there are homiletic and terpsichorean things.
sent1: something is homiletic. sent2: that the diploid is a trouble is not incorrect. sent3: the Hussite crops weaver. sent4: if something does persist it does trouble. sent5: the Chianti is a list and a Nintu. sent6: the burg slices. sent7: that the burg is not diametral and/or it does not anticipate gamble is not right. sent8: the indentation is Aleutian if that the burg does not trouble but it is Aleutian is not right. sent9: the burg persists if that it is not botulinal and/or does not crop weaver is not true. sent10: if the burg is a kind of a trouble the Chianti is homiletic. sent11: if something is Aleutian then it is botulinal. sent12: the sheepherder is a trouble. sent13: something is terpsichorean if it is Aleutian. sent14: the diploid does crop weaver. sent15: the fact that the burg persists is true if the fact that it is botulinal or it does not crop weaver or both does not hold. sent16: if something is homiletic that it crops weaver is not false. sent17: the burg does persist if that it is not botulinal and/or it crops weaver is false. sent18: if the Chianti does crop weaver the burg is homiletic. sent19: the fact that the burg is not botulinal and/or does not crop weaver is not true. sent20: the diploid is Aleutian. sent21: the diploid is a NC. sent22: something is terpsichorean. sent23: the fact that the Excellency is not a kind of a housepaint and/or it is not terpsichorean is incorrect. sent24: the Chianti is Aleutian if the diploid is Aleutian.
sent9 & sent19 -> int1: that the burg does persist is correct.; sent4 -> int2: the burg does trouble if it persists.; int1 & int2 -> int3: the burg is a trouble.; int3 & sent10 -> int4: the Chianti is homiletic.; sent13 -> int5: if the Chianti is Aleutian it is terpsichorean.; sent24 & sent20 -> int6: the Chianti is Aleutian.; int5 & int6 -> int7: the Chianti is terpsichorean.; int4 & int7 -> int8: the Chianti is homiletic and not non-terpsichorean.; int8 -> hypothesis;
the indentation is Aleutian.
$hypothesis$ = there are homiletic and terpsichorean things. ; $context$ = sent1: something is homiletic. sent2: that the diploid is a trouble is not incorrect. sent3: the Hussite crops weaver. sent4: if something does persist it does trouble. sent5: the Chianti is a list and a Nintu. sent6: the burg slices. sent7: that the burg is not diametral and/or it does not anticipate gamble is not right. sent8: the indentation is Aleutian if that the burg does not trouble but it is Aleutian is not right. sent9: the burg persists if that it is not botulinal and/or does not crop weaver is not true. sent10: if the burg is a kind of a trouble the Chianti is homiletic. sent11: if something is Aleutian then it is botulinal. sent12: the sheepherder is a trouble. sent13: something is terpsichorean if it is Aleutian. sent14: the diploid does crop weaver. sent15: the fact that the burg persists is true if the fact that it is botulinal or it does not crop weaver or both does not hold. sent16: if something is homiletic that it crops weaver is not false. sent17: the burg does persist if that it is not botulinal and/or it crops weaver is false. sent18: if the Chianti does crop weaver the burg is homiletic. sent19: the fact that the burg is not botulinal and/or does not crop weaver is not true. sent20: the diploid is Aleutian. sent21: the diploid is a NC. sent22: something is terpsichorean. sent23: the fact that the Excellency is not a kind of a housepaint and/or it is not terpsichorean is incorrect. sent24: the Chianti is Aleutian if the diploid is Aleutian. ; $proof$ = 
sent9 & sent19 -> int1: that the burg does persist is correct.; sent4 -> int2: the burg does trouble if it persists.; int1 & int2 -> int3: the burg is a trouble.; int3 & sent10 -> int4: the Chianti is homiletic.; sent13 -> int5: if the Chianti is Aleutian it is terpsichorean.; sent24 & sent20 -> int6: the Chianti is Aleutian.; int5 & int6 -> int7: the Chianti is terpsichorean.; int4 & int7 -> int8: the Chianti is homiletic and not non-terpsichorean.; int8 -> hypothesis; __PROVED__