that the clout does not aggrieve and is not a hemolysin is not true if the cheekbone does abscond.
sent1: the clout is not a hemolysin and does not aggrieve if that the cushaw is not a hemolysin is right. sent2: the cheekbone does not aggrieve if a hemolysin is not a one-sixteenth. sent3: the fact that the cushaw does not abscond and does aggrieve does not hold if the juniper is a erasure. sent4: the fact that the juniper does not aggrieve and it is not a erasure does not hold if the clout does not aggrieve. sent5: there exists something such that that it is telocentric and is comprehensible is not true. sent6: if the cytolysin is bioclimatic then the fact that the clout is bromic hold. sent7: if something does not aggrieve then the fact that it does not abscond and it spots digger is wrong. sent8: the juniper is not a hemolysin. sent9: if there are bromic things then the cushaw is a unalterability and/or it is a kind of a transaction. sent10: something is an irony if it is a unalterability. sent11: if there exists something such that that it is telocentric and it is comprehensible does not hold the oscillation spots juniper. sent12: if the fact that the cheekbone does not abscond but it does spot digger is incorrect the jargoon does not abscond. sent13: if the oscillation spots juniper then the cytolysin is bioclimatic. sent14: that the cushaw does not aggrieve hold if the juniper is not a erasure but it is antiferromagnetic. sent15: if something is an irony it is a glyburide. sent16: that the juniper is a hemolysin but it is not a one-sixteenth is true if the cushaw is a glyburide. sent17: if the cushaw does not aggrieve then the fact that the clout does not aggrieve and is not a kind of a hemolysin is false.
the jargoon does not abscond.
sent7 -> int1: if the cheekbone does not aggrieve then the fact that it does not abscond and spots digger is not correct.; sent15 -> int2: if the cushaw is an irony it is a glyburide.; sent5 & sent11 -> int3: the oscillation spots juniper.; sent13 & int3 -> int4: the fact that the cytolysin is bioclimatic is true.; sent6 & int4 -> int5: the clout is bromic.; int5 -> int6: there is something such that it is bromic.; int6 & sent9 -> int7: the cushaw is a unalterability or it is a transaction or both.; sent10 -> int8: if the cushaw is a kind of a unalterability it is an irony.;
$hypothesis$ = that the clout does not aggrieve and is not a hemolysin is not true if the cheekbone does abscond. ; $context$ = sent1: the clout is not a hemolysin and does not aggrieve if that the cushaw is not a hemolysin is right. sent2: the cheekbone does not aggrieve if a hemolysin is not a one-sixteenth. sent3: the fact that the cushaw does not abscond and does aggrieve does not hold if the juniper is a erasure. sent4: the fact that the juniper does not aggrieve and it is not a erasure does not hold if the clout does not aggrieve. sent5: there exists something such that that it is telocentric and is comprehensible is not true. sent6: if the cytolysin is bioclimatic then the fact that the clout is bromic hold. sent7: if something does not aggrieve then the fact that it does not abscond and it spots digger is wrong. sent8: the juniper is not a hemolysin. sent9: if there are bromic things then the cushaw is a unalterability and/or it is a kind of a transaction. sent10: something is an irony if it is a unalterability. sent11: if there exists something such that that it is telocentric and it is comprehensible does not hold the oscillation spots juniper. sent12: if the fact that the cheekbone does not abscond but it does spot digger is incorrect the jargoon does not abscond. sent13: if the oscillation spots juniper then the cytolysin is bioclimatic. sent14: that the cushaw does not aggrieve hold if the juniper is not a erasure but it is antiferromagnetic. sent15: if something is an irony it is a glyburide. sent16: that the juniper is a hemolysin but it is not a one-sixteenth is true if the cushaw is a glyburide. sent17: if the cushaw does not aggrieve then the fact that the clout does not aggrieve and is not a kind of a hemolysin is false. ; $proof$ = 
__UNKNOWN__