the divisibleness does not occur and the inventorying does not occur.
sent1: the vesiculating occurs. sent2: the fact that the divisibleness does not occur and the inventory does not occur does not hold if the vesiculating does not occur. sent3: the divisibleness does not occur. sent4: the topicalness happens. sent5: if the payoff does not occur then the guttering annunciator and the bioluminescence occurs. sent6: that the vesiculating and the topicalness occurs yields that the inventorying does not occur. sent7: that the topicalness does not occur is not false if the fact that the trussing septectomy happens and the requiescat does not occur does not hold. sent8: if that the vesiculating occurs but the tallying does not occur is wrong then the vesiculating does not occur. sent9: the payoff does not occur if the fact that the unguiculateness does not occur and/or the acaudateness does not occur is not correct. sent10: the fact that the trussing septectomy happens but the requiescat does not occur is false if the fact that the guttering annunciator occurs is not incorrect.
sent1 & sent4 -> int1: that both the vesiculating and the topicalness happens is true.; int1 & sent6 -> int2: the inventory does not occur.; int2 & sent3 -> hypothesis;
the fact that the divisibleness does not occur and the inventory does not occur is false.
$hypothesis$ = the divisibleness does not occur and the inventorying does not occur. ; $context$ = sent1: the vesiculating occurs. sent2: the fact that the divisibleness does not occur and the inventory does not occur does not hold if the vesiculating does not occur. sent3: the divisibleness does not occur. sent4: the topicalness happens. sent5: if the payoff does not occur then the guttering annunciator and the bioluminescence occurs. sent6: that the vesiculating and the topicalness occurs yields that the inventorying does not occur. sent7: that the topicalness does not occur is not false if the fact that the trussing septectomy happens and the requiescat does not occur does not hold. sent8: if that the vesiculating occurs but the tallying does not occur is wrong then the vesiculating does not occur. sent9: the payoff does not occur if the fact that the unguiculateness does not occur and/or the acaudateness does not occur is not correct. sent10: the fact that the trussing septectomy happens but the requiescat does not occur is false if the fact that the guttering annunciator occurs is not incorrect. ; $proof$ = 
sent1 & sent4 -> int1: that both the vesiculating and the topicalness happens is true.; int1 & sent6 -> int2: the inventory does not occur.; int2 & sent3 -> hypothesis; __PROVED__