the placenta is not an annum.
sent1: the mail is not unplayable if that it is unplayable and does glamorize Hebraist is not right. sent2: if the address does not dominate collodion the mail does not sallow. sent3: if the mail is not unplayable then the address does sallow or it is not a badminton or both. sent4: the placenta is a kind of a badminton that is a kind of an annum if there exists something such that it does not sallow. sent5: the fact that the placenta is a badminton is correct. sent6: something is not an annum and/or is not a sallow if it is not unplayable. sent7: the fact that the fact that the address does dominate obituary and it dominates collodion is not correct is not wrong. sent8: something does not dominate obituary. sent9: the fact that the placenta is a badminton is not wrong if there exists something such that it is not a kind of a sallow. sent10: if the address does sallow or is not a kind of a badminton or both the placenta is not an annum. sent11: if something is not a kind of a horsebox then it squints and it glamorizes Hebraist. sent12: the fact that the mail is unplayable and does glamorize Hebraist is wrong if it is not a kind of a squint. sent13: something is a sallow. sent14: the mail is not a sallow if that the address dominates obituary and does dominate collodion is false.
sent14 & sent7 -> int1: the mail is not a kind of a sallow.; int1 -> int2: that the fact that something is not a kind of a sallow is correct hold.; int2 & sent4 -> int3: the placenta is a badminton and it is an annum.; int3 -> hypothesis;
that the veneering is a kind of a ungulate and is a pediment does not hold.
sent6 -> int4: if the mail is not unplayable either it is not an annum or it is not a sallow or both.;
$hypothesis$ = the placenta is not an annum. ; $context$ = sent1: the mail is not unplayable if that it is unplayable and does glamorize Hebraist is not right. sent2: if the address does not dominate collodion the mail does not sallow. sent3: if the mail is not unplayable then the address does sallow or it is not a badminton or both. sent4: the placenta is a kind of a badminton that is a kind of an annum if there exists something such that it does not sallow. sent5: the fact that the placenta is a badminton is correct. sent6: something is not an annum and/or is not a sallow if it is not unplayable. sent7: the fact that the fact that the address does dominate obituary and it dominates collodion is not correct is not wrong. sent8: something does not dominate obituary. sent9: the fact that the placenta is a badminton is not wrong if there exists something such that it is not a kind of a sallow. sent10: if the address does sallow or is not a kind of a badminton or both the placenta is not an annum. sent11: if something is not a kind of a horsebox then it squints and it glamorizes Hebraist. sent12: the fact that the mail is unplayable and does glamorize Hebraist is wrong if it is not a kind of a squint. sent13: something is a sallow. sent14: the mail is not a sallow if that the address dominates obituary and does dominate collodion is false. ; $proof$ = 
sent14 & sent7 -> int1: the mail is not a kind of a sallow.; int1 -> int2: that the fact that something is not a kind of a sallow is correct hold.; int2 & sent4 -> int3: the placenta is a badminton and it is an annum.; int3 -> hypothesis; __DISPROVED__