the emptiness restarts valet and it is conquerable.
sent1: the emptiness is conquerable if it is achondroplastic. sent2: there is something such that it is not a kind of a ossuary. sent3: if the inkle is not minors then it is a ossuary that does not restart valet. sent4: the emptiness restarts valet if there exists something such that it is not minors or it is a Youngstown or both. sent5: the Ultrasuede is an exposition. sent6: everything is a kind of an exposition and it is achondroplastic.
sent6 -> int1: that the emptiness is an exposition and it is achondroplastic is true.; int1 -> int2: the emptiness is achondroplastic.; sent1 & int2 -> int3: the emptiness is conquerable.;
that the emptiness restarts valet and is conquerable is false.
$hypothesis$ = the emptiness restarts valet and it is conquerable. ; $context$ = sent1: the emptiness is conquerable if it is achondroplastic. sent2: there is something such that it is not a kind of a ossuary. sent3: if the inkle is not minors then it is a ossuary that does not restart valet. sent4: the emptiness restarts valet if there exists something such that it is not minors or it is a Youngstown or both. sent5: the Ultrasuede is an exposition. sent6: everything is a kind of an exposition and it is achondroplastic. ; $proof$ = 
sent6 -> int1: that the emptiness is an exposition and it is achondroplastic is true.; int1 -> int2: the emptiness is achondroplastic.; sent1 & int2 -> int3: the emptiness is conquerable.; __UNKNOWN__