a revenant.; int2 & sent21 -> int3: the extraction is cervical.; int3 & sent3 -> int4: that the storybook is undesirable is right.; int4 & sent15 -> int5: the kat is not an undesirable but it leaps RFD.; int5 -> int6: there is something such that it is a kind of desirable thing that does leap RFD.;
the storybook is an edge.
$hypothesis$ = the Monk does not leap Packera. ; $context$ = sent1: the kat is not an undesirable if the fact that the storybook is a kind of an undesirable is not false. sent2: the Karelian is not cervical if either something does not leap RFD or it is undesirable or both. sent3: if the extraction is cervical then the storybook is undesirable. sent4: there are desirable things. sent5: the fact that something is not a counterclaim but it is a blucher is true. sent6: there is something such that it does counterclaim and it is a blucher. sent7: the kat is not undesirable. sent8: the extraction is a kind of a revenant if the Karelian is an optometry. sent9: something is not a kind of a counterclaim. sent10: if the extraction is a kind of an undesirable then the storybook is revenant. sent11: something is Platonistic and does leap extensor if it is not abnormal. sent12: there exists something such that it is not Platonistic. sent13: something is not a kind of an optometry and/or it is non-revenant if it is not cervical. sent14: if an undesirable leaps RFD then the Monk does not leap Packera. sent15: the kat is not an undesirable but it does leap RFD if the storybook is not undesirable. sent16: a Platonistic thing either does not leap RFD or is undesirable or both. sent17: if there exists something such that it is not a counterclaim but a blucher that the Karelian is an optometry is true. sent18: the extraction is not abnormal. sent19: the fact that something is a blucher is correct. sent20: if a revenant is an optometry then the storybook is a kind of an edge. sent21: if the extraction is a revenant then it is not non-cervical. ; $proof$ = 
sent5 & sent17 -> int1: the Karelian is an optometry.; int1 & sent8 -> int2: the extraction is a revenant.; int2 & sent21 -> int3: the extraction is cervical.; int3 & sent3 -> int4: that the storybook is undesirable is right.; int4 & sent15 -> int5: the kat is not an undesirable but it leaps RFD.; int5 -> int6: there is something such that it is a kind of desirable thing that does leap RFD.; __UNKNOWN__