the fondue does unlock and does not serenade silverwork.
sent1: either the ringlet is not a spellbinder or it is not a kind of a trismus or both. sent2: the fact that something unlocks and does not serenade silverwork does not hold if it is a kind of a spellbinder. sent3: if the ringlet is not a spellbinder then the dura is not a kind of a forklift. sent4: if something does harshen dartboard the fondue does not serenade silverwork. sent5: the ivy is a forklift but it is not a spellbinder. sent6: if there is something such that that either it is not a afterdeck or it does not harshen dartboard or both does not hold the ivy is a trismus. sent7: if the ringlet is not a trismus then that the dura is not a forklift hold. sent8: the fondue does unlock. sent9: the ivy is not a kind of a forklift and/or it does not unlock. sent10: if the fondue does not serenade silverwork then the ivy does serenade silverwork. sent11: if the dura is Jacksonian then that it does not harshen dartboard and it is a afterdeck is not right. sent12: if the dura is not a forklift the ivy is a forklift that does harshen dartboard. sent13: the ivy is a forklift if the fact that the dura does not harshen dartboard and is a afterdeck is not correct. sent14: the ringlet is not a spellbinder and/or it is not a forklift. sent15: the ivy is a forklift. sent16: if the fact that something is a kind of a forklift is true then the fact that it is not a spellbinder and is not a trismus is wrong. sent17: if something does serenade silverwork the fact that it is both not a trismus and not a forklift is wrong. sent18: the pleasure is argentic and it does idealize. sent19: if the ivy is not a forklift the dura is a forklift and it harshens dartboard. sent20: if the dura does not unlock the fondue is not a forklift. sent21: the dura is a kind of a forklift if the ringlet is not a trismus. sent22: the fondue is not a trismus if there exists something such that it unlocks. sent23: if the ivy is not a kind of a trismus the ringlet does not harshen dartboard. sent24: the ivy is a forklift if the dura is not a forklift.
sent1 & sent3 & sent7 -> int1: the dura is not a forklift.; int1 & sent12 -> int2: the ivy is a kind of a forklift that harshens dartboard.; int2 -> int3: the ivy harshens dartboard.; int3 -> int4: something harshens dartboard.; int4 & sent4 -> int5: the fondue does not serenade silverwork.; int5 & sent8 -> hypothesis;
that the fondue does unlock but it does not serenade silverwork is not correct.
sent16 -> int6: if the ivy is a forklift then the fact that it is not a spellbinder and it is not a trismus is wrong.;
$hypothesis$ = the fondue does unlock and does not serenade silverwork. ; $context$ = sent1: either the ringlet is not a spellbinder or it is not a kind of a trismus or both. sent2: the fact that something unlocks and does not serenade silverwork does not hold if it is a kind of a spellbinder. sent3: if the ringlet is not a spellbinder then the dura is not a kind of a forklift. sent4: if something does harshen dartboard the fondue does not serenade silverwork. sent5: the ivy is a forklift but it is not a spellbinder. sent6: if there is something such that that either it is not a afterdeck or it does not harshen dartboard or both does not hold the ivy is a trismus. sent7: if the ringlet is not a trismus then that the dura is not a forklift hold. sent8: the fondue does unlock. sent9: the ivy is not a kind of a forklift and/or it does not unlock. sent10: if the fondue does not serenade silverwork then the ivy does serenade silverwork. sent11: if the dura is Jacksonian then that it does not harshen dartboard and it is a afterdeck is not right. sent12: if the dura is not a forklift the ivy is a forklift that does harshen dartboard. sent13: the ivy is a forklift if the fact that the dura does not harshen dartboard and is a afterdeck is not correct. sent14: the ringlet is not a spellbinder and/or it is not a forklift. sent15: the ivy is a forklift. sent16: if the fact that something is a kind of a forklift is true then the fact that it is not a spellbinder and is not a trismus is wrong. sent17: if something does serenade silverwork the fact that it is both not a trismus and not a forklift is wrong. sent18: the pleasure is argentic and it does idealize. sent19: if the ivy is not a forklift the dura is a forklift and it harshens dartboard. sent20: if the dura does not unlock the fondue is not a forklift. sent21: the dura is a kind of a forklift if the ringlet is not a trismus. sent22: the fondue is not a trismus if there exists something such that it unlocks. sent23: if the ivy is not a kind of a trismus the ringlet does not harshen dartboard. sent24: the ivy is a forklift if the dura is not a forklift. ; $proof$ = 
sent1 & sent3 & sent7 -> int1: the dura is not a forklift.; int1 & sent12 -> int2: the ivy is a kind of a forklift that harshens dartboard.; int2 -> int3: the ivy harshens dartboard.; int3 -> int4: something harshens dartboard.; int4 & sent4 -> int5: the fondue does not serenade silverwork.; int5 & sent8 -> hypothesis; __PROVED__