the methyltestosterone tops quiddity.
sent1: if the snout is antimagnetic then that the jar does not top stacks is not incorrect. sent2: the methyltestosterone is not a kind of a foreplay. sent3: the methyltestosterone is a store. sent4: that the methyltestosterone is not a foreplay if the snout tops stacks is not wrong. sent5: if the snout stores then it does malt jar. sent6: if something does not malt viroid then the fact that it is cadastral a foreplay does not hold. sent7: the snout is not antimagnetic if the jar is not a diplomate. sent8: the jar is cadastral. sent9: the fact that that something does top stacks and is a kind of a foreplay is not false is not right if it does not top quiddity. sent10: everything overwhelms and it does not top France. sent11: the Passer malts viroid and it is cadastral if the chondrule does not top France. sent12: something is not antimagnetic if it does not top stacks. sent13: if the fact that the snout does not malt jar and tops quiddity does not hold then the methyltestosterone does not tops quiddity. sent14: if the abelia does overwhelm but it does not top France the chondrule does not malt viroid. sent15: if the snout is not a kind of a store then it is a diplomate. sent16: the jar is not antimagnetic if the snout malts jar. sent17: the fact that the methyltestosterone does malt jar and it is a store hold if there exists something such that it is not antimagnetic. sent18: the jar does not top quiddity if there exists something such that it does malt viroid and is cadastral. sent19: the fact that the Passer does store and it is a diplomate is incorrect if that the chondrule is not antimagnetic hold. sent20: the jar is antimagnetic and is cadastral. sent21: the chondrule does not top stacks if that it is cadastral thing that is a foreplay is not true. sent22: the methyltestosterone does top quiddity and is not a foreplay if the snout does top stacks. sent23: the abelia overwhelms and does not top France. sent24: the pussley is a foreplay. sent25: the snout is not non-cadastral.
void -> assump1: Let's assume that the snout stores.; sent5 & assump1 -> int1: the snout malts jar.; int1 & sent16 -> int2: the jar is not antimagnetic.; sent20 -> int3: the jar is antimagnetic.; int2 & int3 -> int4: this is contradiction.; [assump1] & int4 -> int5: the snout is not a kind of a store.; int5 & sent15 -> int6: the snout is a diplomate.;
that the methyltestosterone does top quiddity is not true.
sent12 -> int7: the chondrule is not antimagnetic if it does not top stacks.; sent6 -> int8: the fact that the chondrule is a kind of cadastral thing that is a foreplay is not correct if it does not malt viroid.; sent14 & sent23 -> int9: the chondrule does not malt viroid.; int8 & int9 -> int10: the fact that the chondrule is cadastral thing that is a foreplay is incorrect.; sent21 & int10 -> int11: the fact that the chondrule tops stacks is not correct.; int7 & int11 -> int12: the chondrule is not antimagnetic.; sent19 & int12 -> int13: that the Passer is a store and it is a diplomate is false.; int13 -> int14: there is something such that the fact that it is a store and it is a diplomate is incorrect.;
$hypothesis$ = the methyltestosterone tops quiddity. ; $context$ = sent1: if the snout is antimagnetic then that the jar does not top stacks is not incorrect. sent2: the methyltestosterone is not a kind of a foreplay. sent3: the methyltestosterone is a store. sent4: that the methyltestosterone is not a foreplay if the snout tops stacks is not wrong. sent5: if the snout stores then it does malt jar. sent6: if something does not malt viroid then the fact that it is cadastral a foreplay does not hold. sent7: the snout is not antimagnetic if the jar is not a diplomate. sent8: the jar is cadastral. sent9: the fact that that something does top stacks and is a kind of a foreplay is not false is not right if it does not top quiddity. sent10: everything overwhelms and it does not top France. sent11: the Passer malts viroid and it is cadastral if the chondrule does not top France. sent12: something is not antimagnetic if it does not top stacks. sent13: if the fact that the snout does not malt jar and tops quiddity does not hold then the methyltestosterone does not tops quiddity. sent14: if the abelia does overwhelm but it does not top France the chondrule does not malt viroid. sent15: if the snout is not a kind of a store then it is a diplomate. sent16: the jar is not antimagnetic if the snout malts jar. sent17: the fact that the methyltestosterone does malt jar and it is a store hold if there exists something such that it is not antimagnetic. sent18: the jar does not top quiddity if there exists something such that it does malt viroid and is cadastral. sent19: the fact that the Passer does store and it is a diplomate is incorrect if that the chondrule is not antimagnetic hold. sent20: the jar is antimagnetic and is cadastral. sent21: the chondrule does not top stacks if that it is cadastral thing that is a foreplay is not true. sent22: the methyltestosterone does top quiddity and is not a foreplay if the snout does top stacks. sent23: the abelia overwhelms and does not top France. sent24: the pussley is a foreplay. sent25: the snout is not non-cadastral. ; $proof$ = 
void -> assump1: Let's assume that the snout stores.; sent5 & assump1 -> int1: the snout malts jar.; int1 & sent16 -> int2: the jar is not antimagnetic.; sent20 -> int3: the jar is antimagnetic.; int2 & int3 -> int4: this is contradiction.; [assump1] & int4 -> int5: the snout is not a kind of a store.; int5 & sent15 -> int6: the snout is a diplomate.; __UNKNOWN__