that the arousing happens is right.
sent1: the fact that the arousing does not occur and the championship does not occur is false if the meaning histone does not occur. sent2: the championship occurs. sent3: if both the bioclimaticness and the sleeping Panicum occurs the inexpedientness does not occur. sent4: the meaning histone happens. sent5: the interviewing does not occur. sent6: the arousing is prevented by that both the championship and the meaning histone occurs. sent7: if the congregating and the Amharicness occurs that the imparting binary does not occur hold.
sent2 & sent4 -> int1: the championship occurs and the meaning histone happens.; sent6 & int1 -> hypothesis;
the arousing happens.
$hypothesis$ = that the arousing happens is right. ; $context$ = sent1: the fact that the arousing does not occur and the championship does not occur is false if the meaning histone does not occur. sent2: the championship occurs. sent3: if both the bioclimaticness and the sleeping Panicum occurs the inexpedientness does not occur. sent4: the meaning histone happens. sent5: the interviewing does not occur. sent6: the arousing is prevented by that both the championship and the meaning histone occurs. sent7: if the congregating and the Amharicness occurs that the imparting binary does not occur hold. ; $proof$ = 
sent2 & sent4 -> int1: the championship occurs and the meaning histone happens.; sent6 & int1 -> hypothesis; __DISPROVED__