if the halving backwater does not occur then the whist occurs.
sent1: if the casino occurs the whist occurs. sent2: the fact that both the flicking and the casino happens does not hold. sent3: the moor occurs if the halving backwater happens. sent4: both the whist and the halving backwater occurs if the diving monosyllable does not occur. sent5: that that the flicking happens but the casino does not occur is not wrong does not hold if the halving backwater occurs. sent6: if that the flicking but not the casino happens does not hold the whist happens. sent7: if the halving backwater does not occur then that the flicking occurs and the casino happens does not hold. sent8: that the whist does not occur is prevented by that the halving backwater happens.
the moor occurs.
$hypothesis$ = if the halving backwater does not occur then the whist occurs. ; $context$ = sent1: if the casino occurs the whist occurs. sent2: the fact that both the flicking and the casino happens does not hold. sent3: the moor occurs if the halving backwater happens. sent4: both the whist and the halving backwater occurs if the diving monosyllable does not occur. sent5: that that the flicking happens but the casino does not occur is not wrong does not hold if the halving backwater occurs. sent6: if that the flicking but not the casino happens does not hold the whist happens. sent7: if the halving backwater does not occur then that the flicking occurs and the casino happens does not hold. sent8: that the whist does not occur is prevented by that the halving backwater happens. ; $proof$ = 
__UNKNOWN__