the paca does not ensconce pteridology and it is not a kind of a stiff.
sent1: if the primer is not a stiff the vardenafil does not ensconce Gaza and is not a kind of a stiff. sent2: the paca does not ensconce pteridology. sent3: the fact that the fact that the picture is not a juniper and is not a dribble does not hold is not wrong. sent4: something is not a kind of a visitation but it is a kind of a stiff. sent5: if the fact that the primer is not a stiff is not incorrect then the paca does not ensconce pteridology and is not a stiff. sent6: if the primer is a juniper the amorpha is not stiff. sent7: the vardenafil does not ensconce Gaza if that the picture is not a kind of a dribble and it is non-geometric is not true. sent8: if the amorpha is not a juniper then the chutzpanik is both not a visitation and not a juniper. sent9: the fact that the picture does not fish self-insurance and is geometric is not right. sent10: if the amorpha is a kind of a juniper the primer is not stiff. sent11: if something that is not a visitation does fish self-insurance the amorpha is a juniper. sent12: there exists something such that it is both not a dribble and geometric. sent13: the chutzpanik is not a kind of a visitation and fishes self-insurance if the vardenafil does fishes self-insurance. sent14: that the picture is not a dribble and it is not geometric is wrong. sent15: the primer does ensconce Gaza if it is not a stiff.
sent7 & sent14 -> int1: the vardenafil does not ensconce Gaza.;
$hypothesis$ = the paca does not ensconce pteridology and it is not a kind of a stiff. ; $context$ = sent1: if the primer is not a stiff the vardenafil does not ensconce Gaza and is not a kind of a stiff. sent2: the paca does not ensconce pteridology. sent3: the fact that the fact that the picture is not a juniper and is not a dribble does not hold is not wrong. sent4: something is not a kind of a visitation but it is a kind of a stiff. sent5: if the fact that the primer is not a stiff is not incorrect then the paca does not ensconce pteridology and is not a stiff. sent6: if the primer is a juniper the amorpha is not stiff. sent7: the vardenafil does not ensconce Gaza if that the picture is not a kind of a dribble and it is non-geometric is not true. sent8: if the amorpha is not a juniper then the chutzpanik is both not a visitation and not a juniper. sent9: the fact that the picture does not fish self-insurance and is geometric is not right. sent10: if the amorpha is a kind of a juniper the primer is not stiff. sent11: if something that is not a visitation does fish self-insurance the amorpha is a juniper. sent12: there exists something such that it is both not a dribble and geometric. sent13: the chutzpanik is not a kind of a visitation and fishes self-insurance if the vardenafil does fishes self-insurance. sent14: that the picture is not a dribble and it is not geometric is wrong. sent15: the primer does ensconce Gaza if it is not a stiff. ; $proof$ = 
sent7 & sent14 -> int1: the vardenafil does not ensconce Gaza.; __UNKNOWN__