that the doghouse is not postnatal and does not deny is incorrect.
sent1: the poppy is uncut thing that does reschedule poppy. sent2: that the krummhorn is not a Cassirer and it is not unwelcome is wrong. sent3: that something does cut is not false. sent4: if something that crossbreeds ameloblast reschedules chessboard then the krummhorn is not a Cassirer. sent5: if the fact that the redeposition is centroidal does not hold then the oracle does not crossbreed Doolittle. sent6: something is not postnatal and does not deny if it does not crossbreed ameloblast. sent7: The chessboard does reschedule reeler. sent8: if the reeler does not crossbreed ameloblast then that the poppy is uncut thing that reschedules poppy is not correct. sent9: if the oracle does not crossbreed Doolittle then that the doghouse is not postnatal and does not deny is not correct. sent10: the oracle does not crossbreed Doolittle if the redeposition is unwelcome. sent11: if the krummhorn is not a Cassirer then the redeposition is not welcome or not centroidal or both.
void -> assump1: Let's assume that the reeler does not crossbreed ameloblast.; sent8 & assump1 -> int1: that the poppy is not a cut and reschedules poppy does not hold.; int1 & sent1 -> int2: this is contradiction.; [assump1] & int2 -> int3: the reeler does crossbreed ameloblast.;
the doghouse is not postnatal and it does not deny.
sent6 -> int4: if that the doghouse does not crossbreed ameloblast is not wrong then it is not postnatal and it does not deny.;
$hypothesis$ = that the doghouse is not postnatal and does not deny is incorrect. ; $context$ = sent1: the poppy is uncut thing that does reschedule poppy. sent2: that the krummhorn is not a Cassirer and it is not unwelcome is wrong. sent3: that something does cut is not false. sent4: if something that crossbreeds ameloblast reschedules chessboard then the krummhorn is not a Cassirer. sent5: if the fact that the redeposition is centroidal does not hold then the oracle does not crossbreed Doolittle. sent6: something is not postnatal and does not deny if it does not crossbreed ameloblast. sent7: The chessboard does reschedule reeler. sent8: if the reeler does not crossbreed ameloblast then that the poppy is uncut thing that reschedules poppy is not correct. sent9: if the oracle does not crossbreed Doolittle then that the doghouse is not postnatal and does not deny is not correct. sent10: the oracle does not crossbreed Doolittle if the redeposition is unwelcome. sent11: if the krummhorn is not a Cassirer then the redeposition is not welcome or not centroidal or both. ; $proof$ = 
void -> assump1: Let's assume that the reeler does not crossbreed ameloblast.; sent8 & assump1 -> int1: that the poppy is not a cut and reschedules poppy does not hold.; int1 & sent1 -> int2: this is contradiction.; [assump1] & int2 -> int3: the reeler does crossbreed ameloblast.; __UNKNOWN__