the amusement does not occur.
sent1: if the inconvertibleness does not occur the determinateness does not occur. sent2: that the polarness happens but the determinateness does not occur prevents that the amusement does not occur. sent3: that both the agronomicness and the spare happens is triggered by that the PM does not occur. sent4: that the inconvertibleness occurs results in the superscribing Churchill. sent5: that the profanation happens and the ceilidh does not occur brings about that the counterfeitness occurs. sent6: the PM does not occur if that both the palingeneticness and the spill happens is not true. sent7: the amusement occurs if both the polarness and the determinateness occurs. sent8: if the agronomicness does not occur then the wishing does not occur. sent9: both the polarness and the non-determinateness occurs if the inconvertibleness does not occur. sent10: the determinateness does not occur. sent11: the inconvertibleness does not occur. sent12: if the agronomicness occurs the inconvertibleness occurs but the amusement does not occur. sent13: if the sparing does not occur the fact that the inconvertibleness happens and the amusement occurs hold.
sent9 & sent11 -> int1: both the polarness and the indeterminateness happens.; sent2 & int1 -> hypothesis;
the amusement does not occur.
$hypothesis$ = the amusement does not occur. ; $context$ = sent1: if the inconvertibleness does not occur the determinateness does not occur. sent2: that the polarness happens but the determinateness does not occur prevents that the amusement does not occur. sent3: that both the agronomicness and the spare happens is triggered by that the PM does not occur. sent4: that the inconvertibleness occurs results in the superscribing Churchill. sent5: that the profanation happens and the ceilidh does not occur brings about that the counterfeitness occurs. sent6: the PM does not occur if that both the palingeneticness and the spill happens is not true. sent7: the amusement occurs if both the polarness and the determinateness occurs. sent8: if the agronomicness does not occur then the wishing does not occur. sent9: both the polarness and the non-determinateness occurs if the inconvertibleness does not occur. sent10: the determinateness does not occur. sent11: the inconvertibleness does not occur. sent12: if the agronomicness occurs the inconvertibleness occurs but the amusement does not occur. sent13: if the sparing does not occur the fact that the inconvertibleness happens and the amusement occurs hold. ; $proof$ = 
sent9 & sent11 -> int1: both the polarness and the indeterminateness happens.; sent2 & int1 -> hypothesis; __DISPROVED__