premises stringlengths 67 1.36k | logic stringlengths 141 1.82k | qdep int64 0 7 | answer stringclasses 3
values | source stringlengths 15 20 |
|---|---|---|---|---|
Emelda is lachrymose. Emelda is parented. Emelda is unhatched. Emelda is carnation. Emelda is untracked. Rodney is unhatched. Rodney is untracked. If someone is carnation then they are mesial. If someone is morose and carnation then they are not mesial. All lachrymose, carnation people are mesial. If someone is lachrym... | <extra_id_1>
Lachrymose(emelda)
Parented(emelda)
Unhatched(emelda)
Carnation(emelda)
Untracked(emelda)
Unhatched(rodney)
Untracked(rodney)
forall x (Carnation(x) -> Mesial(x))
forall x (Morose(x) and Carnation(x) -> not Mesial(x))
forall x (Lachrymose(x) and Carnation(x) -> Mesial(x))
forall x (Lachrymose(x) and Morose... | 2 | True | AttNeg-OWA-D2-660 |
Melamie is incisive. Melamie is wheeled. Melamie is veridical. Melamie is palmy. Melamie is ivied. Barnaby is veridical. Barnaby is ivied. If someone is palmy then they are licensed. If someone is unsmoothed and palmy then they are not licensed. All incisive, palmy people are licensed. If someone is incisive and unsmoo... | <extra_id_1>
Incisive(melamie)
Wheeled(melamie)
Veridical(melamie)
Palmy(melamie)
Ivied(melamie)
Veridical(barnaby)
Ivied(barnaby)
forall x (Palmy(x) -> Licensed(x))
forall x (Unsmoothed(x) and Palmy(x) -> not Licensed(x))
forall x (Incisive(x) and Palmy(x) -> Licensed(x))
forall x (Incisive(x) and Unsmoothed(x) -> Whe... | 2 | False | AttNeg-OWA-D2-660 |
Perrine is seraphical. Perrine is execrable. Perrine is kaput. Perrine is unneurotic. Perrine is excitative. Anthony is kaput. Anthony is excitative. If someone is unneurotic then they are analytical. If someone is autacoidal and unneurotic then they are not analytical. All seraphical, unneurotic people are analytical.... | <extra_id_1>
Seraphical(perrine)
Execrable(perrine)
Kaput(perrine)
Unneurotic(perrine)
Excitative(perrine)
Kaput(anthony)
Excitative(anthony)
forall x (Unneurotic(x) -> Analytical(x))
forall x (Autacoidal(x) and Unneurotic(x) -> not Analytical(x))
forall x (Seraphical(x) and Unneurotic(x) -> Analytical(x))
forall x (Se... | 1 | Unknown | AttNeg-OWA-D2-660 |
Kaye is spiteful. Kaye is mucoidal. Kaye is quavering. Kaye is starring. Kaye is slighting. Elyssa is quavering. Elyssa is slighting. If someone is starring then they are bicipital. If someone is flustered and starring then they are not bicipital. All spiteful, starring people are bicipital. If someone is spiteful and ... | <extra_id_1>
Spiteful(kaye)
Mucoidal(kaye)
Quavering(kaye)
Starring(kaye)
Slighting(kaye)
Quavering(elyssa)
Slighting(elyssa)
forall x (Starring(x) -> Bicipital(x))
forall x (Flustered(x) and Starring(x) -> not Bicipital(x))
forall x (Spiteful(x) and Starring(x) -> Bicipital(x))
forall x (Spiteful(x) and Flustered(x) -... | 0 | Unknown | AttNeg-OWA-D2-660 |
The marven devein the tallia. The pieter is glorified. The tallia is unlocked. If something devein the tallia then the tallia burthen the pieter. If something is projectile then it does not need the tallia. If something devein the tallia then the tallia spill the pieter. If something spill the pieter then it does not l... | <extra_id_1>
Devein(marven, tallia)
Glorified(pieter)
Unlocked(tallia)
forall x (Devein(x, tallia) -> Burthen(tallia, pieter))
forall x (Projectile(x) -> not Devein(x, tallia))
forall x (Devein(x, tallia) -> Spill(tallia, pieter))
forall x (Spill(x, pieter) -> not Burthen(x, marven))
not Unlocked(pieter) -> Glorified(p... | 0 | True | RelNeg-OWA-D2-982 |
The kessia aggroup the mahmoud. The helene is unprompted. The mahmoud is mixed. If something aggroup the mahmoud then the mahmoud dice the helene. If something is monosemous then it does not need the mahmoud. If something aggroup the mahmoud then the mahmoud murder the helene. If something murder the helene then it doe... | <extra_id_1>
Aggroup(kessia, mahmoud)
Unprompted(helene)
Mixed(mahmoud)
forall x (Aggroup(x, mahmoud) -> Dice(mahmoud, helene))
forall x (Monosemous(x) -> not Aggroup(x, mahmoud))
forall x (Aggroup(x, mahmoud) -> Murder(mahmoud, helene))
forall x (Murder(x, helene) -> not Dice(x, kessia))
not Mixed(helene) -> Unprompte... | 0 | False | RelNeg-OWA-D2-982 |
The meir tickle the coral. The georgia is linguistic. The coral is xenogeneic. If something tickle the coral then the coral fish the georgia. If something is pendent then it does not need the coral. If something tickle the coral then the coral waffle the georgia. If something waffle the georgia then it does not like th... | <extra_id_1>
Tickle(meir, coral)
Linguistic(georgia)
Xenogeneic(coral)
forall x (Tickle(x, coral) -> Fish(coral, georgia))
forall x (Pendent(x) -> not Tickle(x, coral))
forall x (Tickle(x, coral) -> Waffle(coral, georgia))
forall x (Waffle(x, georgia) -> not Fish(x, meir))
not Xenogeneic(georgia) -> Linguistic(georgia)... | 1 | True | RelNeg-OWA-D2-982 |
The mozelle admire the ida. The warner is myopathic. The ida is overlarge. If something admire the ida then the ida subedit the warner. If something is relaxing then it does not need the ida. If something admire the ida then the ida officer the warner. If something officer the warner then it does not like the mozelle. ... | <extra_id_1>
Admire(mozelle, ida)
Myopathic(warner)
Overlarge(ida)
forall x (Admire(x, ida) -> Subedit(ida, warner))
forall x (Relaxing(x) -> not Admire(x, ida))
forall x (Admire(x, ida) -> Officer(ida, warner))
forall x (Officer(x, warner) -> not Subedit(x, mozelle))
not Overlarge(warner) -> Myopathic(warner)
forall x... | 1 | False | RelNeg-OWA-D2-982 |
The jasmin tail the brewster. The adelaide is wireless. The brewster is faraway. If something tail the brewster then the brewster sublimate the adelaide. If something is studied then it does not need the brewster. If something tail the brewster then the brewster perforate the adelaide. If something perforate the adelai... | <extra_id_1>
Tail(jasmin, brewster)
Wireless(adelaide)
Faraway(brewster)
forall x (Tail(x, brewster) -> Sublimate(brewster, adelaide))
forall x (Studied(x) -> not Tail(x, brewster))
forall x (Tail(x, brewster) -> Perforate(brewster, adelaide))
forall x (Perforate(x, adelaide) -> not Sublimate(x, jasmin))
not Faraway(ad... | 2 | True | RelNeg-OWA-D2-982 |
The hollyanne canopy the willis. The gordan is overproud. The willis is pellucid. If something canopy the willis then the willis party the gordan. If something is boughless then it does not need the willis. If something canopy the willis then the willis face the gordan. If something face the gordan then it does not lik... | <extra_id_1>
Canopy(hollyanne, willis)
Overproud(gordan)
Pellucid(willis)
forall x (Canopy(x, willis) -> Party(willis, gordan))
forall x (Boughless(x) -> not Canopy(x, willis))
forall x (Canopy(x, willis) -> Face(willis, gordan))
forall x (Face(x, gordan) -> not Party(x, hollyanne))
not Pellucid(gordan) -> Overproud(go... | 2 | False | RelNeg-OWA-D2-982 |
The nathalia recast the marcel. The yetta is prima. The marcel is buckshee. If something recast the marcel then the marcel pile the yetta. If something is preferred then it does not need the marcel. If something recast the marcel then the marcel rendezvous the yetta. If something rendezvous the yetta then it does not l... | <extra_id_1>
Recast(nathalia, marcel)
Prima(yetta)
Buckshee(marcel)
forall x (Recast(x, marcel) -> Pile(marcel, yetta))
forall x (Preferred(x) -> not Recast(x, marcel))
forall x (Recast(x, marcel) -> Rendezvous(marcel, yetta))
forall x (Rendezvous(x, yetta) -> not Pile(x, nathalia))
not Buckshee(yetta) -> Prima(yetta)
... | 1 | Unknown | RelNeg-OWA-D2-982 |
The cam winch the minda. The sabina is unlaced. The minda is licentious. If something winch the minda then the minda trice the sabina. If something is testate then it does not need the minda. If something winch the minda then the minda retry the sabina. If something retry the sabina then it does not like the cam. If th... | <extra_id_1>
Winch(cam, minda)
Unlaced(sabina)
Licentious(minda)
forall x (Winch(x, minda) -> Trice(minda, sabina))
forall x (Testate(x) -> not Winch(x, minda))
forall x (Winch(x, minda) -> Retry(minda, sabina))
forall x (Retry(x, sabina) -> not Trice(x, cam))
not Licentious(sabina) -> Unlaced(sabina)
forall x (Licenti... | 0 | Unknown | RelNeg-OWA-D2-982 |
The wright resonate the natassia. The letta is festal. The natassia is cheeselike. If something resonate the natassia then the natassia dishevel the letta. If something is sensorial then it does not need the natassia. If something resonate the natassia then the natassia screw the letta. If something screw the letta the... | <extra_id_1>
Resonate(wright, natassia)
Festal(letta)
Cheeselike(natassia)
forall x (Resonate(x, natassia) -> Dishevel(natassia, letta))
forall x (Sensorial(x) -> not Resonate(x, natassia))
forall x (Resonate(x, natassia) -> Screw(natassia, letta))
forall x (Screw(x, letta) -> not Dishevel(x, wright))
not Cheeselike(le... | 0 | Unknown | RelNeg-OWA-D2-982 |
The kristan roar the anita. The josephina is honorary. The anita is hoary. If something roar the anita then the anita notify the josephina. If something is punishable then it does not need the anita. If something roar the anita then the anita wreak the josephina. If something wreak the josephina then it does not like t... | <extra_id_1>
Roar(kristan, anita)
Honorary(josephina)
Hoary(anita)
forall x (Roar(x, anita) -> Notify(anita, josephina))
forall x (Punishable(x) -> not Roar(x, anita))
forall x (Roar(x, anita) -> Wreak(anita, josephina))
forall x (Wreak(x, josephina) -> not Notify(x, kristan))
not Hoary(josephina) -> Honorary(josephina... | 0 | Unknown | RelNeg-OWA-D2-982 |
The malanie retrospect the jessika. The merrily is unobvious. The jessika is shortened. If something retrospect the jessika then the jessika literalize the merrily. If something is livid then it does not need the jessika. If something retrospect the jessika then the jessika unbox the merrily. If something unbox the mer... | <extra_id_1>
Retrospect(malanie, jessika)
Unobvious(merrily)
Shortened(jessika)
forall x (Retrospect(x, jessika) -> Literalize(jessika, merrily))
forall x (Livid(x) -> not Retrospect(x, jessika))
forall x (Retrospect(x, jessika) -> Unbox(jessika, merrily))
forall x (Unbox(x, merrily) -> not Literalize(x, malanie))
not ... | 0 | Unknown | RelNeg-OWA-D2-982 |
The justine practise the fawne. The sybil is regulation. The fawne is thievish. If something practise the fawne then the fawne snipe the sybil. If something is adept then it does not need the fawne. If something practise the fawne then the fawne seep the sybil. If something seep the sybil then it does not like the just... | <extra_id_1>
Practise(justine, fawne)
Regulation(sybil)
Thievish(fawne)
forall x (Practise(x, fawne) -> Snipe(fawne, sybil))
forall x (Adept(x) -> not Practise(x, fawne))
forall x (Practise(x, fawne) -> Seep(fawne, sybil))
forall x (Seep(x, sybil) -> not Snipe(x, justine))
not Thievish(sybil) -> Regulation(sybil)
foral... | 0 | Unknown | RelNeg-OWA-D2-982 |
Seamus is lobar. Neall is waxen. Monroe is anti. Xavier is virginal. If someone is unbuttoned then they are virginal. All waxen people are unbuttoned. If Monroe is virginal and Monroe is anti then Monroe is inlaid. <extra_id_0> Seamus is lobar. | <extra_id_1>
Lobar(seamus)
Waxen(neall)
Anti(monroe)
Virginal(xavier)
forall x (Unbuttoned(x) -> Virginal(x))
forall x (Waxen(x) -> Unbuttoned(x))
Virginal(monroe) and Anti(monroe) -> Inlaid(monroe)
<extra_id_2>
Lobar(seamus)
<extra_id_3>
therefore Lobar(seamus)
<extra_id_4>
True | 0 | True | AttNoneg-OWA-D2-928 |
Luci is gigantic. Shayna is queenlike. Erna is evenhanded. Sharie is sunburnt. If someone is aortic then they are sunburnt. All queenlike people are aortic. If Erna is sunburnt and Erna is evenhanded then Erna is unlicensed. <extra_id_0> Luci is not gigantic. | <extra_id_1>
Gigantic(luci)
Queenlike(shayna)
Evenhanded(erna)
Sunburnt(sharie)
forall x (Aortic(x) -> Sunburnt(x))
forall x (Queenlike(x) -> Aortic(x))
Sunburnt(erna) and Evenhanded(erna) -> Unlicensed(erna)
<extra_id_2>
not Gigantic(luci)
<extra_id_3>
therefore Gigantic(luci)
<extra_id_4>
False | 0 | False | AttNoneg-OWA-D2-928 |
Susy is embodied. Ashly is antic. Meriel is convincing. Joscelin is rheumatic. If someone is pulmonary then they are rheumatic. All antic people are pulmonary. If Meriel is rheumatic and Meriel is convincing then Meriel is emboldened. <extra_id_0> Ashly is pulmonary. | <extra_id_1>
Embodied(susy)
Antic(ashly)
Convincing(meriel)
Rheumatic(joscelin)
forall x (Pulmonary(x) -> Rheumatic(x))
forall x (Antic(x) -> Pulmonary(x))
Rheumatic(meriel) and Convincing(meriel) -> Emboldened(meriel)
<extra_id_2>
Pulmonary(ashly)
<extra_id_3>
Antic(ashly) and forall x (Antic(x) -> Pulmonary(x)) -> th... | 1 | True | AttNoneg-OWA-D2-928 |
Devora is squat. Shepherd is rentable. Kora is shabby. Corene is possible. If someone is lame then they are possible. All rentable people are lame. If Kora is possible and Kora is shabby then Kora is unpledged. <extra_id_0> Shepherd is not lame. | <extra_id_1>
Squat(devora)
Rentable(shepherd)
Shabby(kora)
Possible(corene)
forall x (Lame(x) -> Possible(x))
forall x (Rentable(x) -> Lame(x))
Possible(kora) and Shabby(kora) -> Unpledged(kora)
<extra_id_2>
not Lame(shepherd)
<extra_id_3>
Rentable(shepherd) and forall x (Rentable(x) -> Lame(x)) -> therefore Lame(sheph... | 1 | False | AttNoneg-OWA-D2-928 |
Blondy is tricksy. Connolly is modular. Kylynn is treacly. Tara is puckish. If someone is scythian then they are puckish. All modular people are scythian. If Kylynn is puckish and Kylynn is treacly then Kylynn is viscid. <extra_id_0> Connolly is puckish. | <extra_id_1>
Tricksy(blondy)
Modular(connolly)
Treacly(kylynn)
Puckish(tara)
forall x (Scythian(x) -> Puckish(x))
forall x (Modular(x) -> Scythian(x))
Puckish(kylynn) and Treacly(kylynn) -> Viscid(kylynn)
<extra_id_2>
Puckish(connolly)
<extra_id_3>
Modular(connolly) and forall x (Modular(x) -> Scythian(x)) -> therefore... | 2 | True | AttNoneg-OWA-D2-928 |
Ismail is leptorhine. Tessie is neuralgic. Atlanta is onetime. Margie is errhine. If someone is daft then they are errhine. All neuralgic people are daft. If Atlanta is errhine and Atlanta is onetime then Atlanta is untrimmed. <extra_id_0> Tessie is not errhine. | <extra_id_1>
Leptorhine(ismail)
Neuralgic(tessie)
Onetime(atlanta)
Errhine(margie)
forall x (Daft(x) -> Errhine(x))
forall x (Neuralgic(x) -> Daft(x))
Errhine(atlanta) and Onetime(atlanta) -> Untrimmed(atlanta)
<extra_id_2>
not Errhine(tessie)
<extra_id_3>
Neuralgic(tessie) and forall x (Neuralgic(x) -> Daft(x)) -> the... | 2 | False | AttNoneg-OWA-D2-928 |
Maurice is quarterly. Alwin is foremost. Isabelle is monistic. Sidnee is guided. If someone is sobersided then they are guided. All foremost people are sobersided. If Isabelle is guided and Isabelle is monistic then Isabelle is cognisant. <extra_id_0> Sidnee is not sobersided. | <extra_id_1>
Quarterly(maurice)
Foremost(alwin)
Monistic(isabelle)
Guided(sidnee)
forall x (Sobersided(x) -> Guided(x))
forall x (Foremost(x) -> Sobersided(x))
Guided(isabelle) and Monistic(isabelle) -> Cognisant(isabelle)
<extra_id_2>
not Sobersided(sidnee)
<extra_id_3>
forall x (Foremost(x) -> Sobersided(x)) <- [no b... | 1 | Unknown | AttNoneg-OWA-D2-928 |
Rickard is loving. Domenico is dropping. Merlin is mortuary. Melissa is parenteral. If someone is howling then they are parenteral. All dropping people are howling. If Merlin is parenteral and Merlin is mortuary then Merlin is ferial. <extra_id_0> Merlin is ferial. | <extra_id_1>
Loving(rickard)
Dropping(domenico)
Mortuary(merlin)
Parenteral(melissa)
forall x (Howling(x) -> Parenteral(x))
forall x (Dropping(x) -> Howling(x))
Parenteral(merlin) and Mortuary(merlin) -> Ferial(merlin)
<extra_id_2>
Ferial(merlin)
<extra_id_3>
Parenteral(merlin) and Mortuary(merlin) -> Ferial(merlin) <-... | 3 | Unknown | AttNoneg-OWA-D2-928 |
Hollie is tangible. Dodie is panicled. Ardra is modernised. Harmony is homogenous. If someone is peeved then they are homogenous. All panicled people are peeved. If Ardra is homogenous and Ardra is modernised then Ardra is bogus. <extra_id_0> Ardra is not homogenous. | <extra_id_1>
Tangible(hollie)
Panicled(dodie)
Modernised(ardra)
Homogenous(harmony)
forall x (Peeved(x) -> Homogenous(x))
forall x (Panicled(x) -> Peeved(x))
Homogenous(ardra) and Modernised(ardra) -> Bogus(ardra)
<extra_id_2>
not Homogenous(ardra)
<extra_id_3>
forall x (Peeved(x) -> Homogenous(x)) <- forall x (Panicle... | 2 | Unknown | AttNoneg-OWA-D2-928 |
Elinor is aggregate. Yetta is cardinal. Sandi is ravaging. Vincent is xxxi. If someone is burning then they are xxxi. All cardinal people are burning. If Sandi is xxxi and Sandi is ravaging then Sandi is ungenerous. <extra_id_0> Sandi is aggregate. | <extra_id_1>
Aggregate(elinor)
Cardinal(yetta)
Ravaging(sandi)
Xxxi(vincent)
forall x (Burning(x) -> Xxxi(x))
forall x (Cardinal(x) -> Burning(x))
Xxxi(sandi) and Ravaging(sandi) -> Ungenerous(sandi)
<extra_id_2>
Aggregate(sandi)
<extra_id_3>
Aggregate(sandi) <- [no supporting fact or rule] <extra_id_5> Cannot be deter... | 0 | Unknown | AttNoneg-OWA-D2-928 |
Jasmin is cyclical. Abby is astringent. Ashby is edgy. Willetta is amoebic. If someone is lingual then they are amoebic. All astringent people are lingual. If Ashby is amoebic and Ashby is edgy then Ashby is wholesome. <extra_id_0> Willetta is not cyclical. | <extra_id_1>
Cyclical(jasmin)
Astringent(abby)
Edgy(ashby)
Amoebic(willetta)
forall x (Lingual(x) -> Amoebic(x))
forall x (Astringent(x) -> Lingual(x))
Amoebic(ashby) and Edgy(ashby) -> Wholesome(ashby)
<extra_id_2>
not Cyclical(willetta)
<extra_id_3>
not Cyclical(willetta) <- [no supporting fact or rule] <extra_id_5> ... | 0 | Unknown | AttNoneg-OWA-D2-928 |
Theo is expanded. Denice is overstrung. Anurag is flaming. Othello is analytic. If someone is rousing then they are analytic. All overstrung people are rousing. If Anurag is analytic and Anurag is flaming then Anurag is amoeboid. <extra_id_0> Othello is red. | <extra_id_1>
Expanded(theo)
Overstrung(denice)
Flaming(anurag)
Analytic(othello)
forall x (Rousing(x) -> Analytic(x))
forall x (Overstrung(x) -> Rousing(x))
Analytic(anurag) and Flaming(anurag) -> Amoeboid(anurag)
<extra_id_2>
Red(othello)
<extra_id_3>
Red(othello) <- [no supporting fact or rule] <extra_id_5> Cannot be... | 0 | Unknown | AttNoneg-OWA-D2-928 |
Madison is deductible. Plato is punk. Marabel is punk. Churchill is chintzy. If Madison is ebon then Madison is chintzy. Green, crescendo people are chintzy. If someone is chintzy then they are punk. All punk, chintzy people are deductible. If Marabel is chintzy and Marabel is tactful then Marabel is deductible. Cold, ... | <extra_id_1>
Deductible(madison)
Punk(plato)
Punk(marabel)
Chintzy(churchill)
Ebon(madison) -> Chintzy(madison)
forall x (Tactful(x) and Crescendo(x) -> Chintzy(x))
forall x (Chintzy(x) -> Punk(x))
forall x (Punk(x) and Chintzy(x) -> Deductible(x))
Chintzy(marabel) and Tactful(marabel) -> Deductible(marabel)
forall x (... | 0 | True | AttNoneg-OWA-D2-2371 |
Jemmy is excess. Fabio is orbiculate. Hestia is orbiculate. Jud is beetle. If Jemmy is motivating then Jemmy is beetle. Green, nomothetic people are beetle. If someone is beetle then they are orbiculate. All orbiculate, beetle people are excess. If Hestia is beetle and Hestia is surficial then Hestia is excess. Cold, m... | <extra_id_1>
Excess(jemmy)
Orbiculate(fabio)
Orbiculate(hestia)
Beetle(jud)
Motivating(jemmy) -> Beetle(jemmy)
forall x (Surficial(x) and Nomothetic(x) -> Beetle(x))
forall x (Beetle(x) -> Orbiculate(x))
forall x (Orbiculate(x) and Beetle(x) -> Excess(x))
Beetle(hestia) and Surficial(hestia) -> Excess(hestia)
forall x ... | 0 | False | AttNoneg-OWA-D2-2371 |
Trevar is ineffable. Nevins is icky. Elwin is icky. Linn is outdated. If Trevar is exigent then Trevar is outdated. Green, bribable people are outdated. If someone is outdated then they are icky. All icky, outdated people are ineffable. If Elwin is outdated and Elwin is perianal then Elwin is ineffable. Cold, exigent p... | <extra_id_1>
Ineffable(trevar)
Icky(nevins)
Icky(elwin)
Outdated(linn)
Exigent(trevar) -> Outdated(trevar)
forall x (Perianal(x) and Bribable(x) -> Outdated(x))
forall x (Outdated(x) -> Icky(x))
forall x (Icky(x) and Outdated(x) -> Ineffable(x))
Outdated(elwin) and Perianal(elwin) -> Ineffable(elwin)
forall x (Bribable... | 1 | True | AttNoneg-OWA-D2-2371 |
Quinlan is squandered. Deny is transitive. Rora is transitive. Tiff is decurved. If Quinlan is postpaid then Quinlan is decurved. Green, chemical people are decurved. If someone is decurved then they are transitive. All transitive, decurved people are squandered. If Rora is decurved and Rora is unpackaged then Rora is ... | <extra_id_1>
Squandered(quinlan)
Transitive(deny)
Transitive(rora)
Decurved(tiff)
Postpaid(quinlan) -> Decurved(quinlan)
forall x (Unpackaged(x) and Chemical(x) -> Decurved(x))
forall x (Decurved(x) -> Transitive(x))
forall x (Transitive(x) and Decurved(x) -> Squandered(x))
Decurved(rora) and Unpackaged(rora) -> Squand... | 1 | False | AttNoneg-OWA-D2-2371 |
Verge is bolometric. Murielle is egyptian. Magna is egyptian. Antoni is shortened. If Verge is tunisian then Verge is shortened. Green, depressant people are shortened. If someone is shortened then they are egyptian. All egyptian, shortened people are bolometric. If Magna is shortened and Magna is some then Magna is bo... | <extra_id_1>
Bolometric(verge)
Egyptian(murielle)
Egyptian(magna)
Shortened(antoni)
Tunisian(verge) -> Shortened(verge)
forall x (Some(x) and Depressant(x) -> Shortened(x))
forall x (Shortened(x) -> Egyptian(x))
forall x (Egyptian(x) and Shortened(x) -> Bolometric(x))
Shortened(magna) and Some(magna) -> Bolometric(magn... | 2 | True | AttNoneg-OWA-D2-2371 |
Nell is littered. Gustavus is necessary. Daniella is necessary. Samaria is encouraged. If Nell is trifling then Nell is encouraged. Green, parabolic people are encouraged. If someone is encouraged then they are necessary. All necessary, encouraged people are littered. If Daniella is encouraged and Daniella is sidearm t... | <extra_id_1>
Littered(nell)
Necessary(gustavus)
Necessary(daniella)
Encouraged(samaria)
Trifling(nell) -> Encouraged(nell)
forall x (Sidearm(x) and Parabolic(x) -> Encouraged(x))
forall x (Encouraged(x) -> Necessary(x))
forall x (Necessary(x) and Encouraged(x) -> Littered(x))
Encouraged(daniella) and Sidearm(daniella) ... | 2 | False | AttNoneg-OWA-D2-2371 |
Nike is mesmerized. Catlin is undesigned. Witold is undesigned. Glen is unheaded. If Nike is modish then Nike is unheaded. Green, decussate people are unheaded. If someone is unheaded then they are undesigned. All undesigned, unheaded people are mesmerized. If Witold is unheaded and Witold is cuplike then Witold is mes... | <extra_id_1>
Mesmerized(nike)
Undesigned(catlin)
Undesigned(witold)
Unheaded(glen)
Modish(nike) -> Unheaded(nike)
forall x (Cuplike(x) and Decussate(x) -> Unheaded(x))
forall x (Unheaded(x) -> Undesigned(x))
forall x (Undesigned(x) and Unheaded(x) -> Mesmerized(x))
Unheaded(witold) and Cuplike(witold) -> Mesmerized(wit... | 2 | Unknown | AttNoneg-OWA-D2-2371 |
Ingaberg is pauline. Issi is awninged. Gertie is awninged. Maurie is faineant. If Ingaberg is huxleyan then Ingaberg is faineant. Green, prostatic people are faineant. If someone is faineant then they are awninged. All awninged, faineant people are pauline. If Gertie is faineant and Gertie is risen then Gertie is pauli... | <extra_id_1>
Pauline(ingaberg)
Awninged(issi)
Awninged(gertie)
Faineant(maurie)
Huxleyan(ingaberg) -> Faineant(ingaberg)
forall x (Risen(x) and Prostatic(x) -> Faineant(x))
forall x (Faineant(x) -> Awninged(x))
forall x (Awninged(x) and Faineant(x) -> Pauline(x))
Faineant(gertie) and Risen(gertie) -> Pauline(gertie)
fo... | 1 | Unknown | AttNoneg-OWA-D2-2371 |
Sheri is belemnitic. Stearne is electric. Felipa is electric. Elnora is epitheliod. If Sheri is pitiable then Sheri is epitheliod. Green, adjuratory people are epitheliod. If someone is epitheliod then they are electric. All electric, epitheliod people are belemnitic. If Felipa is epitheliod and Felipa is sabine then F... | <extra_id_1>
Belemnitic(sheri)
Electric(stearne)
Electric(felipa)
Epitheliod(elnora)
Pitiable(sheri) -> Epitheliod(sheri)
forall x (Sabine(x) and Adjuratory(x) -> Epitheliod(x))
forall x (Epitheliod(x) -> Electric(x))
forall x (Electric(x) and Epitheliod(x) -> Belemnitic(x))
Epitheliod(felipa) and Sabine(felipa) -> Bel... | 1 | Unknown | AttNoneg-OWA-D2-2371 |
Amandie is fulminant. Xylia is suckled. Hilda is suckled. Giovanni is caulescent. If Amandie is optional then Amandie is caulescent. Green, carpal people are caulescent. If someone is caulescent then they are suckled. All suckled, caulescent people are fulminant. If Hilda is caulescent and Hilda is inelegant then Hilda... | <extra_id_1>
Fulminant(amandie)
Suckled(xylia)
Suckled(hilda)
Caulescent(giovanni)
Optional(amandie) -> Caulescent(amandie)
forall x (Inelegant(x) and Carpal(x) -> Caulescent(x))
forall x (Caulescent(x) -> Suckled(x))
forall x (Suckled(x) and Caulescent(x) -> Fulminant(x))
Caulescent(hilda) and Inelegant(hilda) -> Fulm... | 0 | Unknown | AttNoneg-OWA-D2-2371 |
Brittney is rising. Levi is pillaged. Marys is pillaged. Christ is unclad. If Brittney is stricken then Brittney is unclad. Green, systolic people are unclad. If someone is unclad then they are pillaged. All pillaged, unclad people are rising. If Marys is unclad and Marys is groggy then Marys is rising. Cold, stricken ... | <extra_id_1>
Rising(brittney)
Pillaged(levi)
Pillaged(marys)
Unclad(christ)
Stricken(brittney) -> Unclad(brittney)
forall x (Groggy(x) and Systolic(x) -> Unclad(x))
forall x (Unclad(x) -> Pillaged(x))
forall x (Pillaged(x) and Unclad(x) -> Rising(x))
Unclad(marys) and Groggy(marys) -> Rising(marys)
forall x (Systolic(x... | 0 | Unknown | AttNoneg-OWA-D2-2371 |
Bari is amazing. Milzie is unaffixed. Barbie is unaffixed. Merl is canty. If Bari is yankee then Bari is canty. Green, cherubic people are canty. If someone is canty then they are unaffixed. All unaffixed, canty people are amazing. If Barbie is canty and Barbie is connate then Barbie is amazing. Cold, yankee people are... | <extra_id_1>
Amazing(bari)
Unaffixed(milzie)
Unaffixed(barbie)
Canty(merl)
Yankee(bari) -> Canty(bari)
forall x (Connate(x) and Cherubic(x) -> Canty(x))
forall x (Canty(x) -> Unaffixed(x))
forall x (Unaffixed(x) and Canty(x) -> Amazing(x))
Canty(barbie) and Connate(barbie) -> Amazing(barbie)
forall x (Cherubic(x) and Y... | 0 | Unknown | AttNoneg-OWA-D2-2371 |
Hermione is not deserving. Hermione is rich. Hermione is pervasive. Hermione is faded. Hermione is yeastlike. Phylis is deserving. Phylis is staring. Phylis is rich. Phylis is not faded. Phylis is yeastlike. Phylis is trinuclear. Shir is staring. Shir is rich. Shir is faded. Shir is trinuclear. Furry people are pervasi... | <extra_id_1>
not Deserving(hermione)
Rich(hermione)
Pervasive(hermione)
Faded(hermione)
Yeastlike(hermione)
Deserving(phylis)
Staring(phylis)
Rich(phylis)
not Faded(phylis)
Yeastlike(phylis)
Trinuclear(phylis)
Staring(shir)
Rich(shir)
Faded(shir)
Trinuclear(shir)
forall x (Staring(x) -> Pervasive(x))
forall x (Yeastlik... | 0 | True | AttNeg-OWA-D2-2281 |
Ilysa is not oblate. Ilysa is snuff. Ilysa is refreshing. Ilysa is dilatory. Ilysa is anuran. Dora is oblate. Dora is amicable. Dora is snuff. Dora is not dilatory. Dora is anuran. Dora is ternary. Rycca is amicable. Rycca is snuff. Rycca is dilatory. Rycca is ternary. Furry people are refreshing. If someone is anuran ... | <extra_id_1>
not Oblate(ilysa)
Snuff(ilysa)
Refreshing(ilysa)
Dilatory(ilysa)
Anuran(ilysa)
Oblate(dora)
Amicable(dora)
Snuff(dora)
not Dilatory(dora)
Anuran(dora)
Ternary(dora)
Amicable(rycca)
Snuff(rycca)
Dilatory(rycca)
Ternary(rycca)
forall x (Amicable(x) -> Refreshing(x))
forall x (Anuran(x) and not Oblate(x) -> R... | 0 | False | AttNeg-OWA-D2-2281 |
Willa is not leibnizian. Willa is lifelong. Willa is rustproof. Willa is alaskan. Willa is more. Loree is leibnizian. Loree is meltable. Loree is lifelong. Loree is not alaskan. Loree is more. Loree is odious. Paloma is meltable. Paloma is lifelong. Paloma is alaskan. Paloma is odious. Furry people are rustproof. If so... | <extra_id_1>
not Leibnizian(willa)
Lifelong(willa)
Rustproof(willa)
Alaskan(willa)
More(willa)
Leibnizian(loree)
Meltable(loree)
Lifelong(loree)
not Alaskan(loree)
More(loree)
Odious(loree)
Meltable(paloma)
Lifelong(paloma)
Alaskan(paloma)
Odious(paloma)
forall x (Meltable(x) -> Rustproof(x))
forall x (More(x) and not ... | 1 | True | AttNeg-OWA-D2-2281 |
Muriel is not nativistic. Muriel is provincial. Muriel is stylistic. Muriel is greyish. Muriel is economical. Dacia is nativistic. Dacia is furious. Dacia is provincial. Dacia is not greyish. Dacia is economical. Dacia is incarnate. Ender is furious. Ender is provincial. Ender is greyish. Ender is incarnate. Furry peop... | <extra_id_1>
not Nativistic(muriel)
Provincial(muriel)
Stylistic(muriel)
Greyish(muriel)
Economical(muriel)
Nativistic(dacia)
Furious(dacia)
Provincial(dacia)
not Greyish(dacia)
Economical(dacia)
Incarnate(dacia)
Furious(ender)
Provincial(ender)
Greyish(ender)
Incarnate(ender)
forall x (Furious(x) -> Stylistic(x))
fora... | 1 | False | AttNeg-OWA-D2-2281 |
Marcus is not spicy. Marcus is halal. Marcus is dissonant. Marcus is fancy. Marcus is retentive. Maris is spicy. Maris is shattering. Maris is halal. Maris is not fancy. Maris is retentive. Maris is hieratical. Georgette is shattering. Georgette is halal. Georgette is fancy. Georgette is hieratical. Furry people are di... | <extra_id_1>
not Spicy(marcus)
Halal(marcus)
Dissonant(marcus)
Fancy(marcus)
Retentive(marcus)
Spicy(maris)
Shattering(maris)
Halal(maris)
not Fancy(maris)
Retentive(maris)
Hieratical(maris)
Shattering(georgette)
Halal(georgette)
Fancy(georgette)
Hieratical(georgette)
forall x (Shattering(x) -> Dissonant(x))
forall x (... | 2 | True | AttNeg-OWA-D2-2281 |
Deerdre is not sterilized. Deerdre is hired. Deerdre is submerged. Deerdre is dyspeptic. Deerdre is adenoidal. Tiffany is sterilized. Tiffany is mated. Tiffany is hired. Tiffany is not dyspeptic. Tiffany is adenoidal. Tiffany is bolivian. Franciska is mated. Franciska is hired. Franciska is dyspeptic. Franciska is boli... | <extra_id_1>
not Sterilized(deerdre)
Hired(deerdre)
Submerged(deerdre)
Dyspeptic(deerdre)
Adenoidal(deerdre)
Sterilized(tiffany)
Mated(tiffany)
Hired(tiffany)
not Dyspeptic(tiffany)
Adenoidal(tiffany)
Bolivian(tiffany)
Mated(franciska)
Hired(franciska)
Dyspeptic(franciska)
Bolivian(franciska)
forall x (Mated(x) -> Subm... | 2 | False | AttNeg-OWA-D2-2281 |
Christof is not frigorific. Christof is steamy. Christof is glazed. Christof is right. Christof is diffusive. Brian is frigorific. Brian is belemnitic. Brian is steamy. Brian is not right. Brian is diffusive. Brian is deducible. Catriona is belemnitic. Catriona is steamy. Catriona is right. Catriona is deducible. Furry... | <extra_id_1>
not Frigorific(christof)
Steamy(christof)
Glazed(christof)
Right(christof)
Diffusive(christof)
Frigorific(brian)
Belemnitic(brian)
Steamy(brian)
not Right(brian)
Diffusive(brian)
Deducible(brian)
Belemnitic(catriona)
Steamy(catriona)
Right(catriona)
Deducible(catriona)
forall x (Belemnitic(x) -> Glazed(x))... | 0 | Unknown | AttNeg-OWA-D2-2281 |
Franz is not charnel. Franz is squared. Franz is winy. Franz is curvaceous. Franz is merging. Emmet is charnel. Emmet is defeated. Emmet is squared. Emmet is not curvaceous. Emmet is merging. Emmet is tottering. Liane is defeated. Liane is squared. Liane is curvaceous. Liane is tottering. Furry people are winy. If some... | <extra_id_1>
not Charnel(franz)
Squared(franz)
Winy(franz)
Curvaceous(franz)
Merging(franz)
Charnel(emmet)
Defeated(emmet)
Squared(emmet)
not Curvaceous(emmet)
Merging(emmet)
Tottering(emmet)
Defeated(liane)
Squared(liane)
Curvaceous(liane)
Tottering(liane)
forall x (Defeated(x) -> Winy(x))
forall x (Merging(x) and not... | 0 | Unknown | AttNeg-OWA-D2-2281 |
Fayina is unreached. Nichols is patent. Elsy is creditable. Stacie is unreached. All creditable people are nominated. All nominated people are patent. <extra_id_0> Nichols is patent. | <extra_id_1>
Unreached(fayina)
Patent(nichols)
Creditable(elsy)
Unreached(stacie)
forall x (Creditable(x) -> Nominated(x))
forall x (Nominated(x) -> Patent(x))
<extra_id_2>
Patent(nichols)
<extra_id_3>
therefore Patent(nichols)
<extra_id_4>
True | 0 | True | AttNoneg-OWA-D2-584 |
Stafani is slanting. Brita is unsaid. Lurlene is illusive. Vikky is slanting. All illusive people are xxxvi. All xxxvi people are unsaid. <extra_id_0> Lurlene is not illusive. | <extra_id_1>
Slanting(stafani)
Unsaid(brita)
Illusive(lurlene)
Slanting(vikky)
forall x (Illusive(x) -> Xxxvi(x))
forall x (Xxxvi(x) -> Unsaid(x))
<extra_id_2>
not Illusive(lurlene)
<extra_id_3>
therefore Illusive(lurlene)
<extra_id_4>
False | 0 | False | AttNoneg-OWA-D2-584 |
Lanna is oiled. Lazaro is blinding. Mara is wrecked. Liorah is oiled. All wrecked people are charnel. All charnel people are blinding. <extra_id_0> Mara is charnel. | <extra_id_1>
Oiled(lanna)
Blinding(lazaro)
Wrecked(mara)
Oiled(liorah)
forall x (Wrecked(x) -> Charnel(x))
forall x (Charnel(x) -> Blinding(x))
<extra_id_2>
Charnel(mara)
<extra_id_3>
Wrecked(mara) and forall x (Wrecked(x) -> Charnel(x)) -> therefore Charnel(mara)
<extra_id_4>
True | 1 | True | AttNoneg-OWA-D2-584 |
Frank is mediate. Cher is shaved. Georgette is overfond. Lotty is mediate. All overfond people are rotated. All rotated people are shaved. <extra_id_0> Georgette is not rotated. | <extra_id_1>
Mediate(frank)
Shaved(cher)
Overfond(georgette)
Mediate(lotty)
forall x (Overfond(x) -> Rotated(x))
forall x (Rotated(x) -> Shaved(x))
<extra_id_2>
not Rotated(georgette)
<extra_id_3>
Overfond(georgette) and forall x (Overfond(x) -> Rotated(x)) -> therefore Rotated(georgette)
<extra_id_4>
False | 1 | False | AttNoneg-OWA-D2-584 |
Tiffani is caddish. Rina is overmodest. Evvie is fertile. Annmaria is caddish. All fertile people are uncurving. All uncurving people are overmodest. <extra_id_0> Evvie is overmodest. | <extra_id_1>
Caddish(tiffani)
Overmodest(rina)
Fertile(evvie)
Caddish(annmaria)
forall x (Fertile(x) -> Uncurving(x))
forall x (Uncurving(x) -> Overmodest(x))
<extra_id_2>
Overmodest(evvie)
<extra_id_3>
Fertile(evvie) and forall x (Fertile(x) -> Uncurving(x)) -> therefore Uncurving(evvie) <extra_id_5> Uncurving(evvie) ... | 2 | True | AttNoneg-OWA-D2-584 |
Prissie is bilocular. Francisco is alpestrine. Jotham is unorthodox. Misha is bilocular. All unorthodox people are fond. All fond people are alpestrine. <extra_id_0> Jotham is not alpestrine. | <extra_id_1>
Bilocular(prissie)
Alpestrine(francisco)
Unorthodox(jotham)
Bilocular(misha)
forall x (Unorthodox(x) -> Fond(x))
forall x (Fond(x) -> Alpestrine(x))
<extra_id_2>
not Alpestrine(jotham)
<extra_id_3>
Unorthodox(jotham) and forall x (Unorthodox(x) -> Fond(x)) -> therefore Fond(jotham) <extra_id_5> Fond(jotham... | 2 | False | AttNoneg-OWA-D2-584 |
Spiro is aeonian. Hodge is exothermic. Linell is sapphirine. Madeleine is aeonian. All sapphirine people are gonzo. All gonzo people are exothermic. <extra_id_0> Hodge is not gonzo. | <extra_id_1>
Aeonian(spiro)
Exothermic(hodge)
Sapphirine(linell)
Aeonian(madeleine)
forall x (Sapphirine(x) -> Gonzo(x))
forall x (Gonzo(x) -> Exothermic(x))
<extra_id_2>
not Gonzo(hodge)
<extra_id_3>
forall x (Sapphirine(x) -> Gonzo(x)) <- [no base fact] <extra_id_5> Cannot be determined from given premises.
<extra_id... | 1 | Unknown | AttNoneg-OWA-D2-584 |
Nada is topmost. Lauryn is unlined. Lemmy is untrusting. Margery is topmost. All untrusting people are favourable. All favourable people are unlined. <extra_id_0> Nada is unlined. | <extra_id_1>
Topmost(nada)
Unlined(lauryn)
Untrusting(lemmy)
Topmost(margery)
forall x (Untrusting(x) -> Favourable(x))
forall x (Favourable(x) -> Unlined(x))
<extra_id_2>
Unlined(nada)
<extra_id_3>
forall x (Favourable(x) -> Unlined(x)) <- forall x (Untrusting(x) -> Favourable(x)) <- [no base fact] <extra_id_5> Cannot... | 2 | Unknown | AttNoneg-OWA-D2-584 |
Weber is acarpous. Talbert is tragical. Agace is liii. Cariotta is acarpous. All liii people are yogic. All yogic people are tragical. <extra_id_0> Cariotta is not tragical. | <extra_id_1>
Acarpous(weber)
Tragical(talbert)
Liii(agace)
Acarpous(cariotta)
forall x (Liii(x) -> Yogic(x))
forall x (Yogic(x) -> Tragical(x))
<extra_id_2>
not Tragical(cariotta)
<extra_id_3>
forall x (Yogic(x) -> Tragical(x)) <- forall x (Liii(x) -> Yogic(x)) <- [no base fact] <extra_id_5> Cannot be determined from g... | 2 | Unknown | AttNoneg-OWA-D2-584 |
Kakalina is unclipped. Lucas is immoral. Nova is peopled. Denny is unclipped. All peopled people are rippled. All rippled people are immoral. <extra_id_0> Nova is round. | <extra_id_1>
Unclipped(kakalina)
Immoral(lucas)
Peopled(nova)
Unclipped(denny)
forall x (Peopled(x) -> Rippled(x))
forall x (Rippled(x) -> Immoral(x))
<extra_id_2>
Round(nova)
<extra_id_3>
Round(nova) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Unknown | 0 | Unknown | AttNoneg-OWA-D2-584 |
Adey is beetling. Gian is puff. Jere is premiere. Sloane is beetling. All premiere people are unbroken. All unbroken people are puff. <extra_id_0> Sloane is not blue. | <extra_id_1>
Beetling(adey)
Puff(gian)
Premiere(jere)
Beetling(sloane)
forall x (Premiere(x) -> Unbroken(x))
forall x (Unbroken(x) -> Puff(x))
<extra_id_2>
not Blue(sloane)
<extra_id_3>
not Blue(sloane) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Unknown | 0 | Unknown | AttNoneg-OWA-D2-584 |
Worth is zoic. Petunia is ebony. Robb is squirting. Helsa is zoic. All squirting people are garish. All garish people are ebony. <extra_id_0> Petunia is squirting. | <extra_id_1>
Zoic(worth)
Ebony(petunia)
Squirting(robb)
Zoic(helsa)
forall x (Squirting(x) -> Garish(x))
forall x (Garish(x) -> Ebony(x))
<extra_id_2>
Squirting(petunia)
<extra_id_3>
Squirting(petunia) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Unknown | 0 | Unknown | AttNoneg-OWA-D2-584 |
Waleed is uncharted. Dwight is avowed. Dwight is florentine. Godwin is florentine. Con is bonny. Con is florentine. Con is spongelike. If something is avowed then it is florentine. If something is uncharted then it is florentine. Kind, bonny things are leery. If something is bonny then it is uncharted. All bonny, leery... | <extra_id_1>
Uncharted(waleed)
Avowed(dwight)
Florentine(dwight)
Florentine(godwin)
Bonny(con)
Florentine(con)
Spongelike(con)
forall x (Avowed(x) -> Florentine(x))
forall x (Uncharted(x) -> Florentine(x))
forall x (Uncharted(x) and Bonny(x) -> Leery(x))
forall x (Bonny(x) -> Uncharted(x))
forall x (Bonny(x) and Leery(... | 0 | True | AttNoneg-OWA-D2-523 |
Merilyn is expandible. Eartha is worthful. Eartha is pronged. Churchill is pronged. Godfrey is hideous. Godfrey is pronged. Godfrey is branchial. If something is worthful then it is pronged. If something is expandible then it is pronged. Kind, hideous things are elected. If something is hideous then it is expandible. A... | <extra_id_1>
Expandible(merilyn)
Worthful(eartha)
Pronged(eartha)
Pronged(churchill)
Hideous(godfrey)
Pronged(godfrey)
Branchial(godfrey)
forall x (Worthful(x) -> Pronged(x))
forall x (Expandible(x) -> Pronged(x))
forall x (Expandible(x) and Hideous(x) -> Elected(x))
forall x (Hideous(x) -> Expandible(x))
forall x (Hid... | 0 | False | AttNoneg-OWA-D2-523 |
Eveleen is unforceful. Xaviera is sacerdotal. Xaviera is polyglot. Pru is polyglot. Kristine is approved. Kristine is polyglot. Kristine is semirigid. If something is sacerdotal then it is polyglot. If something is unforceful then it is polyglot. Kind, approved things are gruesome. If something is approved then it is u... | <extra_id_1>
Unforceful(eveleen)
Sacerdotal(xaviera)
Polyglot(xaviera)
Polyglot(pru)
Approved(kristine)
Polyglot(kristine)
Semirigid(kristine)
forall x (Sacerdotal(x) -> Polyglot(x))
forall x (Unforceful(x) -> Polyglot(x))
forall x (Unforceful(x) and Approved(x) -> Gruesome(x))
forall x (Approved(x) -> Unforceful(x))
f... | 1 | True | AttNoneg-OWA-D2-523 |
Pia is mesonic. Obadiah is unparented. Obadiah is blooded. Andra is blooded. Rosalinde is homiletic. Rosalinde is blooded. Rosalinde is avertable. If something is unparented then it is blooded. If something is mesonic then it is blooded. Kind, homiletic things are chary. If something is homiletic then it is mesonic. Al... | <extra_id_1>
Mesonic(pia)
Unparented(obadiah)
Blooded(obadiah)
Blooded(andra)
Homiletic(rosalinde)
Blooded(rosalinde)
Avertable(rosalinde)
forall x (Unparented(x) -> Blooded(x))
forall x (Mesonic(x) -> Blooded(x))
forall x (Mesonic(x) and Homiletic(x) -> Chary(x))
forall x (Homiletic(x) -> Mesonic(x))
forall x (Homilet... | 1 | False | AttNoneg-OWA-D2-523 |
Quent is tawny. Shoshie is looking. Shoshie is relaxing. Andrey is relaxing. Shaine is asteroidal. Shaine is relaxing. Shaine is carefree. If something is looking then it is relaxing. If something is tawny then it is relaxing. Kind, asteroidal things are unwarmed. If something is asteroidal then it is tawny. All astero... | <extra_id_1>
Tawny(quent)
Looking(shoshie)
Relaxing(shoshie)
Relaxing(andrey)
Asteroidal(shaine)
Relaxing(shaine)
Carefree(shaine)
forall x (Looking(x) -> Relaxing(x))
forall x (Tawny(x) -> Relaxing(x))
forall x (Tawny(x) and Asteroidal(x) -> Unwarmed(x))
forall x (Asteroidal(x) -> Tawny(x))
forall x (Asteroidal(x) and... | 2 | True | AttNoneg-OWA-D2-523 |
Graehme is spanish. Normand is delectable. Normand is salivary. Trista is salivary. Stormy is conclusive. Stormy is salivary. Stormy is latish. If something is delectable then it is salivary. If something is spanish then it is salivary. Kind, conclusive things are volute. If something is conclusive then it is spanish. ... | <extra_id_1>
Spanish(graehme)
Delectable(normand)
Salivary(normand)
Salivary(trista)
Conclusive(stormy)
Salivary(stormy)
Latish(stormy)
forall x (Delectable(x) -> Salivary(x))
forall x (Spanish(x) -> Salivary(x))
forall x (Spanish(x) and Conclusive(x) -> Volute(x))
forall x (Conclusive(x) -> Spanish(x))
forall x (Concl... | 2 | False | AttNoneg-OWA-D2-523 |
Flore is countless. Endora is ocher. Endora is maniacal. Lavena is maniacal. Thane is squabby. Thane is maniacal. Thane is deceased. If something is ocher then it is maniacal. If something is countless then it is maniacal. Kind, squabby things are lofty. If something is squabby then it is countless. All squabby, lofty ... | <extra_id_1>
Countless(flore)
Ocher(endora)
Maniacal(endora)
Maniacal(lavena)
Squabby(thane)
Maniacal(thane)
Deceased(thane)
forall x (Ocher(x) -> Maniacal(x))
forall x (Countless(x) -> Maniacal(x))
forall x (Countless(x) and Squabby(x) -> Lofty(x))
forall x (Squabby(x) -> Countless(x))
forall x (Squabby(x) and Lofty(x... | 1 | Unknown | AttNoneg-OWA-D2-523 |
Pammy is randy. Hildy is adipose. Hildy is beneficial. Alison is beneficial. Leonard is vulnerable. Leonard is beneficial. Leonard is novel. If something is adipose then it is beneficial. If something is randy then it is beneficial. Kind, vulnerable things are uninjured. If something is vulnerable then it is randy. All... | <extra_id_1>
Randy(pammy)
Adipose(hildy)
Beneficial(hildy)
Beneficial(alison)
Vulnerable(leonard)
Beneficial(leonard)
Novel(leonard)
forall x (Adipose(x) -> Beneficial(x))
forall x (Randy(x) -> Beneficial(x))
forall x (Randy(x) and Vulnerable(x) -> Uninjured(x))
forall x (Vulnerable(x) -> Randy(x))
forall x (Vulnerable... | 1 | Unknown | AttNoneg-OWA-D2-523 |
Belita is plethoric. Colleen is albinistic. Colleen is shirty. Antonetta is shirty. Maridel is avertable. Maridel is shirty. Maridel is desegrated. If something is albinistic then it is shirty. If something is plethoric then it is shirty. Kind, avertable things are aperiodic. If something is avertable then it is pletho... | <extra_id_1>
Plethoric(belita)
Albinistic(colleen)
Shirty(colleen)
Shirty(antonetta)
Avertable(maridel)
Shirty(maridel)
Desegrated(maridel)
forall x (Albinistic(x) -> Shirty(x))
forall x (Plethoric(x) -> Shirty(x))
forall x (Plethoric(x) and Avertable(x) -> Aperiodic(x))
forall x (Avertable(x) -> Plethoric(x))
forall x... | 2 | Unknown | AttNoneg-OWA-D2-523 |
Vern is phrenetic. Shalom is coexisting. Shalom is nonhuman. Viole is nonhuman. Loella is observing. Loella is nonhuman. Loella is dotted. If something is coexisting then it is nonhuman. If something is phrenetic then it is nonhuman. Kind, observing things are tabby. If something is observing then it is phrenetic. All ... | <extra_id_1>
Phrenetic(vern)
Coexisting(shalom)
Nonhuman(shalom)
Nonhuman(viole)
Observing(loella)
Nonhuman(loella)
Dotted(loella)
forall x (Coexisting(x) -> Nonhuman(x))
forall x (Phrenetic(x) -> Nonhuman(x))
forall x (Phrenetic(x) and Observing(x) -> Tabby(x))
forall x (Observing(x) -> Phrenetic(x))
forall x (Observi... | 0 | Unknown | AttNoneg-OWA-D2-523 |
Mindy is blonde. Linoel is crossbred. Linoel is exegetic. Eydie is exegetic. Leontyne is augmented. Leontyne is exegetic. Leontyne is shattering. If something is crossbred then it is exegetic. If something is blonde then it is exegetic. Kind, augmented things are basal. If something is augmented then it is blonde. All ... | <extra_id_1>
Blonde(mindy)
Crossbred(linoel)
Exegetic(linoel)
Exegetic(eydie)
Augmented(leontyne)
Exegetic(leontyne)
Shattering(leontyne)
forall x (Crossbred(x) -> Exegetic(x))
forall x (Blonde(x) -> Exegetic(x))
forall x (Blonde(x) and Augmented(x) -> Basal(x))
forall x (Augmented(x) -> Blonde(x))
forall x (Augmented(... | 0 | Unknown | AttNoneg-OWA-D2-523 |
Bebe is unabashed. Solomon is morbid. Solomon is tremulous. Kendra is tremulous. Ola is logistic. Ola is tremulous. Ola is plowed. If something is morbid then it is tremulous. If something is unabashed then it is tremulous. Kind, logistic things are frayed. If something is logistic then it is unabashed. All logistic, f... | <extra_id_1>
Unabashed(bebe)
Morbid(solomon)
Tremulous(solomon)
Tremulous(kendra)
Logistic(ola)
Tremulous(ola)
Plowed(ola)
forall x (Morbid(x) -> Tremulous(x))
forall x (Unabashed(x) -> Tremulous(x))
forall x (Unabashed(x) and Logistic(x) -> Frayed(x))
forall x (Logistic(x) -> Unabashed(x))
forall x (Logistic(x) and Fr... | 0 | Unknown | AttNoneg-OWA-D2-523 |
The ivett vociferate the whittaker. The whittaker weather the ivett. The rufe weather the whittaker. If something vociferate the whittaker and it weather the ivett then it vociferate the ivett. If something weather the whittaker then the whittaker vociferate the rufe. If something weather the whittaker and it weather t... | <extra_id_1>
Vociferate(ivett, whittaker)
Weather(whittaker, ivett)
Weather(rufe, whittaker)
forall x (Vociferate(x, whittaker) and Weather(x, ivett) -> Vociferate(x, ivett))
forall x (Weather(x, whittaker) -> Vociferate(whittaker, rufe))
forall x (Weather(x, whittaker) and Weather(x, ivett) -> Cast(whittaker, ivett))
... | 0 | True | RelNoneg-OWA-D2-772 |
The clemens derive the ken. The ken church the clemens. The janaya church the ken. If something derive the ken and it church the clemens then it derive the clemens. If something church the ken then the ken derive the janaya. If something church the ken and it church the clemens then the ken embattle the clemens. If the... | <extra_id_1>
Derive(clemens, ken)
Church(ken, clemens)
Church(janaya, ken)
forall x (Derive(x, ken) and Church(x, clemens) -> Derive(x, clemens))
forall x (Church(x, ken) -> Derive(ken, janaya))
forall x (Church(x, ken) and Church(x, clemens) -> Embattle(ken, clemens))
Derive(clemens, ken) -> Embattle(ken, clemens)
Chu... | 0 | False | RelNoneg-OWA-D2-772 |
The lissy revile the ileana. The ileana mound the lissy. The dixie mound the ileana. If something revile the ileana and it mound the lissy then it revile the lissy. If something mound the ileana then the ileana revile the dixie. If something mound the ileana and it mound the lissy then the ileana eschew the lissy. If t... | <extra_id_1>
Revile(lissy, ileana)
Mound(ileana, lissy)
Mound(dixie, ileana)
forall x (Revile(x, ileana) and Mound(x, lissy) -> Revile(x, lissy))
forall x (Mound(x, ileana) -> Revile(ileana, dixie))
forall x (Mound(x, ileana) and Mound(x, lissy) -> Eschew(ileana, lissy))
Revile(lissy, ileana) -> Eschew(ileana, lissy)
M... | 1 | True | RelNoneg-OWA-D2-772 |
The durward outflank the marnia. The marnia greet the durward. The modestia greet the marnia. If something outflank the marnia and it greet the durward then it outflank the durward. If something greet the marnia then the marnia outflank the modestia. If something greet the marnia and it greet the durward then the marni... | <extra_id_1>
Outflank(durward, marnia)
Greet(marnia, durward)
Greet(modestia, marnia)
forall x (Outflank(x, marnia) and Greet(x, durward) -> Outflank(x, durward))
forall x (Greet(x, marnia) -> Outflank(marnia, modestia))
forall x (Greet(x, marnia) and Greet(x, durward) -> Redeploy(marnia, durward))
Outflank(durward, ma... | 1 | False | RelNoneg-OWA-D2-772 |
The tiler dynamite the nydia. The nydia hark the tiler. The wait hark the nydia. If something dynamite the nydia and it hark the tiler then it dynamite the tiler. If something hark the nydia then the nydia dynamite the wait. If something hark the nydia and it hark the tiler then the nydia scull the tiler. If the tiler ... | <extra_id_1>
Dynamite(tiler, nydia)
Hark(nydia, tiler)
Hark(wait, nydia)
forall x (Dynamite(x, nydia) and Hark(x, tiler) -> Dynamite(x, tiler))
forall x (Hark(x, nydia) -> Dynamite(nydia, wait))
forall x (Hark(x, nydia) and Hark(x, tiler) -> Scull(nydia, tiler))
Dynamite(tiler, nydia) -> Scull(nydia, tiler)
Hark(tiler,... | 2 | True | RelNoneg-OWA-D2-772 |
The alton nosh the shir. The shir chain the alton. The dallas chain the shir. If something nosh the shir and it chain the alton then it nosh the alton. If something chain the shir then the shir nosh the dallas. If something chain the shir and it chain the alton then the shir delimitate the alton. If the alton nosh the ... | <extra_id_1>
Nosh(alton, shir)
Chain(shir, alton)
Chain(dallas, shir)
forall x (Nosh(x, shir) and Chain(x, alton) -> Nosh(x, alton))
forall x (Chain(x, shir) -> Nosh(shir, dallas))
forall x (Chain(x, shir) and Chain(x, alton) -> Delimitate(shir, alton))
Nosh(alton, shir) -> Delimitate(shir, alton)
Chain(alton, dallas) ... | 2 | False | RelNoneg-OWA-D2-772 |
The sada obscure the nadean. The nadean save the sada. The costa save the nadean. If something obscure the nadean and it save the sada then it obscure the sada. If something save the nadean then the nadean obscure the costa. If something save the nadean and it save the sada then the nadean cohabit the sada. If the sada... | <extra_id_1>
Obscure(sada, nadean)
Save(nadean, sada)
Save(costa, nadean)
forall x (Obscure(x, nadean) and Save(x, sada) -> Obscure(x, sada))
forall x (Save(x, nadean) -> Obscure(nadean, costa))
forall x (Save(x, nadean) and Save(x, sada) -> Cohabit(nadean, sada))
Obscure(sada, nadean) -> Cohabit(nadean, sada)
Save(sad... | 1 | Unknown | RelNoneg-OWA-D2-772 |
The maegan conform the martie. The martie ozonize the maegan. The laurena ozonize the martie. If something conform the martie and it ozonize the maegan then it conform the maegan. If something ozonize the martie then the martie conform the laurena. If something ozonize the martie and it ozonize the maegan then the mart... | <extra_id_1>
Conform(maegan, martie)
Ozonize(martie, maegan)
Ozonize(laurena, martie)
forall x (Conform(x, martie) and Ozonize(x, maegan) -> Conform(x, maegan))
forall x (Ozonize(x, martie) -> Conform(martie, laurena))
forall x (Ozonize(x, martie) and Ozonize(x, maegan) -> Celebrate(martie, maegan))
Conform(maegan, mar... | 1 | Unknown | RelNoneg-OWA-D2-772 |
The georges relocate the anais. The anais anoint the georges. The perceval anoint the anais. If something relocate the anais and it anoint the georges then it relocate the georges. If something anoint the anais then the anais relocate the perceval. If something anoint the anais and it anoint the georges then the anais ... | <extra_id_1>
Relocate(georges, anais)
Anoint(anais, georges)
Anoint(perceval, anais)
forall x (Relocate(x, anais) and Anoint(x, georges) -> Relocate(x, georges))
forall x (Anoint(x, anais) -> Relocate(anais, perceval))
forall x (Anoint(x, anais) and Anoint(x, georges) -> Quieten(anais, georges))
Relocate(georges, anais... | 1 | Unknown | RelNoneg-OWA-D2-772 |
The sisely foolproof the kassia. The kassia mobilise the sisely. The conny mobilise the kassia. If something foolproof the kassia and it mobilise the sisely then it foolproof the sisely. If something mobilise the kassia then the kassia foolproof the conny. If something mobilise the kassia and it mobilise the sisely the... | <extra_id_1>
Foolproof(sisely, kassia)
Mobilise(kassia, sisely)
Mobilise(conny, kassia)
forall x (Foolproof(x, kassia) and Mobilise(x, sisely) -> Foolproof(x, sisely))
forall x (Mobilise(x, kassia) -> Foolproof(kassia, conny))
forall x (Mobilise(x, kassia) and Mobilise(x, sisely) -> Shnorr(kassia, sisely))
Foolproof(si... | 0 | Unknown | RelNoneg-OWA-D2-772 |
The hodge coast the minta. The minta gargle the hodge. The odin gargle the minta. If something coast the minta and it gargle the hodge then it coast the hodge. If something gargle the minta then the minta coast the odin. If something gargle the minta and it gargle the hodge then the minta bung the hodge. If the hodge c... | <extra_id_1>
Coast(hodge, minta)
Gargle(minta, hodge)
Gargle(odin, minta)
forall x (Coast(x, minta) and Gargle(x, hodge) -> Coast(x, hodge))
forall x (Gargle(x, minta) -> Coast(minta, odin))
forall x (Gargle(x, minta) and Gargle(x, hodge) -> Bung(minta, hodge))
Coast(hodge, minta) -> Bung(minta, hodge)
Gargle(hodge, od... | 0 | Unknown | RelNoneg-OWA-D2-772 |
The stanislaw antedate the maryrose. The maryrose fettle the stanislaw. The stefa fettle the maryrose. If something antedate the maryrose and it fettle the stanislaw then it antedate the stanislaw. If something fettle the maryrose then the maryrose antedate the stefa. If something fettle the maryrose and it fettle the ... | <extra_id_1>
Antedate(stanislaw, maryrose)
Fettle(maryrose, stanislaw)
Fettle(stefa, maryrose)
forall x (Antedate(x, maryrose) and Fettle(x, stanislaw) -> Antedate(x, stanislaw))
forall x (Fettle(x, maryrose) -> Antedate(maryrose, stefa))
forall x (Fettle(x, maryrose) and Fettle(x, stanislaw) -> Defend(maryrose, stanis... | 0 | Unknown | RelNoneg-OWA-D2-772 |
Apollo is rounded. Apollo is slangy. Apollo is infallible. Green, slangy things are forbidden. If something is forbidden then it is unarguable. <extra_id_0> Apollo is rounded. | <extra_id_1>
Rounded(apollo)
Slangy(apollo)
Infallible(apollo)
forall x (Rounded(x) and Slangy(x) -> Forbidden(x))
forall x (Forbidden(x) -> Unarguable(x))
<extra_id_2>
Rounded(apollo)
<extra_id_3>
therefore Rounded(apollo)
<extra_id_4>
True | 0 | True | AttNeg-OWA-D2-1603 |
Ardelia is palsied. Ardelia is bountied. Ardelia is grievous. Green, bountied things are beaked. If something is beaked then it is immanent. <extra_id_0> Ardelia is not grievous. | <extra_id_1>
Palsied(ardelia)
Bountied(ardelia)
Grievous(ardelia)
forall x (Palsied(x) and Bountied(x) -> Beaked(x))
forall x (Beaked(x) -> Immanent(x))
<extra_id_2>
not Grievous(ardelia)
<extra_id_3>
therefore Grievous(ardelia)
<extra_id_4>
False | 0 | False | AttNeg-OWA-D2-1603 |
Bertha is disabling. Bertha is ulterior. Bertha is fiduciary. Green, ulterior things are chafed. If something is chafed then it is porous. <extra_id_0> Bertha is chafed. | <extra_id_1>
Disabling(bertha)
Ulterior(bertha)
Fiduciary(bertha)
forall x (Disabling(x) and Ulterior(x) -> Chafed(x))
forall x (Chafed(x) -> Porous(x))
<extra_id_2>
Chafed(bertha)
<extra_id_3>
Disabling(bertha) and Ulterior(bertha) and forall x (Disabling(x) and Ulterior(x) -> Chafed(x)) -> therefore Chafed(bertha)
<e... | 1 | True | AttNeg-OWA-D2-1603 |
Annnora is dependant. Annnora is identical. Annnora is vesicant. Green, identical things are cryonic. If something is cryonic then it is connate. <extra_id_0> Annnora is not cryonic. | <extra_id_1>
Dependant(annnora)
Identical(annnora)
Vesicant(annnora)
forall x (Dependant(x) and Identical(x) -> Cryonic(x))
forall x (Cryonic(x) -> Connate(x))
<extra_id_2>
not Cryonic(annnora)
<extra_id_3>
Dependant(annnora) and Identical(annnora) and forall x (Dependant(x) and Identical(x) -> Cryonic(x)) -> therefore... | 1 | False | AttNeg-OWA-D2-1603 |
Barny is amazing. Barny is westside. Barny is enclosed. Green, westside things are self. If something is self then it is humongous. <extra_id_0> Barny is humongous. | <extra_id_1>
Amazing(barny)
Westside(barny)
Enclosed(barny)
forall x (Amazing(x) and Westside(x) -> Self(x))
forall x (Self(x) -> Humongous(x))
<extra_id_2>
Humongous(barny)
<extra_id_3>
Amazing(barny) and Westside(barny) and forall x (Amazing(x) and Westside(x) -> Self(x)) -> therefore Self(barny) <extra_id_5> Self(ba... | 2 | True | AttNeg-OWA-D2-1603 |
Tobye is piggish. Tobye is catty. Tobye is xxxii. Green, catty things are overriding. If something is overriding then it is undressed. <extra_id_0> Tobye is not undressed. | <extra_id_1>
Piggish(tobye)
Catty(tobye)
Xxxii(tobye)
forall x (Piggish(x) and Catty(x) -> Overriding(x))
forall x (Overriding(x) -> Undressed(x))
<extra_id_2>
not Undressed(tobye)
<extra_id_3>
Piggish(tobye) and Catty(tobye) and forall x (Piggish(x) and Catty(x) -> Overriding(x)) -> therefore Overriding(tobye) <extra_... | 2 | False | AttNeg-OWA-D2-1603 |
Ruddie is stinky. Ruddie is formulary. Ruddie is revokable. Green, formulary things are soleless. If something is soleless then it is literate. <extra_id_0> Ruddie is not red. | <extra_id_1>
Stinky(ruddie)
Formulary(ruddie)
Revokable(ruddie)
forall x (Stinky(x) and Formulary(x) -> Soleless(x))
forall x (Soleless(x) -> Literate(x))
<extra_id_2>
not Red(ruddie)
<extra_id_3>
not Red(ruddie) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Unknown | 0 | Unknown | AttNeg-OWA-D2-1603 |
Smith is unplayful. Smith is barmy. Smith is serious. Green, barmy things are acute. If something is acute then it is lovesick. <extra_id_0> Smith is kind. | <extra_id_1>
Unplayful(smith)
Barmy(smith)
Serious(smith)
forall x (Unplayful(x) and Barmy(x) -> Acute(x))
forall x (Acute(x) -> Lovesick(x))
<extra_id_2>
Kind(smith)
<extra_id_3>
Kind(smith) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Unknown | 0 | Unknown | AttNeg-OWA-D2-1603 |
The carie glow the dorris. The carie glow the rosanna. The dorris is sweetened. The rosanna is esoteric. The rosanna offset the dorris. The storey outsource the carie. The storey outsource the rosanna. If someone glow the dorris then they visit the rosanna. If someone offset the storey then the storey outsource the car... | <extra_id_1>
Glow(carie, dorris)
Glow(carie, rosanna)
Sweetened(dorris)
Esoteric(rosanna)
Offset(rosanna, dorris)
Outsource(storey, carie)
Outsource(storey, rosanna)
forall x (Glow(x, dorris) -> Offset(x, rosanna))
forall x (Offset(x, storey) -> Outsource(storey, carie))
forall x (Offset(x, rosanna) -> Offset(x, storey... | 0 | True | RelNoneg-OWA-D2-465 |
The marshal disjoint the valry. The marshal disjoint the elbertina. The valry is hairy. The elbertina is blind. The elbertina wall the valry. The darelle reflect the marshal. The darelle reflect the elbertina. If someone disjoint the valry then they visit the elbertina. If someone wall the darelle then the darelle refl... | <extra_id_1>
Disjoint(marshal, valry)
Disjoint(marshal, elbertina)
Hairy(valry)
Blind(elbertina)
Wall(elbertina, valry)
Reflect(darelle, marshal)
Reflect(darelle, elbertina)
forall x (Disjoint(x, valry) -> Wall(x, elbertina))
forall x (Wall(x, darelle) -> Reflect(darelle, marshal))
forall x (Wall(x, elbertina) -> Wall(... | 0 | False | RelNoneg-OWA-D2-465 |
The tiebold distil the thornie. The tiebold distil the elissa. The thornie is fresh. The elissa is stylish. The elissa dismantle the thornie. The emelita benefice the tiebold. The emelita benefice the elissa. If someone distil the thornie then they visit the elissa. If someone dismantle the emelita then the emelita ben... | <extra_id_1>
Distil(tiebold, thornie)
Distil(tiebold, elissa)
Fresh(thornie)
Stylish(elissa)
Dismantle(elissa, thornie)
Benefice(emelita, tiebold)
Benefice(emelita, elissa)
forall x (Distil(x, thornie) -> Dismantle(x, elissa))
forall x (Dismantle(x, emelita) -> Benefice(emelita, tiebold))
forall x (Dismantle(x, elissa)... | 1 | True | RelNoneg-OWA-D2-465 |
The shantee give the glenn. The shantee give the amity. The glenn is xlviii. The amity is jawed. The amity tread the glenn. The jessamine carburize the shantee. The jessamine carburize the amity. If someone give the glenn then they visit the amity. If someone tread the jessamine then the jessamine carburize the shantee... | <extra_id_1>
Give(shantee, glenn)
Give(shantee, amity)
Xlviii(glenn)
Jawed(amity)
Tread(amity, glenn)
Carburize(jessamine, shantee)
Carburize(jessamine, amity)
forall x (Give(x, glenn) -> Tread(x, amity))
forall x (Tread(x, jessamine) -> Carburize(jessamine, shantee))
forall x (Tread(x, amity) -> Tread(x, jessamine))
<... | 1 | False | RelNoneg-OWA-D2-465 |
The abbi output the ginevra. The abbi output the huey. The ginevra is trihydroxy. The huey is gleeful. The huey lean the ginevra. The valery borrow the abbi. The valery borrow the huey. If someone output the ginevra then they visit the huey. If someone lean the valery then the valery borrow the abbi. If someone lean th... | <extra_id_1>
Output(abbi, ginevra)
Output(abbi, huey)
Trihydroxy(ginevra)
Gleeful(huey)
Lean(huey, ginevra)
Borrow(valery, abbi)
Borrow(valery, huey)
forall x (Output(x, ginevra) -> Lean(x, huey))
forall x (Lean(x, valery) -> Borrow(valery, abbi))
forall x (Lean(x, huey) -> Lean(x, valery))
<extra_id_2>
Lean(abbi, vale... | 2 | True | RelNoneg-OWA-D2-465 |
The magdalena walk the wynn. The magdalena walk the wain. The wynn is velvet. The wain is taboo. The wain affiance the wynn. The tandie bedeck the magdalena. The tandie bedeck the wain. If someone walk the wynn then they visit the wain. If someone affiance the tandie then the tandie bedeck the magdalena. If someone aff... | <extra_id_1>
Walk(magdalena, wynn)
Walk(magdalena, wain)
Velvet(wynn)
Taboo(wain)
Affiance(wain, wynn)
Bedeck(tandie, magdalena)
Bedeck(tandie, wain)
forall x (Walk(x, wynn) -> Affiance(x, wain))
forall x (Affiance(x, tandie) -> Bedeck(tandie, magdalena))
forall x (Affiance(x, wain) -> Affiance(x, tandie))
<extra_id_2>... | 2 | False | RelNoneg-OWA-D2-465 |
The nikolai daunt the vanda. The nikolai daunt the karla. The vanda is haemal. The karla is maternal. The karla cloister the vanda. The zach depopulate the nikolai. The zach depopulate the karla. If someone daunt the vanda then they visit the karla. If someone cloister the zach then the zach depopulate the nikolai. If ... | <extra_id_1>
Daunt(nikolai, vanda)
Daunt(nikolai, karla)
Haemal(vanda)
Maternal(karla)
Cloister(karla, vanda)
Depopulate(zach, nikolai)
Depopulate(zach, karla)
forall x (Daunt(x, vanda) -> Cloister(x, karla))
forall x (Cloister(x, zach) -> Depopulate(zach, nikolai))
forall x (Cloister(x, karla) -> Cloister(x, zach))
<e... | 2 | Unknown | RelNoneg-OWA-D2-465 |
The mayda rescue the adolphus. The mayda rescue the rhody. The adolphus is descending. The rhody is moonlit. The rhody scandalise the adolphus. The apollo tail the mayda. The apollo tail the rhody. If someone rescue the adolphus then they visit the rhody. If someone scandalise the apollo then the apollo tail the mayda.... | <extra_id_1>
Rescue(mayda, adolphus)
Rescue(mayda, rhody)
Descending(adolphus)
Moonlit(rhody)
Scandalise(rhody, adolphus)
Tail(apollo, mayda)
Tail(apollo, rhody)
forall x (Rescue(x, adolphus) -> Scandalise(x, rhody))
forall x (Scandalise(x, apollo) -> Tail(apollo, mayda))
forall x (Scandalise(x, rhody) -> Scandalise(x,... | 1 | Unknown | RelNoneg-OWA-D2-465 |
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