the guitarfish is not a stickball and not a daystar.
sent1: that everything is a pressing and it is a paving hold. sent2: the narrowboat is topological if the guitarfish is somatosensory. sent3: something is a daystar if it is a kind of a heliogram. sent4: the guitarfish is not terminological but it is somatosensory if the vault is somatosensory. sent5: the guitarfish does press and it is a kind of a checksum. sent6: the Bologna is not a pressing if the hobby is not a heliogram but it is terminological. sent7: the sling is terminological. sent8: if the vault is resentful it is terminological. sent9: the guitarfish is not terminological but it is a daystar if the hobby is a daystar. sent10: the Bologna is topological. sent11: that the Bologna is a daystar is not false. sent12: the hobby is not a heliogram and is terminological if the vault is terminological. sent13: the hobby is not expressible but it is a polyvalence. sent14: if the fact that the Bologna is both not a pressing and not a heliogram is not correct it is somatosensory. sent15: the chainsaw is terminological. sent16: if the narrowboat is topological that the vault is resentful is not false. sent17: the vault is somatosensory if the guitarfish is somatosensory. sent18: the fact that the guitarfish is terminological but it is not a stickball is false. sent19: the Bologna is intertribal.
void -> assump1: Let's assume that the fact that the guitarfish is not a stickball and is not a daystar is incorrect.; sent1 -> int1: the Bologna does press and it is a paving.; int1 -> int2: the Bologna presses.;
$hypothesis$ = the guitarfish is not a stickball and not a daystar. ; $context$ = sent1: that everything is a pressing and it is a paving hold. sent2: the narrowboat is topological if the guitarfish is somatosensory. sent3: something is a daystar if it is a kind of a heliogram. sent4: the guitarfish is not terminological but it is somatosensory if the vault is somatosensory. sent5: the guitarfish does press and it is a kind of a checksum. sent6: the Bologna is not a pressing if the hobby is not a heliogram but it is terminological. sent7: the sling is terminological. sent8: if the vault is resentful it is terminological. sent9: the guitarfish is not terminological but it is a daystar if the hobby is a daystar. sent10: the Bologna is topological. sent11: that the Bologna is a daystar is not false. sent12: the hobby is not a heliogram and is terminological if the vault is terminological. sent13: the hobby is not expressible but it is a polyvalence. sent14: if the fact that the Bologna is both not a pressing and not a heliogram is not correct it is somatosensory. sent15: the chainsaw is terminological. sent16: if the narrowboat is topological that the vault is resentful is not false. sent17: the vault is somatosensory if the guitarfish is somatosensory. sent18: the fact that the guitarfish is terminological but it is not a stickball is false. sent19: the Bologna is intertribal. ; $proof$ = 
void -> assump1: Let's assume that the fact that the guitarfish is not a stickball and is not a daystar is incorrect.; sent1 -> int1: the Bologna does press and it is a paving.; int1 -> int2: the Bologna presses.; __UNKNOWN__