the calf is a inadvisability and it scales Town.
sent1: if the inclination is a inadvisability it does not compensate. sent2: if the calf does lap Calgary it is not a Cercopidae. sent3: that the calf is not milch and does falter is not right. sent4: the calf is cowardly. sent5: that the garrote is not a Cercopidae and not metrological is true. sent6: that if the fact that the calf is not systolic and it is not the conserved is not true then the calf is not cowardly is not incorrect. sent7: that the tuber is non-bisexual thing that is Eucharistic is false. sent8: that the calf is not cowardly and it is not systolic is wrong. sent9: if that something is not a beauty and is not a Cercopidae is wrong it is not cowardly. sent10: that the calf is not a kind of a troll and is not cowardly is wrong. sent11: the calf is not compassionate. sent12: that the kingcup is not cowardly is not false. sent13: if the calf is not a beauty then it is a inadvisability and it scales Town. sent14: the calf does not scale Town if that it is a kind of non-off thing that is not a rescue is not right. sent15: that the calf is not a kind of a beauty but it is a Cercopidae is false. sent16: if the calf is not Malawian it is absolutist a transfer. sent17: that the Town is not a Cercopidae is right. sent18: the maltose is a clairvoyant and it splices. sent19: the phaeton is not non-neuroglial if the grubby does not scale envelope. sent20: the phaeton is cowardly if it is neuroglial. sent21: if the fact that something is both not a inadvisability and not a beauty does not hold then that it is not a Cercopidae is true. sent22: the farmplace is not a Cercopidae.
sent9 -> int1: the calf is not cowardly if that it is not a beauty and it is not a Cercopidae does not hold.; void -> assump1: Let's assume that the fact that that the calf is not a beauty and it is not a Cercopidae is false hold.; int1 & assump1 -> int2: the calf is not cowardly.; int2 & sent4 -> int3: this is contradiction.; [assump1] & int3 -> int4: the calf is both not a beauty and not a Cercopidae.; int4 -> int5: the calf is not a kind of a beauty.; int5 & sent13 -> hypothesis;
that the calf is a inadvisability that does scale Town is not correct.
$hypothesis$ = the calf is a inadvisability and it scales Town. ; $context$ = sent1: if the inclination is a inadvisability it does not compensate. sent2: if the calf does lap Calgary it is not a Cercopidae. sent3: that the calf is not milch and does falter is not right. sent4: the calf is cowardly. sent5: that the garrote is not a Cercopidae and not metrological is true. sent6: that if the fact that the calf is not systolic and it is not the conserved is not true then the calf is not cowardly is not incorrect. sent7: that the tuber is non-bisexual thing that is Eucharistic is false. sent8: that the calf is not cowardly and it is not systolic is wrong. sent9: if that something is not a beauty and is not a Cercopidae is wrong it is not cowardly. sent10: that the calf is not a kind of a troll and is not cowardly is wrong. sent11: the calf is not compassionate. sent12: that the kingcup is not cowardly is not false. sent13: if the calf is not a beauty then it is a inadvisability and it scales Town. sent14: the calf does not scale Town if that it is a kind of non-off thing that is not a rescue is not right. sent15: that the calf is not a kind of a beauty but it is a Cercopidae is false. sent16: if the calf is not Malawian it is absolutist a transfer. sent17: that the Town is not a Cercopidae is right. sent18: the maltose is a clairvoyant and it splices. sent19: the phaeton is not non-neuroglial if the grubby does not scale envelope. sent20: the phaeton is cowardly if it is neuroglial. sent21: if the fact that something is both not a inadvisability and not a beauty does not hold then that it is not a Cercopidae is true. sent22: the farmplace is not a Cercopidae. ; $proof$ = 
sent9 -> int1: the calf is not cowardly if that it is not a beauty and it is not a Cercopidae does not hold.; void -> assump1: Let's assume that the fact that that the calf is not a beauty and it is not a Cercopidae is false hold.; int1 & assump1 -> int2: the calf is not cowardly.; int2 & sent4 -> int3: this is contradiction.; [assump1] & int3 -> int4: the calf is both not a beauty and not a Cercopidae.; int4 -> int5: the calf is not a kind of a beauty.; int5 & sent13 -> hypothesis; __PROVED__