the Dominique is nonrandom.
sent1: the Dominique is not archegonial if it either reciprocates Zygophyllum or is not archegonial or both. sent2: something reciprocates instructress. sent3: there is something such that the fact that it does not champion Chenopodium is not wrong. sent4: the Dominique does champion Chenopodium if the mallow is nonrandom. sent5: if something does not reciprocate gharry then it is not non-archegonial. sent6: if the haloalkane does not champion Chenopodium but it is a kind of a RTLT it is archegonial. sent7: if the mallow champions Chenopodium the haloalkane is a RTLT. sent8: something is not a kind of an umbilical and reciprocates instructress. sent9: if that the mallow is not a ablaut and reciprocates gharry hold then it does champion Chenopodium. sent10: the mallow reciprocates gharry. sent11: if there is something such that it is not an umbilical and does reciprocate instructress then the haloalkane reciprocates Zygophyllum. sent12: something is archegonial if that it is not a ablaut and reciprocates gharry does not hold. sent13: something is not umbilical. sent14: the mallow is a kind of a RTLT if the fact that it is a ablaut and does champion Chenopodium is not wrong. sent15: something that is a kind of a RTLT is not nonrandom. sent16: the mallow is archegonial if it does not reciprocate gharry. sent17: if something reciprocates Zygophyllum it is not a RTLT. sent18: the Dominique is nonrandom if the mallow is archegonial. sent19: there exists something such that it is umbilical thing that does reciprocate instructress. sent20: the cause is alexic if it is bauxitic. sent21: the mallow does reciprocate Zygophyllum.
void -> assump1: Let's assume that the mallow is not a kind of a ablaut and reciprocates gharry.; sent9 & assump1 -> int1: the mallow does champion Chenopodium.; int1 & sent7 -> int2: the haloalkane is a RTLT.; sent17 -> int3: the haloalkane is not a RTLT if it reciprocates Zygophyllum.; sent8 & sent11 -> int4: the haloalkane does reciprocate Zygophyllum.; int3 & int4 -> int5: the haloalkane is not a RTLT.; int2 & int5 -> int6: this is contradiction.; [assump1] & int6 -> int7: the fact that the mallow is not a kind of a ablaut and does reciprocate gharry is not true.; sent12 -> int8: the mallow is archegonial if that it is not a kind of a ablaut and does reciprocate gharry is not correct.; int7 & int8 -> int9: the mallow is archegonial.; int9 & sent18 -> hypothesis;
the Dominique is not nonrandom.
$hypothesis$ = the Dominique is nonrandom. ; $context$ = sent1: the Dominique is not archegonial if it either reciprocates Zygophyllum or is not archegonial or both. sent2: something reciprocates instructress. sent3: there is something such that the fact that it does not champion Chenopodium is not wrong. sent4: the Dominique does champion Chenopodium if the mallow is nonrandom. sent5: if something does not reciprocate gharry then it is not non-archegonial. sent6: if the haloalkane does not champion Chenopodium but it is a kind of a RTLT it is archegonial. sent7: if the mallow champions Chenopodium the haloalkane is a RTLT. sent8: something is not a kind of an umbilical and reciprocates instructress. sent9: if that the mallow is not a ablaut and reciprocates gharry hold then it does champion Chenopodium. sent10: the mallow reciprocates gharry. sent11: if there is something such that it is not an umbilical and does reciprocate instructress then the haloalkane reciprocates Zygophyllum. sent12: something is archegonial if that it is not a ablaut and reciprocates gharry does not hold. sent13: something is not umbilical. sent14: the mallow is a kind of a RTLT if the fact that it is a ablaut and does champion Chenopodium is not wrong. sent15: something that is a kind of a RTLT is not nonrandom. sent16: the mallow is archegonial if it does not reciprocate gharry. sent17: if something reciprocates Zygophyllum it is not a RTLT. sent18: the Dominique is nonrandom if the mallow is archegonial. sent19: there exists something such that it is umbilical thing that does reciprocate instructress. sent20: the cause is alexic if it is bauxitic. sent21: the mallow does reciprocate Zygophyllum. ; $proof$ = 
void -> assump1: Let's assume that the mallow is not a kind of a ablaut and reciprocates gharry.; sent9 & assump1 -> int1: the mallow does champion Chenopodium.; int1 & sent7 -> int2: the haloalkane is a RTLT.; sent17 -> int3: the haloalkane is not a RTLT if it reciprocates Zygophyllum.; sent8 & sent11 -> int4: the haloalkane does reciprocate Zygophyllum.; int3 & int4 -> int5: the haloalkane is not a RTLT.; int2 & int5 -> int6: this is contradiction.; [assump1] & int6 -> int7: the fact that the mallow is not a kind of a ablaut and does reciprocate gharry is not true.; sent12 -> int8: the mallow is archegonial if that it is not a kind of a ablaut and does reciprocate gharry is not correct.; int7 & int8 -> int9: the mallow is archegonial.; int9 & sent18 -> hypothesis; __PROVED__