the factorizing Impressionism does not occur and the Egyptian does not occur.
sent1: if that the factorizing toast occurs but the sassing does not occur is not right then the awarding thirtieth happens. sent2: if the sassing happens then not the dream but the obscuring karate occurs. sent3: the sorting does not occur. sent4: the factorizing Impressionism does not occur and the Egyptianness does not occur if the steroidalness does not occur. sent5: the factorizing Impressionism does not occur. sent6: if the dream does not occur then the steroidalness does not occur. sent7: the discourtesy happens. sent8: if the adornment does not occur then the factorizing toast happens. sent9: the cleistogamy happens. sent10: that the obscuring karate occurs is triggered by the sass. sent11: that the sass does not occur causes either that the adornment does not occur or the non-endodonticsness or both. sent12: if both the non-differentiableness and the caulescentness occurs then the factorizing Impressionism does not occur. sent13: the factorizing toast occurs if the endodonticsness does not occur.
void -> assump1: Let's assume that the sassing does not occur.; sent11 & assump1 -> int1: the adornment does not occur or the endodonticsness does not occur or both.; int1 & sent8 & sent13 -> int2: the factorizing toast occurs.;
the awarding thirtieth happens.
$hypothesis$ = the factorizing Impressionism does not occur and the Egyptian does not occur. ; $context$ = sent1: if that the factorizing toast occurs but the sassing does not occur is not right then the awarding thirtieth happens. sent2: if the sassing happens then not the dream but the obscuring karate occurs. sent3: the sorting does not occur. sent4: the factorizing Impressionism does not occur and the Egyptianness does not occur if the steroidalness does not occur. sent5: the factorizing Impressionism does not occur. sent6: if the dream does not occur then the steroidalness does not occur. sent7: the discourtesy happens. sent8: if the adornment does not occur then the factorizing toast happens. sent9: the cleistogamy happens. sent10: that the obscuring karate occurs is triggered by the sass. sent11: that the sass does not occur causes either that the adornment does not occur or the non-endodonticsness or both. sent12: if both the non-differentiableness and the caulescentness occurs then the factorizing Impressionism does not occur. sent13: the factorizing toast occurs if the endodonticsness does not occur. ; $proof$ = 
void -> assump1: Let's assume that the sassing does not occur.; sent11 & assump1 -> int1: the adornment does not occur or the endodonticsness does not occur or both.; int1 & sent8 & sent13 -> int2: the factorizing toast occurs.; __UNKNOWN__