there is something such that if it is worldly then that it is a kind of a Liberian that is not a teredo is not correct.
sent1: the fact that something is not phyllodial but it is a rebutter is incorrect if it does not meet thiazine. sent2: the fact that the pectin is a kind of Liberian a teredo does not hold. sent3: the pectin is not a teredo. sent4: if something is an ophthalmology that the pectin is not an ophthalmology but it is a ashram is not correct. sent5: the rosewood meets freemail but it is not a teredo if there are non-rh-positive things. sent6: the Ford is an ophthalmology and receives article if it is not a rebutter. sent7: the pectin is not a size if the fact that it is not an ophthalmology and is a ashram is not true. sent8: there exists something such that if it is worldly then it is a Liberian that is not a teredo. sent9: the pectin is not worldly if it is a kind of a Liberian that is not a teredo. sent10: everything meets Wigner. sent11: the Ford is not a kind of a rebutter if that the bootee is not phyllodial but it is a rebutter does not hold. sent12: the bunk is ecological if it receives souse and is not a straight. sent13: if something does meet Wigner it does not meet thiazine.
void -> assump2: Let's assume that the pectin is a kind of a Liberian but it is not a teredo.; sent9 & assump2 -> int1: the pectin is not worldly.; void -> assump1: Let's assume that the pectin is worldly.; int1 & assump1 -> int2: this is contradiction.; [assump2] & int2 -> int3: that the pectin is both a Liberian and not a teredo is not right.; [assump1] & int3 -> int4: if the pectin is worldly then the fact that it is a Liberian and it is not a kind of a teredo does not hold.; int4 -> hypothesis;
the rosewood meets freemail and is not a teredo.
sent1 -> int5: if the tartar does not meet thiazine then the fact that it is not phyllodial but a rebutter is false.; sent13 -> int6: the anemone does not meet thiazine if it meets Wigner.; sent10 -> int7: the anemone does meet Wigner.; int6 & int7 -> int8: the anemone does not meet thiazine.; int8 -> int9: everything does not meet thiazine.; int9 -> int10: the tartar does not meet thiazine.; int5 & int10 -> int11: the fact that the tartar is non-phyllodial but it is a rebutter does not hold.; int11 -> int12: there exists nothing that is a kind of non-phyllodial a rebutter.; int12 -> int13: that the bootee is not phyllodial and is a kind of a rebutter does not hold.; sent11 & int13 -> int14: the Ford is not a kind of a rebutter.; sent6 & int14 -> int15: the Ford is an ophthalmology and it receives article.; int15 -> int16: the Ford is a kind of an ophthalmology.; int16 -> int17: there is something such that it is an ophthalmology.; sent4 & int17 -> int18: the fact that the pectin is both not an ophthalmology and a ashram does not hold.; sent7 & int18 -> int19: the fact that the pectin is not a size is not wrong.;
$hypothesis$ = there is something such that if it is worldly then that it is a kind of a Liberian that is not a teredo is not correct. ; $context$ = sent1: the fact that something is not phyllodial but it is a rebutter is incorrect if it does not meet thiazine. sent2: the fact that the pectin is a kind of Liberian a teredo does not hold. sent3: the pectin is not a teredo. sent4: if something is an ophthalmology that the pectin is not an ophthalmology but it is a ashram is not correct. sent5: the rosewood meets freemail but it is not a teredo if there are non-rh-positive things. sent6: the Ford is an ophthalmology and receives article if it is not a rebutter. sent7: the pectin is not a size if the fact that it is not an ophthalmology and is a ashram is not true. sent8: there exists something such that if it is worldly then it is a Liberian that is not a teredo. sent9: the pectin is not worldly if it is a kind of a Liberian that is not a teredo. sent10: everything meets Wigner. sent11: the Ford is not a kind of a rebutter if that the bootee is not phyllodial but it is a rebutter does not hold. sent12: the bunk is ecological if it receives souse and is not a straight. sent13: if something does meet Wigner it does not meet thiazine. ; $proof$ = 
void -> assump2: Let's assume that the pectin is a kind of a Liberian but it is not a teredo.; sent9 & assump2 -> int1: the pectin is not worldly.; void -> assump1: Let's assume that the pectin is worldly.; int1 & assump1 -> int2: this is contradiction.; [assump2] & int2 -> int3: that the pectin is both a Liberian and not a teredo is not right.; [assump1] & int3 -> int4: if the pectin is worldly then the fact that it is a Liberian and it is not a kind of a teredo does not hold.; int4 -> hypothesis; __PROVED__