the stairway does not destain Calliope.
sent1: that the stairway is not a pregnancy and/or is unreverberant does not hold. sent2: something that is a gnu is either a incandescence or not a breakaway or both. sent3: the topmast is not a pregnancy if the stairway evaluates and is not unreverberant. sent4: that the winch does not forage or it is a kind of a breakaway or both is incorrect if the topmast is not a kind of a pregnancy. sent5: if something is ungregarious then it is a gnu. sent6: if something is a breakaway it is a pregnancy and it does not forage. sent7: the topmast is a kind of sabbatical thing that is not natal. sent8: that the collie does not destain primogeniture but it is chelate is false. sent9: if something is a saved then it is not a photogravure and/or it muffs boardwalk. sent10: if the fact that the stairway is a incandescence but not a breakaway is not right then it is not unreverberant. sent11: the fact that either the terreplein is not a breakaway or it is lobular or both is incorrect. sent12: if either something is not a photogravure or it does muff boardwalk or both that the winch muff boardwalk is correct. sent13: if the fact that that the stairway evaluates but it is not unreverberant is not true is correct it does not destain Calliope. sent14: there is nothing such that it is a iodotyrosine and it is orthographic. sent15: the fact that something is not an indexing if that it is a iodotyrosine and orthographic is not true is not incorrect. sent16: the collie is ungregarious if that it does not destain primogeniture and does chelate is false. sent17: that the winch is a incandescence is true. sent18: if the topmast is a pregnancy and does not forage the stairway does destain Calliope. sent19: the winch is not a kind of a breakaway if the collie is not a breakaway. sent20: something is electoral and it is a saved if it is not a kind of an indexing. sent21: if the collie is a kind of a incandescence the winch is not a kind of a breakaway.
void -> assump1: Let's assume that the stairway does evaluate and is not unreverberant.; sent3 & assump1 -> int1: the topmast is not a pregnancy.; int1 & sent4 -> int2: that the winch does not forage and/or is a breakaway is false.;
the stairway does destain Calliope.
sent6 -> int3: the fact that the topmast is the pregnancy and does not forage if the topmast is a breakaway hold.; sent5 -> int4: the collie is a gnu if it is ungregarious.; sent16 & sent8 -> int5: the collie is ungregarious.; int4 & int5 -> int6: the collie is a kind of a gnu.; sent2 -> int7: that the collie is a incandescence or not a breakaway or both is true if it is a gnu.; int6 & int7 -> int8: the collie is either a incandescence or not a breakaway or both.; sent19 & sent21 & int8 -> int9: the winch is not a breakaway.; sent15 -> int10: the garbageman does not index if the fact that it is a kind of a iodotyrosine and it is orthographic does not hold.; sent14 -> int11: that the garbageman is a iodotyrosine and is orthographic is wrong.; int10 & int11 -> int12: the garbageman does not index.; sent20 -> int13: if the garbageman is not a kind of an indexing it is not non-electoral and it is a saved.; int12 & int13 -> int14: the fact that the garbageman is not non-electoral and it saves hold.; int14 -> int15: everything is electoral and it is a saved.; int15 -> int16: the diemaker is both electoral and a saved.; int16 -> int17: the diemaker saves.; sent9 -> int18: the diemaker is not a photogravure and/or it muffs boardwalk if it is a saved.; int17 & int18 -> int19: the diemaker is not a kind of a photogravure and/or muffs boardwalk.; int19 -> int20: there exists something such that it is not a photogravure and/or it does muff boardwalk.; sent12 & int20 -> int21: the winch does muff boardwalk.; int9 & int21 -> int22: the winch muffs boardwalk but it is not a breakaway.;
$hypothesis$ = the stairway does not destain Calliope. ; $context$ = sent1: that the stairway is not a pregnancy and/or is unreverberant does not hold. sent2: something that is a gnu is either a incandescence or not a breakaway or both. sent3: the topmast is not a pregnancy if the stairway evaluates and is not unreverberant. sent4: that the winch does not forage or it is a kind of a breakaway or both is incorrect if the topmast is not a kind of a pregnancy. sent5: if something is ungregarious then it is a gnu. sent6: if something is a breakaway it is a pregnancy and it does not forage. sent7: the topmast is a kind of sabbatical thing that is not natal. sent8: that the collie does not destain primogeniture but it is chelate is false. sent9: if something is a saved then it is not a photogravure and/or it muffs boardwalk. sent10: if the fact that the stairway is a incandescence but not a breakaway is not right then it is not unreverberant. sent11: the fact that either the terreplein is not a breakaway or it is lobular or both is incorrect. sent12: if either something is not a photogravure or it does muff boardwalk or both that the winch muff boardwalk is correct. sent13: if the fact that that the stairway evaluates but it is not unreverberant is not true is correct it does not destain Calliope. sent14: there is nothing such that it is a iodotyrosine and it is orthographic. sent15: the fact that something is not an indexing if that it is a iodotyrosine and orthographic is not true is not incorrect. sent16: the collie is ungregarious if that it does not destain primogeniture and does chelate is false. sent17: that the winch is a incandescence is true. sent18: if the topmast is a pregnancy and does not forage the stairway does destain Calliope. sent19: the winch is not a kind of a breakaway if the collie is not a breakaway. sent20: something is electoral and it is a saved if it is not a kind of an indexing. sent21: if the collie is a kind of a incandescence the winch is not a kind of a breakaway. ; $proof$ = 
void -> assump1: Let's assume that the stairway does evaluate and is not unreverberant.; sent3 & assump1 -> int1: the topmast is not a pregnancy.; int1 & sent4 -> int2: that the winch does not forage and/or is a breakaway is false.; __UNKNOWN__