that the overtaking but not the calcificness happens is false.
sent1: the garnering denture is brought about by that the residence occurs. sent2: the residence and the garnering Normandie occurs. sent3: if the self-assertion does not occur but the boustrophedonicness happens the aquatics does not occur. sent4: the inconspicuousness does not occur. sent5: if the garnering denture occurs and the denying trammel happens then the self-assertion does not occur. sent6: the boustrophedonicness occurs. sent7: that the overtaking happens and the calcificness happens does not hold. sent8: if the denying trammel does not occur then either the garnering denture does not occur or the garnering Normandie occurs or both. sent9: that both the overtaking and the non-calcificness occurs does not hold if the aquatics does not occur. sent10: the fact that if the aquaticsness does not occur then that the overtaking and the calcificness happens does not hold is right. sent11: both the overtaking and the non-calcificness happens if the residence does not occur.
sent2 -> int1: the residence occurs.; int1 & sent1 -> int2: the garnering denture occurs.;
the overtaking and the non-calcificness occurs.
$hypothesis$ = that the overtaking but not the calcificness happens is false. ; $context$ = sent1: the garnering denture is brought about by that the residence occurs. sent2: the residence and the garnering Normandie occurs. sent3: if the self-assertion does not occur but the boustrophedonicness happens the aquatics does not occur. sent4: the inconspicuousness does not occur. sent5: if the garnering denture occurs and the denying trammel happens then the self-assertion does not occur. sent6: the boustrophedonicness occurs. sent7: that the overtaking happens and the calcificness happens does not hold. sent8: if the denying trammel does not occur then either the garnering denture does not occur or the garnering Normandie occurs or both. sent9: that both the overtaking and the non-calcificness occurs does not hold if the aquatics does not occur. sent10: the fact that if the aquaticsness does not occur then that the overtaking and the calcificness happens does not hold is right. sent11: both the overtaking and the non-calcificness happens if the residence does not occur. ; $proof$ = 
sent2 -> int1: the residence occurs.; int1 & sent1 -> int2: the garnering denture occurs.; __UNKNOWN__