there exists something such that it scoffs.
sent1: the snivel is a familiar. sent2: if the caustic either is practical or is a kind of a familiar or both then the snivel does not harry paperboard. sent3: there exists something such that it is a familiar. sent4: the paperboard is a fetology and encrusts Meuse. sent5: the quay scoffs if the snivel does not harry paperboard. sent6: the caustic is a kind of an absolute. sent7: the snivel is practical if that the caustic is either not a layoff or not a familiar or both is not incorrect. sent8: if the caustic is a kind of a familiar the snivel does not harry paperboard. sent9: the caustic is a layoff. sent10: the yurt does not scoff if it is Hasidic and it is not a priapism.
the snivel is practical.
$hypothesis$ = there exists something such that it scoffs. ; $context$ = sent1: the snivel is a familiar. sent2: if the caustic either is practical or is a kind of a familiar or both then the snivel does not harry paperboard. sent3: there exists something such that it is a familiar. sent4: the paperboard is a fetology and encrusts Meuse. sent5: the quay scoffs if the snivel does not harry paperboard. sent6: the caustic is a kind of an absolute. sent7: the snivel is practical if that the caustic is either not a layoff or not a familiar or both is not incorrect. sent8: if the caustic is a kind of a familiar the snivel does not harry paperboard. sent9: the caustic is a layoff. sent10: the yurt does not scoff if it is Hasidic and it is not a priapism. ; $proof$ = 
__UNKNOWN__