that the release does not rival aspersorium and is not a fitment is not true.
sent1: if that the aspersorium rivals aspersorium is correct the fact that the release does not rivals aspersorium and it is not a fitment does not hold. sent2: if the aspersorium is a scamper it does rival aspersorium. sent3: the barbette is a haziness and it is dishonest. sent4: something does not shoot Rastafarian and it is not a Tampax. sent5: the barbette is not a fitment. sent6: the parapet adheres and it is a fitment. sent7: the aspersorium does shoot mnemonics. sent8: the puppy does commutate creamer if the fact that it is recreational is not wrong. sent9: that the aspersorium is not allergic but it is Slavonic is incorrect. sent10: if the barbette is a kind of an algebra then the lacuna is allergic. sent11: the barbette is an algebra if there exists something such that it does not shoot Rastafarian and it is not a Tampax. sent12: the fact that something is a scamper if it is not adscript is not false. sent13: something is not Slavonic and/or it is allergic if it does shoot mnemonics. sent14: something shoots mnemonics if that it is not adscript and it is not a scamper is wrong. sent15: that the aspersorium is not allergic and it does not shoot mnemonics is not true. sent16: the lacuna does shoot Rastafarian. sent17: the release is not a scamper. sent18: the aspersorium shoots mnemonics and it is Slavonic.
sent18 -> int1: the aspersorium is Slavonic.; void -> assump1: Let's assume that the aspersorium is not non-adscript.; int1 & assump1 -> int2: the aspersorium is not non-Slavonic but adscript.; sent4 & sent11 -> int3: the barbette is an algebra.; sent10 & int3 -> int4: the lacuna is allergic.; sent12 -> int5: the aspersorium is a scamper if it is not adscript.;
the lespedeza is allergic.
sent13 -> int6: the aspersorium is either not Slavonic or allergic or both if it shoots mnemonics.; sent14 -> int7: the aspersorium shoots mnemonics if the fact that it is not adscript and it is not a scamper does not hold.;
$hypothesis$ = that the release does not rival aspersorium and is not a fitment is not true. ; $context$ = sent1: if that the aspersorium rivals aspersorium is correct the fact that the release does not rivals aspersorium and it is not a fitment does not hold. sent2: if the aspersorium is a scamper it does rival aspersorium. sent3: the barbette is a haziness and it is dishonest. sent4: something does not shoot Rastafarian and it is not a Tampax. sent5: the barbette is not a fitment. sent6: the parapet adheres and it is a fitment. sent7: the aspersorium does shoot mnemonics. sent8: the puppy does commutate creamer if the fact that it is recreational is not wrong. sent9: that the aspersorium is not allergic but it is Slavonic is incorrect. sent10: if the barbette is a kind of an algebra then the lacuna is allergic. sent11: the barbette is an algebra if there exists something such that it does not shoot Rastafarian and it is not a Tampax. sent12: the fact that something is a scamper if it is not adscript is not false. sent13: something is not Slavonic and/or it is allergic if it does shoot mnemonics. sent14: something shoots mnemonics if that it is not adscript and it is not a scamper is wrong. sent15: that the aspersorium is not allergic and it does not shoot mnemonics is not true. sent16: the lacuna does shoot Rastafarian. sent17: the release is not a scamper. sent18: the aspersorium shoots mnemonics and it is Slavonic. ; $proof$ = 
sent18 -> int1: the aspersorium is Slavonic.; void -> assump1: Let's assume that the aspersorium is not non-adscript.; int1 & assump1 -> int2: the aspersorium is not non-Slavonic but adscript.; sent4 & sent11 -> int3: the barbette is an algebra.; sent10 & int3 -> int4: the lacuna is allergic.; sent12 -> int5: the aspersorium is a scamper if it is not adscript.; __UNKNOWN__