there is something such that it is not malarial.
sent1: if something does not reciprocate locator and does not dandle lockage then the Zinfandel is associational. sent2: something does reciprocate locator and does not dandle lockage. sent3: something is a kind of a Geisel if it is not a rental and/or does spoof Kennewick. sent4: something is not malarial if it cleans. sent5: that if the Zinfandel is cerebrospinal then the province does not betray and/or does transact is correct. sent6: if something is stative the fact that it is associational and it is not inoffensive is false. sent7: if the fact that the Zinfandel is inoffensive is not incorrect it is cerebrospinal. sent8: the province betrays and/or it does transact. sent9: if something is not associational then the fact that it does not reciprocate locator is not incorrect. sent10: if either something does not betray or it does transact or both it is a cleaning. sent11: the Zinfandel is stative thing that is calcifugous.
void -> assump1: Let's assume that the Zinfandel is not inoffensive.; sent6 -> int1: if the Zinfandel is stative that that it is associational and not inoffensive is correct is not correct.; sent11 -> int2: the Zinfandel is stative.; int1 & int2 -> int3: the fact that the Zinfandel is associational thing that is not inoffensive is wrong.; sent10 -> int4: if the province does not betray and/or transacts the fact that it is not a cleaning does not hold.; sent4 -> int5: if the province does clean then it is not malarial.;
the searcher does not reciprocate locator.
sent9 -> int6: the searcher does not reciprocate locator if the fact that it is not associational is right.;
$hypothesis$ = there is something such that it is not malarial. ; $context$ = sent1: if something does not reciprocate locator and does not dandle lockage then the Zinfandel is associational. sent2: something does reciprocate locator and does not dandle lockage. sent3: something is a kind of a Geisel if it is not a rental and/or does spoof Kennewick. sent4: something is not malarial if it cleans. sent5: that if the Zinfandel is cerebrospinal then the province does not betray and/or does transact is correct. sent6: if something is stative the fact that it is associational and it is not inoffensive is false. sent7: if the fact that the Zinfandel is inoffensive is not incorrect it is cerebrospinal. sent8: the province betrays and/or it does transact. sent9: if something is not associational then the fact that it does not reciprocate locator is not incorrect. sent10: if either something does not betray or it does transact or both it is a cleaning. sent11: the Zinfandel is stative thing that is calcifugous. ; $proof$ = 
void -> assump1: Let's assume that the Zinfandel is not inoffensive.; sent6 -> int1: if the Zinfandel is stative that that it is associational and not inoffensive is correct is not correct.; sent11 -> int2: the Zinfandel is stative.; int1 & int2 -> int3: the fact that the Zinfandel is associational thing that is not inoffensive is wrong.; sent10 -> int4: if the province does not betray and/or transacts the fact that it is not a cleaning does not hold.; sent4 -> int5: if the province does clean then it is not malarial.; __UNKNOWN__