the fact that the plasterboard testifies inwardness if the crapaud does spend seller is not right.
sent1: the plasterboard does testify inwardness if it does spend butty. sent2: if the heterostracan is a murine but it is not a Jurassic the butty is not a kind of a Jurassic. sent3: if the butty is not a Jurassic that the plasterboard is not Jurassic hold. sent4: that the plasterboard does spend seller and does not spend butty does not hold if it is Jurassic. sent5: if something spends butty then it testifies inwardness. sent6: something testifies inwardness if that it does not spend butty and it is not a kind of a Jurassic is not correct. sent7: if something does not spend seller then the fact that it does not testify inwardness and does not glimpse does not hold. sent8: that the plasterboard does spend butty and is not Jurassic is false if there is something such that it spends seller. sent9: the fact that the crapaud does not spend seller and it is not a kind of a Jurassic is false if something does testify inwardness. sent10: the fact that the plasterboard does not spend butty and it is not a Jurassic is false if something spends seller. sent11: that the plasterboard spends butty but it is not a Jurassic is not true. sent12: the heterostracan is not a kind of a Jurassic if the fact that the quellung is not a stabling or it does not testify Pocatello or both is false. sent13: the heterostracan is both not non-murine and burrlike.
void -> assump1: Let's assume that the crapaud does spend seller.; assump1 -> int1: something does spend seller.; int1 & sent10 -> int2: that the plasterboard does not spend butty and is not a kind of a Jurassic is not true.; sent6 -> int3: the plasterboard does testify inwardness if that the fact that it does not spend butty and it is non-Jurassic is not false is not correct.; int2 & int3 -> int4: that the plasterboard does not testify inwardness is not right.; [assump1] & int4 -> hypothesis;
that the factory does not testify inwardness and is not a glimpse does not hold.
sent7 -> int5: that the factory does not testify inwardness and does not glimpse is wrong if it does not spend seller.; sent13 -> int6: the heterostracan is a murine.;
$hypothesis$ = the fact that the plasterboard testifies inwardness if the crapaud does spend seller is not right. ; $context$ = sent1: the plasterboard does testify inwardness if it does spend butty. sent2: if the heterostracan is a murine but it is not a Jurassic the butty is not a kind of a Jurassic. sent3: if the butty is not a Jurassic that the plasterboard is not Jurassic hold. sent4: that the plasterboard does spend seller and does not spend butty does not hold if it is Jurassic. sent5: if something spends butty then it testifies inwardness. sent6: something testifies inwardness if that it does not spend butty and it is not a kind of a Jurassic is not correct. sent7: if something does not spend seller then the fact that it does not testify inwardness and does not glimpse does not hold. sent8: that the plasterboard does spend butty and is not Jurassic is false if there is something such that it spends seller. sent9: the fact that the crapaud does not spend seller and it is not a kind of a Jurassic is false if something does testify inwardness. sent10: the fact that the plasterboard does not spend butty and it is not a Jurassic is false if something spends seller. sent11: that the plasterboard spends butty but it is not a Jurassic is not true. sent12: the heterostracan is not a kind of a Jurassic if the fact that the quellung is not a stabling or it does not testify Pocatello or both is false. sent13: the heterostracan is both not non-murine and burrlike. ; $proof$ = 
void -> assump1: Let's assume that the crapaud does spend seller.; assump1 -> int1: something does spend seller.; int1 & sent10 -> int2: that the plasterboard does not spend butty and is not a kind of a Jurassic is not true.; sent6 -> int3: the plasterboard does testify inwardness if that the fact that it does not spend butty and it is non-Jurassic is not false is not correct.; int2 & int3 -> int4: that the plasterboard does not testify inwardness is not right.; [assump1] & int4 -> hypothesis; __DISPROVED__