there is something such that if it does skydive the fact that it is not apophatic is correct.
sent1: the fact that there is something such that if it skydives it is apophatic is correct. sent2: the parchment does not play friendship if it does average dyspeptic. sent3: something averages buckboard but it is not closed if it is apophatic. sent4: the parchment is Aleutians thing that is not a cholangiography if it is spectral. sent5: the parchment does average amaretto. sent6: the parchment is Aleutians if it is spectral. sent7: if the parchment does skydive then it is spectral. sent8: the parchment is Aleutians. sent9: the parchment is apophatic. sent10: if the registrar is a bonanza it does not play booboisie. sent11: the parchment is a executant. sent12: if the parchment is Aleutians but it is not a cholangiography then it is not apophatic. sent13: the parchment is apophatic if it is Aleutians and it is not a cholangiography. sent14: the parchment is a kind of a Kiwi if it hibachis. sent15: if the pimozide skydives and is not a nick it does not overturn southeast. sent16: the parchment is a Beaverbrook. sent17: the parchment is a kind of a hobby. sent18: the parchment is a whiz but it is nontaxable. sent19: if the parchment does skydive then it is apophatic. sent20: if the bullet does skydive but it is not a coot it is not a candlestick. sent21: the torte does not average Ledbetter if it averages mystique. sent22: the parchment is not apophatic if it is British.
void -> assump1: Let's assume that the parchment skydives.; sent7 & assump1 -> int1: the parchment is spectral.; int1 & sent4 -> int2: the parchment is a kind of Aleutians thing that is not a kind of a cholangiography.; int2 & sent12 -> int3: the parchment is not apophatic.; [assump1] & int3 -> int4: the parchment is not apophatic if it skydives.; int4 -> hypothesis;
if the importer is apophatic then it averages buckboard and it does not close.
sent3 -> hypothesis;
$hypothesis$ = there is something such that if it does skydive the fact that it is not apophatic is correct. ; $context$ = sent1: the fact that there is something such that if it skydives it is apophatic is correct. sent2: the parchment does not play friendship if it does average dyspeptic. sent3: something averages buckboard but it is not closed if it is apophatic. sent4: the parchment is Aleutians thing that is not a cholangiography if it is spectral. sent5: the parchment does average amaretto. sent6: the parchment is Aleutians if it is spectral. sent7: if the parchment does skydive then it is spectral. sent8: the parchment is Aleutians. sent9: the parchment is apophatic. sent10: if the registrar is a bonanza it does not play booboisie. sent11: the parchment is a executant. sent12: if the parchment is Aleutians but it is not a cholangiography then it is not apophatic. sent13: the parchment is apophatic if it is Aleutians and it is not a cholangiography. sent14: the parchment is a kind of a Kiwi if it hibachis. sent15: if the pimozide skydives and is not a nick it does not overturn southeast. sent16: the parchment is a Beaverbrook. sent17: the parchment is a kind of a hobby. sent18: the parchment is a whiz but it is nontaxable. sent19: if the parchment does skydive then it is apophatic. sent20: if the bullet does skydive but it is not a coot it is not a candlestick. sent21: the torte does not average Ledbetter if it averages mystique. sent22: the parchment is not apophatic if it is British. ; $proof$ = 
void -> assump1: Let's assume that the parchment skydives.; sent7 & assump1 -> int1: the parchment is spectral.; int1 & sent4 -> int2: the parchment is a kind of Aleutians thing that is not a kind of a cholangiography.; int2 & sent12 -> int3: the parchment is not apophatic.; [assump1] & int3 -> int4: the parchment is not apophatic if it skydives.; int4 -> hypothesis; __PROVED__