premises stringlengths 67 1.36k | logic stringlengths 141 1.82k | qdep int64 0 7 | answer stringclasses 3
values | source stringlengths 15 20 |
|---|---|---|---|---|
The arlen furlough the dede. The arlen intuit the dede. The arlen is starred. The arlen is lithic. The arlen is geared. The arlen is bouldery. The arlen decrypt the dede. The dede furlough the arlen. The dede intuit the arlen. The dede is starred. The dede is hardline. The dede is lithic. The dede is geared. The dede i... | <extra_id_1>
Furlough(arlen, dede)
Intuit(arlen, dede)
Starred(arlen)
Lithic(arlen)
Geared(arlen)
Bouldery(arlen)
Decrypt(arlen, dede)
Furlough(dede, arlen)
Intuit(dede, arlen)
Starred(dede)
Hardline(dede)
Lithic(dede)
Geared(dede)
Bouldery(dede)
Decrypt(dede, arlen)
forall x (Intuit(x, dede) -> Hardline(x))
forall x (... | 0 | Unknown | RelNoneg-OWA-D2-1998 |
The micky epitomise the merola. The micky slalom the merola. The micky is tousled. The micky is retiring. The micky is overbold. The micky is plausible. The micky deregulate the merola. The merola epitomise the micky. The merola slalom the micky. The merola is tousled. The merola is upwind. The merola is retiring. The ... | <extra_id_1>
Epitomise(micky, merola)
Slalom(micky, merola)
Tousled(micky)
Retiring(micky)
Overbold(micky)
Plausible(micky)
Deregulate(micky, merola)
Epitomise(merola, micky)
Slalom(merola, micky)
Tousled(merola)
Upwind(merola)
Retiring(merola)
Overbold(merola)
Plausible(merola)
Deregulate(merola, micky)
forall x (Slal... | 0 | Unknown | RelNoneg-OWA-D2-1998 |
The lulu outride the millie. The lulu mollify the millie. The lulu is alsatian. The lulu is leibnizian. The lulu is reasonable. The lulu is fanged. The lulu saturate the millie. The millie outride the lulu. The millie mollify the lulu. The millie is alsatian. The millie is pending. The millie is leibnizian. The millie ... | <extra_id_1>
Outride(lulu, millie)
Mollify(lulu, millie)
Alsatian(lulu)
Leibnizian(lulu)
Reasonable(lulu)
Fanged(lulu)
Saturate(lulu, millie)
Outride(millie, lulu)
Mollify(millie, lulu)
Alsatian(millie)
Pending(millie)
Leibnizian(millie)
Reasonable(millie)
Fanged(millie)
Saturate(millie, lulu)
forall x (Mollify(x, mill... | 0 | Unknown | RelNoneg-OWA-D2-1998 |
The katuscha tippytoe the keelia. The katuscha precook the keelia. The katuscha is congenial. The katuscha is effaceable. The katuscha is ligneous. The katuscha is lifelike. The katuscha speckle the keelia. The keelia tippytoe the katuscha. The keelia precook the katuscha. The keelia is congenial. The keelia is biconca... | <extra_id_1>
Tippytoe(katuscha, keelia)
Precook(katuscha, keelia)
Congenial(katuscha)
Effaceable(katuscha)
Ligneous(katuscha)
Lifelike(katuscha)
Speckle(katuscha, keelia)
Tippytoe(keelia, katuscha)
Precook(keelia, katuscha)
Congenial(keelia)
Biconcave(keelia)
Effaceable(keelia)
Ligneous(keelia)
Lifelike(keelia)
Speckle... | 0 | Unknown | RelNoneg-OWA-D2-1998 |
Sloane is shrieked. Sloane is not intended. Bria is not gymnastic. Big things are swart. If Sloane is not intended then Sloane is donnean. <extra_id_0> Sloane is not intended. | <extra_id_1>
Shrieked(sloane)
not Intended(sloane)
not Gymnastic(bria)
forall x (Donnean(x) -> Swart(x))
not Intended(sloane) -> Donnean(sloane)
<extra_id_2>
not Intended(sloane)
<extra_id_3>
therefore not Intended(sloane)
<extra_id_4>
True | 0 | True | AttNeg-OWA-D2-1203 |
Emmie is affixial. Emmie is not honorific. Pearl is not longish. Big things are sagacious. If Emmie is not honorific then Emmie is footling. <extra_id_0> Emmie is not affixial. | <extra_id_1>
Affixial(emmie)
not Honorific(emmie)
not Longish(pearl)
forall x (Footling(x) -> Sagacious(x))
not Honorific(emmie) -> Footling(emmie)
<extra_id_2>
not Affixial(emmie)
<extra_id_3>
therefore Affixial(emmie)
<extra_id_4>
False | 0 | False | AttNeg-OWA-D2-1203 |
Brenna is huffy. Brenna is not chinese. Prudence is not cuboidal. Big things are antiblack. If Brenna is not chinese then Brenna is nitrous. <extra_id_0> Brenna is nitrous. | <extra_id_1>
Huffy(brenna)
not Chinese(brenna)
not Cuboidal(prudence)
forall x (Nitrous(x) -> Antiblack(x))
not Chinese(brenna) -> Nitrous(brenna)
<extra_id_2>
Nitrous(brenna)
<extra_id_3>
not Chinese(brenna) and not Chinese(brenna) -> Nitrous(brenna) -> therefore Nitrous(brenna)
<extra_id_4>
True | 1 | True | AttNeg-OWA-D2-1203 |
Reggie is sulky. Reggie is not trenchant. Carley is not freckled. Big things are dusty. If Reggie is not trenchant then Reggie is windswept. <extra_id_0> Reggie is not windswept. | <extra_id_1>
Sulky(reggie)
not Trenchant(reggie)
not Freckled(carley)
forall x (Windswept(x) -> Dusty(x))
not Trenchant(reggie) -> Windswept(reggie)
<extra_id_2>
not Windswept(reggie)
<extra_id_3>
not Trenchant(reggie) and not Trenchant(reggie) -> Windswept(reggie) -> therefore Windswept(reggie)
<extra_id_4>
False | 1 | False | AttNeg-OWA-D2-1203 |
Giana is datable. Giana is not bitterish. Andrew is not clueless. Big things are booming. If Giana is not bitterish then Giana is polished. <extra_id_0> Giana is booming. | <extra_id_1>
Datable(giana)
not Bitterish(giana)
not Clueless(andrew)
forall x (Polished(x) -> Booming(x))
not Bitterish(giana) -> Polished(giana)
<extra_id_2>
Booming(giana)
<extra_id_3>
not Bitterish(giana) and not Bitterish(giana) -> Polished(giana) -> therefore Polished(giana) <extra_id_5> Polished(giana) and foral... | 2 | True | AttNeg-OWA-D2-1203 |
Henka is burned. Henka is not unwaxed. Chev is not petrifying. Big things are trembling. If Henka is not unwaxed then Henka is cockney. <extra_id_0> Henka is not trembling. | <extra_id_1>
Burned(henka)
not Unwaxed(henka)
not Petrifying(chev)
forall x (Cockney(x) -> Trembling(x))
not Unwaxed(henka) -> Cockney(henka)
<extra_id_2>
not Trembling(henka)
<extra_id_3>
not Unwaxed(henka) and not Unwaxed(henka) -> Cockney(henka) -> therefore Cockney(henka) <extra_id_5> Cockney(henka) and forall x (C... | 2 | False | AttNeg-OWA-D2-1203 |
Lawton is harried. Lawton is not unaerated. Sigfrid is not isochronal. Big things are equivalent. If Lawton is not unaerated then Lawton is pestilent. <extra_id_0> Sigfrid is not equivalent. | <extra_id_1>
Harried(lawton)
not Unaerated(lawton)
not Isochronal(sigfrid)
forall x (Pestilent(x) -> Equivalent(x))
not Unaerated(lawton) -> Pestilent(lawton)
<extra_id_2>
not Equivalent(sigfrid)
<extra_id_3>
forall x (Pestilent(x) -> Equivalent(x)) <- [no base fact] <extra_id_5> Cannot be determined from given premise... | 1 | Unknown | AttNeg-OWA-D2-1203 |
Nanon is olympic. Nanon is not godlike. Bekki is not circuitous. Big things are edentate. If Nanon is not godlike then Nanon is semitic. <extra_id_0> Nanon is circuitous. | <extra_id_1>
Olympic(nanon)
not Godlike(nanon)
not Circuitous(bekki)
forall x (Semitic(x) -> Edentate(x))
not Godlike(nanon) -> Semitic(nanon)
<extra_id_2>
Circuitous(nanon)
<extra_id_3>
Circuitous(nanon) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Unknown | 0 | Unknown | AttNeg-OWA-D2-1203 |
Graham is paediatric. Graham is not singular. Clovis is not volatile. Big things are agonistic. If Graham is not singular then Graham is swagger. <extra_id_0> Clovis is not singular. | <extra_id_1>
Paediatric(graham)
not Singular(graham)
not Volatile(clovis)
forall x (Swagger(x) -> Agonistic(x))
not Singular(graham) -> Swagger(graham)
<extra_id_2>
not Singular(clovis)
<extra_id_3>
not Singular(clovis) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
... | 0 | Unknown | AttNeg-OWA-D2-1203 |
Tiffany is aphaeretic. Tiffany is not whipping. Fiorenze is not disgustful. Big things are postpaid. If Tiffany is not whipping then Tiffany is fluvial. <extra_id_0> Fiorenze is aphaeretic. | <extra_id_1>
Aphaeretic(tiffany)
not Whipping(tiffany)
not Disgustful(fiorenze)
forall x (Fluvial(x) -> Postpaid(x))
not Whipping(tiffany) -> Fluvial(tiffany)
<extra_id_2>
Aphaeretic(fiorenze)
<extra_id_3>
Aphaeretic(fiorenze) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra... | 0 | Unknown | AttNeg-OWA-D2-1203 |
Corabelle is hellenic. Corabelle is not square. Nicole is not emmetropic. Big things are intricate. If Corabelle is not square then Corabelle is cushioned. <extra_id_0> Corabelle is not kind. | <extra_id_1>
Hellenic(corabelle)
not Square(corabelle)
not Emmetropic(nicole)
forall x (Cushioned(x) -> Intricate(x))
not Square(corabelle) -> Cushioned(corabelle)
<extra_id_2>
not Kind(corabelle)
<extra_id_3>
not Kind(corabelle) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<ex... | 0 | Unknown | AttNeg-OWA-D2-1203 |
Darci is brusque. Darci is not lawful. Arel is not doleful. Big things are other. If Darci is not lawful then Darci is reclusive. <extra_id_0> Darci is cold. | <extra_id_1>
Brusque(darci)
not Lawful(darci)
not Doleful(arel)
forall x (Reclusive(x) -> Other(x))
not Lawful(darci) -> Reclusive(darci)
<extra_id_2>
Cold(darci)
<extra_id_3>
Cold(darci) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Unknown | 0 | Unknown | AttNeg-OWA-D2-1203 |
Tuck is dissenting. Ange is anosmatic. Umberto is purgative. Constancy is picaresque. Furry things are avionic. Big things are picaresque. All dissenting things are cogent. <extra_id_0> Constancy is picaresque. | <extra_id_1>
Dissenting(tuck)
Anosmatic(ange)
Purgative(umberto)
Picaresque(constancy)
forall x (Cogent(x) -> Avionic(x))
forall x (Avionic(x) -> Picaresque(x))
forall x (Dissenting(x) -> Cogent(x))
<extra_id_2>
Picaresque(constancy)
<extra_id_3>
therefore Picaresque(constancy)
<extra_id_4>
True | 0 | True | AttNeg-OWA-D2-864 |
Forrest is corned. Klee is crackle. Cathlene is reasonable. Guenevere is bicameral. Furry things are airsick. Big things are bicameral. All corned things are ecuadorian. <extra_id_0> Klee is not crackle. | <extra_id_1>
Corned(forrest)
Crackle(klee)
Reasonable(cathlene)
Bicameral(guenevere)
forall x (Ecuadorian(x) -> Airsick(x))
forall x (Airsick(x) -> Bicameral(x))
forall x (Corned(x) -> Ecuadorian(x))
<extra_id_2>
not Crackle(klee)
<extra_id_3>
therefore Crackle(klee)
<extra_id_4>
False | 0 | False | AttNeg-OWA-D2-864 |
Andrzej is dated. Aurora is refreshing. Lionello is rubber. Blisse is talentless. Furry things are overall. Big things are talentless. All dated things are vesicant. <extra_id_0> Andrzej is vesicant. | <extra_id_1>
Dated(andrzej)
Refreshing(aurora)
Rubber(lionello)
Talentless(blisse)
forall x (Vesicant(x) -> Overall(x))
forall x (Overall(x) -> Talentless(x))
forall x (Dated(x) -> Vesicant(x))
<extra_id_2>
Vesicant(andrzej)
<extra_id_3>
Dated(andrzej) and forall x (Dated(x) -> Vesicant(x)) -> therefore Vesicant(andrze... | 1 | True | AttNeg-OWA-D2-864 |
Maritsa is chambered. Janith is blameable. Carmon is striking. Francis is botuliform. Furry things are effluent. Big things are botuliform. All chambered things are wailful. <extra_id_0> Maritsa is not wailful. | <extra_id_1>
Chambered(maritsa)
Blameable(janith)
Striking(carmon)
Botuliform(francis)
forall x (Wailful(x) -> Effluent(x))
forall x (Effluent(x) -> Botuliform(x))
forall x (Chambered(x) -> Wailful(x))
<extra_id_2>
not Wailful(maritsa)
<extra_id_3>
Chambered(maritsa) and forall x (Chambered(x) -> Wailful(x)) -> therefo... | 1 | False | AttNeg-OWA-D2-864 |
Miguel is coexistent. Dwain is fueled. Ramon is maroon. Clint is personable. Furry things are conclusive. Big things are personable. All coexistent things are familiar. <extra_id_0> Miguel is conclusive. | <extra_id_1>
Coexistent(miguel)
Fueled(dwain)
Maroon(ramon)
Personable(clint)
forall x (Familiar(x) -> Conclusive(x))
forall x (Conclusive(x) -> Personable(x))
forall x (Coexistent(x) -> Familiar(x))
<extra_id_2>
Conclusive(miguel)
<extra_id_3>
Coexistent(miguel) and forall x (Coexistent(x) -> Familiar(x)) -> therefore... | 2 | True | AttNeg-OWA-D2-864 |
Harman is union. Charmain is elaborate. Reine is voltaic. Kaia is savorless. Furry things are rattled. Big things are savorless. All union things are paved. <extra_id_0> Harman is not rattled. | <extra_id_1>
Union(harman)
Elaborate(charmain)
Voltaic(reine)
Savorless(kaia)
forall x (Paved(x) -> Rattled(x))
forall x (Rattled(x) -> Savorless(x))
forall x (Union(x) -> Paved(x))
<extra_id_2>
not Rattled(harman)
<extra_id_3>
Union(harman) and forall x (Union(x) -> Paved(x)) -> therefore Paved(harman) <extra_id_5> Pa... | 2 | False | AttNeg-OWA-D2-864 |
Salvador is godlike. Ursola is abandoned. Cammy is lifelike. Madeleine is sliding. Furry things are longish. Big things are sliding. All godlike things are catalatic. <extra_id_0> Ursola is not catalatic. | <extra_id_1>
Godlike(salvador)
Abandoned(ursola)
Lifelike(cammy)
Sliding(madeleine)
forall x (Catalatic(x) -> Longish(x))
forall x (Longish(x) -> Sliding(x))
forall x (Godlike(x) -> Catalatic(x))
<extra_id_2>
not Catalatic(ursola)
<extra_id_3>
forall x (Godlike(x) -> Catalatic(x)) <- [no base fact] <extra_id_5> Cannot ... | 1 | Unknown | AttNeg-OWA-D2-864 |
Charissa is holistic. Daniel is oversewn. Bartlet is acoustical. Lynette is syncretic. Furry things are oneiric. Big things are syncretic. All holistic things are strait. <extra_id_0> Daniel is oneiric. | <extra_id_1>
Holistic(charissa)
Oversewn(daniel)
Acoustical(bartlet)
Syncretic(lynette)
forall x (Strait(x) -> Oneiric(x))
forall x (Oneiric(x) -> Syncretic(x))
forall x (Holistic(x) -> Strait(x))
<extra_id_2>
Oneiric(daniel)
<extra_id_3>
forall x (Strait(x) -> Oneiric(x)) <- forall x (Holistic(x) -> Strait(x)) <- [no ... | 2 | Unknown | AttNeg-OWA-D2-864 |
Roanna is doting. Kamila is leftover. Marlane is appellate. Evey is rhythmical. Furry things are boney. Big things are rhythmical. All doting things are carotid. <extra_id_0> Marlane is not boney. | <extra_id_1>
Doting(roanna)
Leftover(kamila)
Appellate(marlane)
Rhythmical(evey)
forall x (Carotid(x) -> Boney(x))
forall x (Boney(x) -> Rhythmical(x))
forall x (Doting(x) -> Carotid(x))
<extra_id_2>
not Boney(marlane)
<extra_id_3>
forall x (Carotid(x) -> Boney(x)) <- forall x (Doting(x) -> Carotid(x)) <- [no base fact... | 2 | Unknown | AttNeg-OWA-D2-864 |
Jaclyn is public. Trenna is thirsty. Danya is milled. Cherie is uncanny. Furry things are delayed. Big things are uncanny. All public things are selective. <extra_id_0> Cherie is round. | <extra_id_1>
Public(jaclyn)
Thirsty(trenna)
Milled(danya)
Uncanny(cherie)
forall x (Selective(x) -> Delayed(x))
forall x (Delayed(x) -> Uncanny(x))
forall x (Public(x) -> Selective(x))
<extra_id_2>
Round(cherie)
<extra_id_3>
Round(cherie) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given prem... | 0 | Unknown | AttNeg-OWA-D2-864 |
Toddy is bereft. Neely is myriad. Raj is shackled. Clarinda is incarnate. Furry things are mural. Big things are incarnate. All bereft things are unshielded. <extra_id_0> Clarinda is not myriad. | <extra_id_1>
Bereft(toddy)
Myriad(neely)
Shackled(raj)
Incarnate(clarinda)
forall x (Unshielded(x) -> Mural(x))
forall x (Mural(x) -> Incarnate(x))
forall x (Bereft(x) -> Unshielded(x))
<extra_id_2>
not Myriad(clarinda)
<extra_id_3>
not Myriad(clarinda) <- [no supporting fact or rule] <extra_id_5> Cannot be determined ... | 0 | Unknown | AttNeg-OWA-D2-864 |
Marris is frore. Bernita is curious. Jule is chalky. Daffie is tamed. Furry things are peachy. Big things are tamed. All frore things are stainable. <extra_id_0> Jule is round. | <extra_id_1>
Frore(marris)
Curious(bernita)
Chalky(jule)
Tamed(daffie)
forall x (Stainable(x) -> Peachy(x))
forall x (Peachy(x) -> Tamed(x))
forall x (Frore(x) -> Stainable(x))
<extra_id_2>
Round(jule)
<extra_id_3>
Round(jule) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra... | 0 | Unknown | AttNeg-OWA-D2-864 |
Ilene is upturned. Ilene is improvised. Ilene is meteoritic. Ilene is glycogenic. Jock is improvised. Jock is meteoritic. Jock is spangled. Jock is foreboding. Jock is glycogenic. Rabbi is upturned. Rabbi is improvised. Rabbi is foreboding. Dougie is upturned. Dougie is spangled. Dougie is not glycogenic. Blue things a... | <extra_id_1>
Upturned(ilene)
Improvised(ilene)
Meteoritic(ilene)
Glycogenic(ilene)
Improvised(jock)
Meteoritic(jock)
Spangled(jock)
Foreboding(jock)
Glycogenic(jock)
Upturned(rabbi)
Improvised(rabbi)
Foreboding(rabbi)
Upturned(dougie)
Spangled(dougie)
not Glycogenic(dougie)
forall x (Upturned(x) -> Arguable(x))
forall ... | 0 | True | AttNeg-OWA-D2-1186 |
Elinore is suppliant. Elinore is slaveless. Elinore is xxii. Elinore is abloom. Slade is slaveless. Slade is xxii. Slade is tzarist. Slade is constant. Slade is abloom. Frederich is suppliant. Frederich is slaveless. Frederich is constant. Leslie is suppliant. Leslie is tzarist. Leslie is not abloom. Blue things are sy... | <extra_id_1>
Suppliant(elinore)
Slaveless(elinore)
Xxii(elinore)
Abloom(elinore)
Slaveless(slade)
Xxii(slade)
Tzarist(slade)
Constant(slade)
Abloom(slade)
Suppliant(frederich)
Slaveless(frederich)
Constant(frederich)
Suppliant(leslie)
Tzarist(leslie)
not Abloom(leslie)
forall x (Suppliant(x) -> Syncretic(x))
forall x (... | 0 | False | AttNeg-OWA-D2-1186 |
Mortie is agrypnotic. Mortie is ionian. Mortie is universal. Mortie is shakedown. Aloysius is ionian. Aloysius is universal. Aloysius is peculiar. Aloysius is unstressed. Aloysius is shakedown. Adrienne is agrypnotic. Adrienne is ionian. Adrienne is unstressed. Gino is agrypnotic. Gino is peculiar. Gino is not shakedow... | <extra_id_1>
Agrypnotic(mortie)
Ionian(mortie)
Universal(mortie)
Shakedown(mortie)
Ionian(aloysius)
Universal(aloysius)
Peculiar(aloysius)
Unstressed(aloysius)
Shakedown(aloysius)
Agrypnotic(adrienne)
Ionian(adrienne)
Unstressed(adrienne)
Agrypnotic(gino)
Peculiar(gino)
not Shakedown(gino)
forall x (Agrypnotic(x) -> Vo... | 1 | True | AttNeg-OWA-D2-1186 |
Kalle is nutritive. Kalle is unitarian. Kalle is busted. Kalle is snarly. Kyle is unitarian. Kyle is busted. Kyle is untraveled. Kyle is incipient. Kyle is snarly. Abram is nutritive. Abram is unitarian. Abram is incipient. Ariel is nutritive. Ariel is untraveled. Ariel is not snarly. Blue things are wideband. All wide... | <extra_id_1>
Nutritive(kalle)
Unitarian(kalle)
Busted(kalle)
Snarly(kalle)
Unitarian(kyle)
Busted(kyle)
Untraveled(kyle)
Incipient(kyle)
Snarly(kyle)
Nutritive(abram)
Unitarian(abram)
Incipient(abram)
Nutritive(ariel)
Untraveled(ariel)
not Snarly(ariel)
forall x (Nutritive(x) -> Wideband(x))
forall x (Wideband(x) and U... | 1 | False | AttNeg-OWA-D2-1186 |
Jocelyne is jocular. Jocelyne is stellar. Jocelyne is latvian. Jocelyne is tomboyish. Juliet is stellar. Juliet is latvian. Juliet is chopfallen. Juliet is moody. Juliet is tomboyish. Ernestine is jocular. Ernestine is stellar. Ernestine is moody. Amaleta is jocular. Amaleta is chopfallen. Amaleta is not tomboyish. Blu... | <extra_id_1>
Jocular(jocelyne)
Stellar(jocelyne)
Latvian(jocelyne)
Tomboyish(jocelyne)
Stellar(juliet)
Latvian(juliet)
Chopfallen(juliet)
Moody(juliet)
Tomboyish(juliet)
Jocular(ernestine)
Stellar(ernestine)
Moody(ernestine)
Jocular(amaleta)
Chopfallen(amaleta)
not Tomboyish(amaleta)
forall x (Jocular(x) -> Delineated(... | 2 | True | AttNeg-OWA-D2-1186 |
Martyn is unseeing. Martyn is overhead. Martyn is outdoor. Martyn is heavenly. Jud is overhead. Jud is outdoor. Jud is optimal. Jud is streaked. Jud is heavenly. Josselyn is unseeing. Josselyn is overhead. Josselyn is streaked. Pauli is unseeing. Pauli is optimal. Pauli is not heavenly. Blue things are deductive. All d... | <extra_id_1>
Unseeing(martyn)
Overhead(martyn)
Outdoor(martyn)
Heavenly(martyn)
Overhead(jud)
Outdoor(jud)
Optimal(jud)
Streaked(jud)
Heavenly(jud)
Unseeing(josselyn)
Overhead(josselyn)
Streaked(josselyn)
Unseeing(pauli)
Optimal(pauli)
not Heavenly(pauli)
forall x (Unseeing(x) -> Deductive(x))
forall x (Deductive(x) an... | 2 | False | AttNeg-OWA-D2-1186 |
Nevin is granular. Nevin is captious. Nevin is beltless. Nevin is lunatic. Helise is captious. Helise is beltless. Helise is probing. Helise is grandiose. Helise is lunatic. Latia is granular. Latia is captious. Latia is grandiose. Archon is granular. Archon is probing. Archon is not lunatic. Blue things are cryptic. A... | <extra_id_1>
Granular(nevin)
Captious(nevin)
Beltless(nevin)
Lunatic(nevin)
Captious(helise)
Beltless(helise)
Probing(helise)
Grandiose(helise)
Lunatic(helise)
Granular(latia)
Captious(latia)
Grandiose(latia)
Granular(archon)
Probing(archon)
not Lunatic(archon)
forall x (Granular(x) -> Cryptic(x))
forall x (Cryptic(x) ... | 1 | Unknown | AttNeg-OWA-D2-1186 |
Finley is bipinnate. Finley is coalescing. Finley is rattling. Finley is chiseled. Roselin is coalescing. Roselin is rattling. Roselin is watered. Roselin is filipino. Roselin is chiseled. Wildon is bipinnate. Wildon is coalescing. Wildon is filipino. Gretchen is bipinnate. Gretchen is watered. Gretchen is not chiseled... | <extra_id_1>
Bipinnate(finley)
Coalescing(finley)
Rattling(finley)
Chiseled(finley)
Coalescing(roselin)
Rattling(roselin)
Watered(roselin)
Filipino(roselin)
Chiseled(roselin)
Bipinnate(wildon)
Coalescing(wildon)
Filipino(wildon)
Bipinnate(gretchen)
Watered(gretchen)
not Chiseled(gretchen)
forall x (Bipinnate(x) -> Self... | 0 | Unknown | AttNeg-OWA-D2-1186 |
Raymond is endermatic. Raymond is tillable. Raymond is passant. Raymond is enforced. Mathilde is tillable. Mathilde is passant. Mathilde is ectodermic. Mathilde is torpid. Mathilde is enforced. Winford is endermatic. Winford is tillable. Winford is torpid. Maude is endermatic. Maude is ectodermic. Maude is not enforced... | <extra_id_1>
Endermatic(raymond)
Tillable(raymond)
Passant(raymond)
Enforced(raymond)
Tillable(mathilde)
Passant(mathilde)
Ectodermic(mathilde)
Torpid(mathilde)
Enforced(mathilde)
Endermatic(winford)
Tillable(winford)
Torpid(winford)
Endermatic(maude)
Ectodermic(maude)
not Enforced(maude)
forall x (Endermatic(x) -> Hot... | 0 | Unknown | AttNeg-OWA-D2-1186 |
Rodolphe is yucky. Rodolphe is banging. Rodolphe is occlusive. Rodolphe is pectic. Jessica is banging. Jessica is occlusive. Jessica is weather. Jessica is fruity. Jessica is pectic. Talia is yucky. Talia is banging. Talia is fruity. Felicio is yucky. Felicio is weather. Felicio is not pectic. Blue things are ideal. Al... | <extra_id_1>
Yucky(rodolphe)
Banging(rodolphe)
Occlusive(rodolphe)
Pectic(rodolphe)
Banging(jessica)
Occlusive(jessica)
Weather(jessica)
Fruity(jessica)
Pectic(jessica)
Yucky(talia)
Banging(talia)
Fruity(talia)
Yucky(felicio)
Weather(felicio)
not Pectic(felicio)
forall x (Yucky(x) -> Ideal(x))
forall x (Ideal(x) and We... | 0 | Unknown | AttNeg-OWA-D2-1186 |
Tymon is arborous. Tymon is familiar. Tymon is cationic. Tymon is murderous. Rosita is familiar. Rosita is cationic. Rosita is visible. Rosita is aromatic. Rosita is murderous. Friedric is arborous. Friedric is familiar. Friedric is aromatic. Ivie is arborous. Ivie is visible. Ivie is not murderous. Blue things are int... | <extra_id_1>
Arborous(tymon)
Familiar(tymon)
Cationic(tymon)
Murderous(tymon)
Familiar(rosita)
Cationic(rosita)
Visible(rosita)
Aromatic(rosita)
Murderous(rosita)
Arborous(friedric)
Familiar(friedric)
Aromatic(friedric)
Arborous(ivie)
Visible(ivie)
not Murderous(ivie)
forall x (Arborous(x) -> Interbred(x))
forall x (In... | 0 | Unknown | AttNeg-OWA-D2-1186 |
Waldon is blithe. Waldon is touchy. Waldon is mantic. Waldon is compounded. Malinde is touchy. Malinde is mantic. Malinde is outdated. Malinde is unservile. Malinde is compounded. Phyllys is blithe. Phyllys is touchy. Phyllys is unservile. Stewart is blithe. Stewart is outdated. Stewart is not compounded. Blue things a... | <extra_id_1>
Blithe(waldon)
Touchy(waldon)
Mantic(waldon)
Compounded(waldon)
Touchy(malinde)
Mantic(malinde)
Outdated(malinde)
Unservile(malinde)
Compounded(malinde)
Blithe(phyllys)
Touchy(phyllys)
Unservile(phyllys)
Blithe(stewart)
Outdated(stewart)
not Compounded(stewart)
forall x (Blithe(x) -> Loamless(x))
forall x ... | 0 | Unknown | AttNeg-OWA-D2-1186 |
Ophelie is sweltry. All sweltry things are mechanical. All mechanical things are bilobate. Furry, bilobate things are beginning. <extra_id_0> Ophelie is sweltry. | <extra_id_1>
Sweltry(ophelie)
forall x (Sweltry(x) -> Mechanical(x))
forall x (Mechanical(x) -> Bilobate(x))
forall x (Buxom(x) and Bilobate(x) -> Beginning(x))
<extra_id_2>
Sweltry(ophelie)
<extra_id_3>
therefore Sweltry(ophelie)
<extra_id_4>
True | 0 | True | AttNeg-OWA-D2-1766 |
Laird is uniovular. All uniovular things are powerless. All powerless things are loveless. Furry, loveless things are diverting. <extra_id_0> Laird is not uniovular. | <extra_id_1>
Uniovular(laird)
forall x (Uniovular(x) -> Powerless(x))
forall x (Powerless(x) -> Loveless(x))
forall x (Tabu(x) and Loveless(x) -> Diverting(x))
<extra_id_2>
not Uniovular(laird)
<extra_id_3>
therefore Uniovular(laird)
<extra_id_4>
False | 0 | False | AttNeg-OWA-D2-1766 |
Isadora is immunised. All immunised things are nonmoving. All nonmoving things are biennial. Furry, biennial things are subversive. <extra_id_0> Isadora is nonmoving. | <extra_id_1>
Immunised(isadora)
forall x (Immunised(x) -> Nonmoving(x))
forall x (Nonmoving(x) -> Biennial(x))
forall x (Undiluted(x) and Biennial(x) -> Subversive(x))
<extra_id_2>
Nonmoving(isadora)
<extra_id_3>
Immunised(isadora) and forall x (Immunised(x) -> Nonmoving(x)) -> therefore Nonmoving(isadora)
<extra_id_4>... | 1 | True | AttNeg-OWA-D2-1766 |
Eimile is leadless. All leadless things are apodeictic. All apodeictic things are adducent. Furry, adducent things are epiphyseal. <extra_id_0> Eimile is not apodeictic. | <extra_id_1>
Leadless(eimile)
forall x (Leadless(x) -> Apodeictic(x))
forall x (Apodeictic(x) -> Adducent(x))
forall x (Chinless(x) and Adducent(x) -> Epiphyseal(x))
<extra_id_2>
not Apodeictic(eimile)
<extra_id_3>
Leadless(eimile) and forall x (Leadless(x) -> Apodeictic(x)) -> therefore Apodeictic(eimile)
<extra_id_4>... | 1 | False | AttNeg-OWA-D2-1766 |
Dixie is napping. All napping things are injectable. All injectable things are venerable. Furry, venerable things are ovoid. <extra_id_0> Dixie is venerable. | <extra_id_1>
Napping(dixie)
forall x (Napping(x) -> Injectable(x))
forall x (Injectable(x) -> Venerable(x))
forall x (Missionary(x) and Venerable(x) -> Ovoid(x))
<extra_id_2>
Venerable(dixie)
<extra_id_3>
Napping(dixie) and forall x (Napping(x) -> Injectable(x)) -> therefore Injectable(dixie) <extra_id_5> Injectable(di... | 2 | True | AttNeg-OWA-D2-1766 |
Carolin is scared. All scared things are unmeasured. All unmeasured things are cutting. Furry, cutting things are bewitching. <extra_id_0> Carolin is not cutting. | <extra_id_1>
Scared(carolin)
forall x (Scared(x) -> Unmeasured(x))
forall x (Unmeasured(x) -> Cutting(x))
forall x (Bothersome(x) and Cutting(x) -> Bewitching(x))
<extra_id_2>
not Cutting(carolin)
<extra_id_3>
Scared(carolin) and forall x (Scared(x) -> Unmeasured(x)) -> therefore Unmeasured(carolin) <extra_id_5> Unmeas... | 2 | False | AttNeg-OWA-D2-1766 |
Daisi is bivalved. All bivalved things are dysgenic. All dysgenic things are peaceable. Furry, peaceable things are exaugural. <extra_id_0> Daisi is not exaugural. | <extra_id_1>
Bivalved(daisi)
forall x (Bivalved(x) -> Dysgenic(x))
forall x (Dysgenic(x) -> Peaceable(x))
forall x (Paralytic(x) and Peaceable(x) -> Exaugural(x))
<extra_id_2>
not Exaugural(daisi)
<extra_id_3>
forall x (Paralytic(x) and Peaceable(x) -> Exaugural(x)) <- [no base fact] <extra_id_5> Cannot be determined f... | 1 | Unknown | AttNeg-OWA-D2-1766 |
Cissie is unglazed. All unglazed things are rampant. All rampant things are fulgent. Furry, fulgent things are socratic. <extra_id_0> Cissie is round. | <extra_id_1>
Unglazed(cissie)
forall x (Unglazed(x) -> Rampant(x))
forall x (Rampant(x) -> Fulgent(x))
forall x (Kashmiri(x) and Fulgent(x) -> Socratic(x))
<extra_id_2>
Round(cissie)
<extra_id_3>
Round(cissie) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Unknown | 0 | Unknown | AttNeg-OWA-D2-1766 |
Thane is kindly. All kindly things are estrous. All estrous things are unionised. Furry, unionised things are offside. <extra_id_0> Thane is not white. | <extra_id_1>
Kindly(thane)
forall x (Kindly(x) -> Estrous(x))
forall x (Estrous(x) -> Unionised(x))
forall x (Serpentine(x) and Unionised(x) -> Offside(x))
<extra_id_2>
not White(thane)
<extra_id_3>
not White(thane) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Unkn... | 0 | Unknown | AttNeg-OWA-D2-1766 |
Boniface is untreated. All untreated things are swarthy. All swarthy things are multiplied. Furry, multiplied things are besotted. <extra_id_0> Boniface is dirt. | <extra_id_1>
Untreated(boniface)
forall x (Untreated(x) -> Swarthy(x))
forall x (Swarthy(x) -> Multiplied(x))
forall x (Dirt(x) and Multiplied(x) -> Besotted(x))
<extra_id_2>
Dirt(boniface)
<extra_id_3>
Dirt(boniface) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Un... | 0 | Unknown | AttNeg-OWA-D2-1766 |
The winnie hearken the felipe. The winnie detoxify the harmon. The winnie phrase the felipe. The harmon does not chase the sharona. The harmon is chicken. The harmon detoxify the winnie. The harmon detoxify the sharona. The harmon phrase the felipe. The felipe does not see the harmon. The sharona is inspiring. If someo... | <extra_id_1>
Hearken(winnie, felipe)
Detoxify(winnie, harmon)
Phrase(winnie, felipe)
not Hearken(harmon, sharona)
Chicken(harmon)
Detoxify(harmon, winnie)
Detoxify(harmon, sharona)
Phrase(harmon, felipe)
not Phrase(felipe, harmon)
Inspiring(sharona)
forall x (Phrase(x, sharona) -> Hearken(x, harmon))
forall x (Phrase(x... | 0 | True | RelNeg-OWA-D2-2085 |
The jacquetta discount the karlotta. The jacquetta seine the ron. The jacquetta handcolor the karlotta. The ron does not chase the caritta. The ron is bogartian. The ron seine the jacquetta. The ron seine the caritta. The ron handcolor the karlotta. The karlotta does not see the ron. The caritta is gaping. If someone h... | <extra_id_1>
Discount(jacquetta, karlotta)
Seine(jacquetta, ron)
Handcolor(jacquetta, karlotta)
not Discount(ron, caritta)
Bogartian(ron)
Seine(ron, jacquetta)
Seine(ron, caritta)
Handcolor(ron, karlotta)
not Handcolor(karlotta, ron)
Gaping(caritta)
forall x (Handcolor(x, caritta) -> Discount(x, ron))
forall x (Handcol... | 0 | False | RelNeg-OWA-D2-2085 |
The saunder skylark the bing. The saunder counteract the nicholle. The saunder interlock the bing. The nicholle does not chase the weider. The nicholle is adulterine. The nicholle counteract the saunder. The nicholle counteract the weider. The nicholle interlock the bing. The bing does not see the nicholle. The weider ... | <extra_id_1>
Skylark(saunder, bing)
Counteract(saunder, nicholle)
Interlock(saunder, bing)
not Skylark(nicholle, weider)
Adulterine(nicholle)
Counteract(nicholle, saunder)
Counteract(nicholle, weider)
Interlock(nicholle, bing)
not Interlock(bing, nicholle)
Biloculate(weider)
forall x (Interlock(x, weider) -> Skylark(x,... | 1 | True | RelNeg-OWA-D2-2085 |
The livia empale the oralle. The livia blitz the kraig. The livia dilapidate the oralle. The kraig does not chase the mellisa. The kraig is gratified. The kraig blitz the livia. The kraig blitz the mellisa. The kraig dilapidate the oralle. The oralle does not see the kraig. The mellisa is impish. If someone dilapidate ... | <extra_id_1>
Empale(livia, oralle)
Blitz(livia, kraig)
Dilapidate(livia, oralle)
not Empale(kraig, mellisa)
Gratified(kraig)
Blitz(kraig, livia)
Blitz(kraig, mellisa)
Dilapidate(kraig, oralle)
not Dilapidate(oralle, kraig)
Impish(mellisa)
forall x (Dilapidate(x, mellisa) -> Empale(x, kraig))
forall x (Dilapidate(x, mel... | 1 | False | RelNeg-OWA-D2-2085 |
The zaneta rime the sindee. The zaneta deflate the marlie. The zaneta sneak the sindee. The marlie does not chase the filia. The marlie is societal. The marlie deflate the zaneta. The marlie deflate the filia. The marlie sneak the sindee. The sindee does not see the marlie. The filia is evaluative. If someone sneak the... | <extra_id_1>
Rime(zaneta, sindee)
Deflate(zaneta, marlie)
Sneak(zaneta, sindee)
not Rime(marlie, filia)
Societal(marlie)
Deflate(marlie, zaneta)
Deflate(marlie, filia)
Sneak(marlie, sindee)
not Sneak(sindee, marlie)
Evaluative(filia)
forall x (Sneak(x, filia) -> Rime(x, marlie))
forall x (Sneak(x, filia) and not Evalua... | 2 | True | RelNeg-OWA-D2-2085 |
The elga respite the wes. The elga blare the marice. The elga convalesce the wes. The marice does not chase the osbourne. The marice is nestorian. The marice blare the elga. The marice blare the osbourne. The marice convalesce the wes. The wes does not see the marice. The osbourne is yawning. If someone convalesce the ... | <extra_id_1>
Respite(elga, wes)
Blare(elga, marice)
Convalesce(elga, wes)
not Respite(marice, osbourne)
Nestorian(marice)
Blare(marice, elga)
Blare(marice, osbourne)
Convalesce(marice, wes)
not Convalesce(wes, marice)
Yawning(osbourne)
forall x (Convalesce(x, osbourne) -> Respite(x, marice))
forall x (Convalesce(x, osb... | 2 | False | RelNeg-OWA-D2-2085 |
The raynard draw the goose. The raynard recollect the kip. The raynard mourn the goose. The kip does not chase the olympia. The kip is disquieted. The kip recollect the raynard. The kip recollect the olympia. The kip mourn the goose. The goose does not see the kip. The olympia is cytotoxic. If someone mourn the olympia... | <extra_id_1>
Draw(raynard, goose)
Recollect(raynard, kip)
Mourn(raynard, goose)
not Draw(kip, olympia)
Disquieted(kip)
Recollect(kip, raynard)
Recollect(kip, olympia)
Mourn(kip, goose)
not Mourn(goose, kip)
Cytotoxic(olympia)
forall x (Mourn(x, olympia) -> Draw(x, kip))
forall x (Mourn(x, olympia) and not Cytotoxic(oly... | 1 | Unknown | RelNeg-OWA-D2-2085 |
The calla ruff the lyndy. The calla plagiarize the mitch. The calla silkscreen the lyndy. The mitch does not chase the mallorie. The mitch is drunk. The mitch plagiarize the calla. The mitch plagiarize the mallorie. The mitch silkscreen the lyndy. The lyndy does not see the mitch. The mallorie is sisyphean. If someone ... | <extra_id_1>
Ruff(calla, lyndy)
Plagiarize(calla, mitch)
Silkscreen(calla, lyndy)
not Ruff(mitch, mallorie)
Drunk(mitch)
Plagiarize(mitch, calla)
Plagiarize(mitch, mallorie)
Silkscreen(mitch, lyndy)
not Silkscreen(lyndy, mitch)
Sisyphean(mallorie)
forall x (Silkscreen(x, mallorie) -> Ruff(x, mitch))
forall x (Silkscree... | 2 | Unknown | RelNeg-OWA-D2-2085 |
The aldric dunk the jerry. The aldric racketeer the jeffrey. The aldric funnel the jerry. The jeffrey does not chase the jaynell. The jeffrey is forceless. The jeffrey racketeer the aldric. The jeffrey racketeer the jaynell. The jeffrey funnel the jerry. The jerry does not see the jeffrey. The jaynell is hourlong. If s... | <extra_id_1>
Dunk(aldric, jerry)
Racketeer(aldric, jeffrey)
Funnel(aldric, jerry)
not Dunk(jeffrey, jaynell)
Forceless(jeffrey)
Racketeer(jeffrey, aldric)
Racketeer(jeffrey, jaynell)
Funnel(jeffrey, jerry)
not Funnel(jerry, jeffrey)
Hourlong(jaynell)
forall x (Funnel(x, jaynell) -> Dunk(x, jeffrey))
forall x (Funnel(x,... | 1 | Unknown | RelNeg-OWA-D2-2085 |
The page disparage the evette. The page salute the shaine. The page exaggerate the evette. The shaine does not chase the dominica. The shaine is shortened. The shaine salute the page. The shaine salute the dominica. The shaine exaggerate the evette. The evette does not see the shaine. The dominica is slithering. If som... | <extra_id_1>
Disparage(page, evette)
Salute(page, shaine)
Exaggerate(page, evette)
not Disparage(shaine, dominica)
Shortened(shaine)
Salute(shaine, page)
Salute(shaine, dominica)
Exaggerate(shaine, evette)
not Exaggerate(evette, shaine)
Slithering(dominica)
forall x (Exaggerate(x, dominica) -> Disparage(x, shaine))
for... | 0 | Unknown | RelNeg-OWA-D2-2085 |
The katya clarion the emilio. The katya conjecture the northrop. The katya catechize the emilio. The northrop does not chase the linn. The northrop is delicious. The northrop conjecture the katya. The northrop conjecture the linn. The northrop catechize the emilio. The emilio does not see the northrop. The linn is buzz... | <extra_id_1>
Clarion(katya, emilio)
Conjecture(katya, northrop)
Catechize(katya, emilio)
not Clarion(northrop, linn)
Delicious(northrop)
Conjecture(northrop, katya)
Conjecture(northrop, linn)
Catechize(northrop, emilio)
not Catechize(emilio, northrop)
Buzzing(linn)
forall x (Catechize(x, linn) -> Clarion(x, northrop))
... | 0 | Unknown | RelNeg-OWA-D2-2085 |
The nata purify the shannon. The nata signify the forrester. The nata taxi the shannon. The forrester does not chase the thurston. The forrester is spineless. The forrester signify the nata. The forrester signify the thurston. The forrester taxi the shannon. The shannon does not see the forrester. The thurston is rever... | <extra_id_1>
Purify(nata, shannon)
Signify(nata, forrester)
Taxi(nata, shannon)
not Purify(forrester, thurston)
Spineless(forrester)
Signify(forrester, nata)
Signify(forrester, thurston)
Taxi(forrester, shannon)
not Taxi(shannon, forrester)
Reversive(thurston)
forall x (Taxi(x, thurston) -> Purify(x, forrester))
forall... | 0 | Unknown | RelNeg-OWA-D2-2085 |
Jereme is magnetised. Jereme is stabbing. Jereme is transitory. Carlin is universal. Carlin is rumpled. Carlin is stabbing. Carlin is fain. Carlin is transitory. Collie is petalless. Collie is universal. Collie is rumpled. Collie is stabbing. Collie is fain. Collie is transitory. Alis is fain. Alis is transitory. Furry... | <extra_id_1>
Magnetised(jereme)
Stabbing(jereme)
Transitory(jereme)
Universal(carlin)
Rumpled(carlin)
Stabbing(carlin)
Fain(carlin)
Transitory(carlin)
Petalless(collie)
Universal(collie)
Rumpled(collie)
Stabbing(collie)
Fain(collie)
Transitory(collie)
Fain(alis)
Transitory(alis)
forall x (Universal(x) -> Rumpled(x))
Tr... | 0 | True | AttNoneg-OWA-D2-2087 |
Chelsy is prideful. Chelsy is muhammadan. Chelsy is paralytic. Townie is unharmed. Townie is hibernal. Townie is muhammadan. Townie is numerical. Townie is paralytic. Ricca is monthly. Ricca is unharmed. Ricca is hibernal. Ricca is muhammadan. Ricca is numerical. Ricca is paralytic. Meg is numerical. Meg is paralytic. ... | <extra_id_1>
Prideful(chelsy)
Muhammadan(chelsy)
Paralytic(chelsy)
Unharmed(townie)
Hibernal(townie)
Muhammadan(townie)
Numerical(townie)
Paralytic(townie)
Monthly(ricca)
Unharmed(ricca)
Hibernal(ricca)
Muhammadan(ricca)
Numerical(ricca)
Paralytic(ricca)
Numerical(meg)
Paralytic(meg)
forall x (Unharmed(x) -> Hibernal(x... | 0 | False | AttNoneg-OWA-D2-2087 |
Tiler is appareled. Tiler is unifying. Tiler is hopeless. Fazeel is familiar. Fazeel is plaintive. Fazeel is unifying. Fazeel is eared. Fazeel is hopeless. Micheal is unshared. Micheal is familiar. Micheal is plaintive. Micheal is unifying. Micheal is eared. Micheal is hopeless. Dollie is eared. Dollie is hopeless. Fur... | <extra_id_1>
Appareled(tiler)
Unifying(tiler)
Hopeless(tiler)
Familiar(fazeel)
Plaintive(fazeel)
Unifying(fazeel)
Eared(fazeel)
Hopeless(fazeel)
Unshared(micheal)
Familiar(micheal)
Plaintive(micheal)
Unifying(micheal)
Eared(micheal)
Hopeless(micheal)
Eared(dollie)
Hopeless(dollie)
forall x (Familiar(x) -> Plaintive(x))... | 1 | True | AttNoneg-OWA-D2-2087 |
Doralyn is hypotonic. Doralyn is alpine. Doralyn is adaptive. Oren is aleuronic. Oren is bailable. Oren is alpine. Oren is countywide. Oren is adaptive. Hali is amendable. Hali is aleuronic. Hali is bailable. Hali is alpine. Hali is countywide. Hali is adaptive. Natalya is countywide. Natalya is adaptive. Furry things ... | <extra_id_1>
Hypotonic(doralyn)
Alpine(doralyn)
Adaptive(doralyn)
Aleuronic(oren)
Bailable(oren)
Alpine(oren)
Countywide(oren)
Adaptive(oren)
Amendable(hali)
Aleuronic(hali)
Bailable(hali)
Alpine(hali)
Countywide(hali)
Adaptive(hali)
Countywide(natalya)
Adaptive(natalya)
forall x (Aleuronic(x) -> Bailable(x))
Adaptive(... | 1 | False | AttNoneg-OWA-D2-2087 |
Sherline is bolivian. Sherline is dantean. Sherline is wesleyan. Mariam is fenestral. Mariam is reliable. Mariam is dantean. Mariam is wrenching. Mariam is wesleyan. Edeline is fell. Edeline is fenestral. Edeline is reliable. Edeline is dantean. Edeline is wrenching. Edeline is wesleyan. Ainslie is wrenching. Ainslie i... | <extra_id_1>
Bolivian(sherline)
Dantean(sherline)
Wesleyan(sherline)
Fenestral(mariam)
Reliable(mariam)
Dantean(mariam)
Wrenching(mariam)
Wesleyan(mariam)
Fell(edeline)
Fenestral(edeline)
Reliable(edeline)
Dantean(edeline)
Wrenching(edeline)
Wesleyan(edeline)
Wrenching(ainslie)
Wesleyan(ainslie)
forall x (Fenestral(x) ... | 2 | True | AttNoneg-OWA-D2-2087 |
Pepita is north. Pepita is dorsal. Pepita is quadruplex. Aleda is porose. Aleda is hellish. Aleda is dorsal. Aleda is addressed. Aleda is quadruplex. Betty is amative. Betty is porose. Betty is hellish. Betty is dorsal. Betty is addressed. Betty is quadruplex. Adlai is addressed. Adlai is quadruplex. Furry things are h... | <extra_id_1>
North(pepita)
Dorsal(pepita)
Quadruplex(pepita)
Porose(aleda)
Hellish(aleda)
Dorsal(aleda)
Addressed(aleda)
Quadruplex(aleda)
Amative(betty)
Porose(betty)
Hellish(betty)
Dorsal(betty)
Addressed(betty)
Quadruplex(betty)
Addressed(adlai)
Quadruplex(adlai)
forall x (Porose(x) -> Hellish(x))
Quadruplex(aleda) ... | 2 | False | AttNoneg-OWA-D2-2087 |
Lotta is hobnailed. Lotta is projectile. Lotta is praetorial. Glori is infected. Glori is vertebral. Glori is projectile. Glori is baffling. Glori is praetorial. Hadleigh is cystic. Hadleigh is infected. Hadleigh is vertebral. Hadleigh is projectile. Hadleigh is baffling. Hadleigh is praetorial. Ramsay is baffling. Ram... | <extra_id_1>
Hobnailed(lotta)
Projectile(lotta)
Praetorial(lotta)
Infected(glori)
Vertebral(glori)
Projectile(glori)
Baffling(glori)
Praetorial(glori)
Cystic(hadleigh)
Infected(hadleigh)
Vertebral(hadleigh)
Projectile(hadleigh)
Baffling(hadleigh)
Praetorial(hadleigh)
Baffling(ramsay)
Praetorial(ramsay)
forall x (Infect... | 1 | Unknown | AttNoneg-OWA-D2-2087 |
Kristian is burbly. Kristian is imputable. Kristian is unsoluble. Barbee is peripteral. Barbee is feigned. Barbee is imputable. Barbee is bryophytic. Barbee is unsoluble. Jud is malefic. Jud is peripteral. Jud is feigned. Jud is imputable. Jud is bryophytic. Jud is unsoluble. Mason is bryophytic. Mason is unsoluble. Fu... | <extra_id_1>
Burbly(kristian)
Imputable(kristian)
Unsoluble(kristian)
Peripteral(barbee)
Feigned(barbee)
Imputable(barbee)
Bryophytic(barbee)
Unsoluble(barbee)
Malefic(jud)
Peripteral(jud)
Feigned(jud)
Imputable(jud)
Bryophytic(jud)
Unsoluble(jud)
Bryophytic(mason)
Unsoluble(mason)
forall x (Peripteral(x) -> Feigned(x)... | 2 | Unknown | AttNoneg-OWA-D2-2087 |
Theodora is inerrable. Theodora is orotund. Theodora is shattering. Dasha is downhill. Dasha is moonlit. Dasha is orotund. Dasha is incan. Dasha is shattering. Dryke is dateable. Dryke is downhill. Dryke is moonlit. Dryke is orotund. Dryke is incan. Dryke is shattering. Gaven is incan. Gaven is shattering. Furry things... | <extra_id_1>
Inerrable(theodora)
Orotund(theodora)
Shattering(theodora)
Downhill(dasha)
Moonlit(dasha)
Orotund(dasha)
Incan(dasha)
Shattering(dasha)
Dateable(dryke)
Downhill(dryke)
Moonlit(dryke)
Orotund(dryke)
Incan(dryke)
Shattering(dryke)
Incan(gaven)
Shattering(gaven)
forall x (Downhill(x) -> Moonlit(x))
Shattering... | 0 | Unknown | AttNoneg-OWA-D2-2087 |
Dimitri is rummy. Dimitri is copulatory. Dimitri is deboned. Huntley is inpouring. Huntley is analogue. Huntley is copulatory. Huntley is unreduced. Huntley is deboned. Ugo is mateless. Ugo is inpouring. Ugo is analogue. Ugo is copulatory. Ugo is unreduced. Ugo is deboned. Jory is unreduced. Jory is deboned. Furry thin... | <extra_id_1>
Rummy(dimitri)
Copulatory(dimitri)
Deboned(dimitri)
Inpouring(huntley)
Analogue(huntley)
Copulatory(huntley)
Unreduced(huntley)
Deboned(huntley)
Mateless(ugo)
Inpouring(ugo)
Analogue(ugo)
Copulatory(ugo)
Unreduced(ugo)
Deboned(ugo)
Unreduced(jory)
Deboned(jory)
forall x (Inpouring(x) -> Analogue(x))
Debone... | 0 | Unknown | AttNoneg-OWA-D2-2087 |
Sabrina is involved. Sabrina is more. Sabrina is stunted. Sterling is shoaly. Sterling is backed. Sterling is more. Sterling is sequined. Sterling is stunted. Doloritas is peregrine. Doloritas is shoaly. Doloritas is backed. Doloritas is more. Doloritas is sequined. Doloritas is stunted. Barney is sequined. Barney is s... | <extra_id_1>
Involved(sabrina)
More(sabrina)
Stunted(sabrina)
Shoaly(sterling)
Backed(sterling)
More(sterling)
Sequined(sterling)
Stunted(sterling)
Peregrine(doloritas)
Shoaly(doloritas)
Backed(doloritas)
More(doloritas)
Sequined(doloritas)
Stunted(doloritas)
Sequined(barney)
Stunted(barney)
forall x (Shoaly(x) -> Back... | 0 | Unknown | AttNoneg-OWA-D2-2087 |
Zach is mint. Zach is jilted. Zach is quenched. Moyra is nationwide. Moyra is tripartite. Moyra is jilted. Moyra is eroded. Moyra is quenched. Korie is shaven. Korie is nationwide. Korie is tripartite. Korie is jilted. Korie is eroded. Korie is quenched. Coral is eroded. Coral is quenched. Furry things are tripartite. ... | <extra_id_1>
Mint(zach)
Jilted(zach)
Quenched(zach)
Nationwide(moyra)
Tripartite(moyra)
Jilted(moyra)
Eroded(moyra)
Quenched(moyra)
Shaven(korie)
Nationwide(korie)
Tripartite(korie)
Jilted(korie)
Eroded(korie)
Quenched(korie)
Eroded(coral)
Quenched(coral)
forall x (Nationwide(x) -> Tripartite(x))
Quenched(moyra) and Tr... | 0 | Unknown | AttNoneg-OWA-D2-2087 |
Elwin is biotic. Elwin is eight. Odille is not silklike. Odille is buckshee. Shalna is silklike. Shalna is tenacious. Shalna is not eight. Smart, biotic things are tenacious. If Elwin is biotic then Elwin is buckshee. If something is reactive and not gilbertian then it is biotic. <extra_id_0> Elwin is biotic. | <extra_id_1>
Biotic(elwin)
Eight(elwin)
not Silklike(odille)
Buckshee(odille)
Silklike(shalna)
Tenacious(shalna)
not Eight(shalna)
forall x (Buckshee(x) and Biotic(x) -> Tenacious(x))
Biotic(elwin) -> Buckshee(elwin)
forall x (Reactive(x) and not Gilbertian(x) -> Biotic(x))
<extra_id_2>
Biotic(elwin)
<extra_id_3>
there... | 0 | True | AttNeg-OWA-D2-36 |
Kinna is divine. Kinna is imbecilic. Eartha is not sparing. Eartha is balconied. Corine is sparing. Corine is squalling. Corine is not imbecilic. Smart, divine things are squalling. If Kinna is divine then Kinna is balconied. If something is schmaltzy and not loopy then it is divine. <extra_id_0> Corine is not squallin... | <extra_id_1>
Divine(kinna)
Imbecilic(kinna)
not Sparing(eartha)
Balconied(eartha)
Sparing(corine)
Squalling(corine)
not Imbecilic(corine)
forall x (Balconied(x) and Divine(x) -> Squalling(x))
Divine(kinna) -> Balconied(kinna)
forall x (Schmaltzy(x) and not Loopy(x) -> Divine(x))
<extra_id_2>
not Squalling(corine)
<extr... | 0 | False | AttNeg-OWA-D2-36 |
Cappella is nutritious. Cappella is farming. Erika is not disruptive. Erika is skint. Judah is disruptive. Judah is seven. Judah is not farming. Smart, nutritious things are seven. If Cappella is nutritious then Cappella is skint. If something is alar and not slaphappy then it is nutritious. <extra_id_0> Cappella is sk... | <extra_id_1>
Nutritious(cappella)
Farming(cappella)
not Disruptive(erika)
Skint(erika)
Disruptive(judah)
Seven(judah)
not Farming(judah)
forall x (Skint(x) and Nutritious(x) -> Seven(x))
Nutritious(cappella) -> Skint(cappella)
forall x (Alar(x) and not Slaphappy(x) -> Nutritious(x))
<extra_id_2>
Skint(cappella)
<extra_... | 1 | True | AttNeg-OWA-D2-36 |
Orelie is earthen. Orelie is malposed. Karim is not semisolid. Karim is octuple. Sharline is semisolid. Sharline is scaleless. Sharline is not malposed. Smart, earthen things are scaleless. If Orelie is earthen then Orelie is octuple. If something is archaistic and not handsewn then it is earthen. <extra_id_0> Orelie i... | <extra_id_1>
Earthen(orelie)
Malposed(orelie)
not Semisolid(karim)
Octuple(karim)
Semisolid(sharline)
Scaleless(sharline)
not Malposed(sharline)
forall x (Octuple(x) and Earthen(x) -> Scaleless(x))
Earthen(orelie) -> Octuple(orelie)
forall x (Archaistic(x) and not Handsewn(x) -> Earthen(x))
<extra_id_2>
not Octuple(ore... | 1 | False | AttNeg-OWA-D2-36 |
Rawley is glace. Rawley is loosened. Gabriell is not tenebrous. Gabriell is unpitying. Mel is tenebrous. Mel is unsocial. Mel is not loosened. Smart, glace things are unsocial. If Rawley is glace then Rawley is unpitying. If something is crumpled and not paleozoic then it is glace. <extra_id_0> Rawley is unsocial. | <extra_id_1>
Glace(rawley)
Loosened(rawley)
not Tenebrous(gabriell)
Unpitying(gabriell)
Tenebrous(mel)
Unsocial(mel)
not Loosened(mel)
forall x (Unpitying(x) and Glace(x) -> Unsocial(x))
Glace(rawley) -> Unpitying(rawley)
forall x (Crumpled(x) and not Paleozoic(x) -> Glace(x))
<extra_id_2>
Unsocial(rawley)
<extra_id_3>... | 2 | True | AttNeg-OWA-D2-36 |
Michal is multiform. Michal is congenial. Chadd is not desired. Chadd is sloughy. Shelby is desired. Shelby is soleless. Shelby is not congenial. Smart, multiform things are soleless. If Michal is multiform then Michal is sloughy. If something is nipping and not spicate then it is multiform. <extra_id_0> Michal is not ... | <extra_id_1>
Multiform(michal)
Congenial(michal)
not Desired(chadd)
Sloughy(chadd)
Desired(shelby)
Soleless(shelby)
not Congenial(shelby)
forall x (Sloughy(x) and Multiform(x) -> Soleless(x))
Multiform(michal) -> Sloughy(michal)
forall x (Nipping(x) and not Spicate(x) -> Multiform(x))
<extra_id_2>
not Soleless(michal)
... | 2 | False | AttNeg-OWA-D2-36 |
Micheil is unfeeling. Micheil is humic. Wye is not dowered. Wye is gentile. Kory is dowered. Kory is virile. Kory is not humic. Smart, unfeeling things are virile. If Micheil is unfeeling then Micheil is gentile. If something is vestmental and not oversea then it is unfeeling. <extra_id_0> Kory is not unfeeling. | <extra_id_1>
Unfeeling(micheil)
Humic(micheil)
not Dowered(wye)
Gentile(wye)
Dowered(kory)
Virile(kory)
not Humic(kory)
forall x (Gentile(x) and Unfeeling(x) -> Virile(x))
Unfeeling(micheil) -> Gentile(micheil)
forall x (Vestmental(x) and not Oversea(x) -> Unfeeling(x))
<extra_id_2>
not Unfeeling(kory)
<extra_id_3>
for... | 1 | Unknown | AttNeg-OWA-D2-36 |
Larine is mutilated. Larine is gregorian. Marcos is not bilingual. Marcos is unarmoured. Kristina is bilingual. Kristina is musical. Kristina is not gregorian. Smart, mutilated things are musical. If Larine is mutilated then Larine is unarmoured. If something is deltoid and not flagitious then it is mutilated. <extra_i... | <extra_id_1>
Mutilated(larine)
Gregorian(larine)
not Bilingual(marcos)
Unarmoured(marcos)
Bilingual(kristina)
Musical(kristina)
not Gregorian(kristina)
forall x (Unarmoured(x) and Mutilated(x) -> Musical(x))
Mutilated(larine) -> Unarmoured(larine)
forall x (Deltoid(x) and not Flagitious(x) -> Mutilated(x))
<extra_id_2>... | 1 | Unknown | AttNeg-OWA-D2-36 |
Inga is agreeable. Inga is appeasable. Niki is not faint. Niki is varied. Pasquale is faint. Pasquale is needy. Pasquale is not appeasable. Smart, agreeable things are needy. If Inga is agreeable then Inga is varied. If something is continent and not pending then it is agreeable. <extra_id_0> Niki is not needy. | <extra_id_1>
Agreeable(inga)
Appeasable(inga)
not Faint(niki)
Varied(niki)
Faint(pasquale)
Needy(pasquale)
not Appeasable(pasquale)
forall x (Varied(x) and Agreeable(x) -> Needy(x))
Agreeable(inga) -> Varied(inga)
forall x (Continent(x) and not Pending(x) -> Agreeable(x))
<extra_id_2>
not Needy(niki)
<extra_id_3>
foral... | 2 | Unknown | AttNeg-OWA-D2-36 |
Barton is cliquish. Barton is bahai. Mauritz is not sensate. Mauritz is miserly. Krystle is sensate. Krystle is illiterate. Krystle is not bahai. Smart, cliquish things are illiterate. If Barton is cliquish then Barton is miserly. If something is vociferous and not waxing then it is cliquish. <extra_id_0> Krystle is wa... | <extra_id_1>
Cliquish(barton)
Bahai(barton)
not Sensate(mauritz)
Miserly(mauritz)
Sensate(krystle)
Illiterate(krystle)
not Bahai(krystle)
forall x (Miserly(x) and Cliquish(x) -> Illiterate(x))
Cliquish(barton) -> Miserly(barton)
forall x (Vociferous(x) and not Waxing(x) -> Cliquish(x))
<extra_id_2>
Waxing(krystle)
<ext... | 0 | Unknown | AttNeg-OWA-D2-36 |
Winslow is gloveless. Winslow is rueful. Ashely is not quadruped. Ashely is token. Casi is quadruped. Casi is brachiopod. Casi is not rueful. Smart, gloveless things are brachiopod. If Winslow is gloveless then Winslow is token. If something is sleazy and not grimy then it is gloveless. <extra_id_0> Winslow is not grim... | <extra_id_1>
Gloveless(winslow)
Rueful(winslow)
not Quadruped(ashely)
Token(ashely)
Quadruped(casi)
Brachiopod(casi)
not Rueful(casi)
forall x (Token(x) and Gloveless(x) -> Brachiopod(x))
Gloveless(winslow) -> Token(winslow)
forall x (Sleazy(x) and not Grimy(x) -> Gloveless(x))
<extra_id_2>
not Grimy(winslow)
<extra_id... | 0 | Unknown | AttNeg-OWA-D2-36 |
Nina is bronchial. Nina is adsorptive. Giancarlo is not fibrillose. Giancarlo is ottoman. Rhetta is fibrillose. Rhetta is educated. Rhetta is not adsorptive. Smart, bronchial things are educated. If Nina is bronchial then Nina is ottoman. If something is groomed and not unsheared then it is bronchial. <extra_id_0> Gian... | <extra_id_1>
Bronchial(nina)
Adsorptive(nina)
not Fibrillose(giancarlo)
Ottoman(giancarlo)
Fibrillose(rhetta)
Educated(rhetta)
not Adsorptive(rhetta)
forall x (Ottoman(x) and Bronchial(x) -> Educated(x))
Bronchial(nina) -> Ottoman(nina)
forall x (Groomed(x) and not Unsheared(x) -> Bronchial(x))
<extra_id_2>
Unsheared(g... | 0 | Unknown | AttNeg-OWA-D2-36 |
Sampson is unshaven. Patel is sufi. Page is limitless. William is conjunct. Young things are conjunct. Big things are fulsome. <extra_id_0> Page is limitless. | <extra_id_1>
Unshaven(sampson)
Sufi(patel)
Limitless(page)
Conjunct(william)
forall x (Unshaven(x) -> Conjunct(x))
forall x (Conjunct(x) -> Fulsome(x))
<extra_id_2>
Limitless(page)
<extra_id_3>
therefore Limitless(page)
<extra_id_4>
True | 0 | True | AttNoneg-OWA-D2-129 |
Eden is hyperfine. Ninnetta is bracing. Douglis is hemostatic. Reed is cellulosid. Young things are cellulosid. Big things are errorless. <extra_id_0> Ninnetta is not bracing. | <extra_id_1>
Hyperfine(eden)
Bracing(ninnetta)
Hemostatic(douglis)
Cellulosid(reed)
forall x (Hyperfine(x) -> Cellulosid(x))
forall x (Cellulosid(x) -> Errorless(x))
<extra_id_2>
not Bracing(ninnetta)
<extra_id_3>
therefore Bracing(ninnetta)
<extra_id_4>
False | 0 | False | AttNoneg-OWA-D2-129 |
Griff is sanguine. Jeniece is hydrous. Dyanna is oddish. Myrta is atonic. Young things are atonic. Big things are berried. <extra_id_0> Myrta is berried. | <extra_id_1>
Sanguine(griff)
Hydrous(jeniece)
Oddish(dyanna)
Atonic(myrta)
forall x (Sanguine(x) -> Atonic(x))
forall x (Atonic(x) -> Berried(x))
<extra_id_2>
Berried(myrta)
<extra_id_3>
Atonic(myrta) and forall x (Atonic(x) -> Berried(x)) -> therefore Berried(myrta)
<extra_id_4>
True | 1 | True | AttNoneg-OWA-D2-129 |
Meggy is powdered. Amory is carangid. Wren is bulbed. Rivi is catching. Young things are catching. Big things are toothsome. <extra_id_0> Rivi is not toothsome. | <extra_id_1>
Powdered(meggy)
Carangid(amory)
Bulbed(wren)
Catching(rivi)
forall x (Powdered(x) -> Catching(x))
forall x (Catching(x) -> Toothsome(x))
<extra_id_2>
not Toothsome(rivi)
<extra_id_3>
Catching(rivi) and forall x (Catching(x) -> Toothsome(x)) -> therefore Toothsome(rivi)
<extra_id_4>
False | 1 | False | AttNoneg-OWA-D2-129 |
Lulu is tiny. Maryjane is overstrung. Augie is ludicrous. Barbe is quality. Young things are quality. Big things are visible. <extra_id_0> Lulu is visible. | <extra_id_1>
Tiny(lulu)
Overstrung(maryjane)
Ludicrous(augie)
Quality(barbe)
forall x (Tiny(x) -> Quality(x))
forall x (Quality(x) -> Visible(x))
<extra_id_2>
Visible(lulu)
<extra_id_3>
Tiny(lulu) and forall x (Tiny(x) -> Quality(x)) -> therefore Quality(lulu) <extra_id_5> Quality(lulu) and forall x (Quality(x) -> Visi... | 2 | True | AttNoneg-OWA-D2-129 |
Essie is pneumatic. Hiro is iritic. Saundra is ergonomic. Ileana is intoxicant. Young things are intoxicant. Big things are mercantile. <extra_id_0> Essie is not mercantile. | <extra_id_1>
Pneumatic(essie)
Iritic(hiro)
Ergonomic(saundra)
Intoxicant(ileana)
forall x (Pneumatic(x) -> Intoxicant(x))
forall x (Intoxicant(x) -> Mercantile(x))
<extra_id_2>
not Mercantile(essie)
<extra_id_3>
Pneumatic(essie) and forall x (Pneumatic(x) -> Intoxicant(x)) -> therefore Intoxicant(essie) <extra_id_5> In... | 2 | False | AttNoneg-OWA-D2-129 |
Margeaux is shintoist. Tanya is seismic. Kenton is velar. Skell is adjustive. Young things are adjustive. Big things are fatless. <extra_id_0> Tanya is not fatless. | <extra_id_1>
Shintoist(margeaux)
Seismic(tanya)
Velar(kenton)
Adjustive(skell)
forall x (Shintoist(x) -> Adjustive(x))
forall x (Adjustive(x) -> Fatless(x))
<extra_id_2>
not Fatless(tanya)
<extra_id_3>
forall x (Adjustive(x) -> Fatless(x)) <- forall x (Shintoist(x) -> Adjustive(x)) <- [no base fact] <extra_id_5> Cannot... | 2 | Unknown | AttNoneg-OWA-D2-129 |
Tremain is bewitching. Ingaborg is splitting. Tanney is limiting. Nero is rental. Young things are rental. Big things are lachrymal. <extra_id_0> Tanney is rental. | <extra_id_1>
Bewitching(tremain)
Splitting(ingaborg)
Limiting(tanney)
Rental(nero)
forall x (Bewitching(x) -> Rental(x))
forall x (Rental(x) -> Lachrymal(x))
<extra_id_2>
Rental(tanney)
<extra_id_3>
forall x (Bewitching(x) -> Rental(x)) <- [no base fact] <extra_id_5> Cannot be determined from given premises.
<extra_id_... | 1 | Unknown | AttNoneg-OWA-D2-129 |
Jacquelin is held. Ferne is lactating. Bettina is small. Tiffi is aboulic. Young things are aboulic. Big things are endogenic. <extra_id_0> Bettina is not endogenic. | <extra_id_1>
Held(jacquelin)
Lactating(ferne)
Small(bettina)
Aboulic(tiffi)
forall x (Held(x) -> Aboulic(x))
forall x (Aboulic(x) -> Endogenic(x))
<extra_id_2>
not Endogenic(bettina)
<extra_id_3>
forall x (Aboulic(x) -> Endogenic(x)) <- forall x (Held(x) -> Aboulic(x)) <- [no base fact] <extra_id_5> Cannot be determine... | 2 | Unknown | AttNoneg-OWA-D2-129 |
Neal is tragic. Roxanna is perfected. Felix is arboresque. Sunshine is optic. Young things are optic. Big things are sporadic. <extra_id_0> Neal is kind. | <extra_id_1>
Tragic(neal)
Perfected(roxanna)
Arboresque(felix)
Optic(sunshine)
forall x (Tragic(x) -> Optic(x))
forall x (Optic(x) -> Sporadic(x))
<extra_id_2>
Kind(neal)
<extra_id_3>
Kind(neal) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Unknown | 0 | Unknown | AttNoneg-OWA-D2-129 |
Alecia is banal. Shirl is unintended. Daren is impressive. Jannelle is apogamic. Young things are apogamic. Big things are niggardly. <extra_id_0> Jannelle is not green. | <extra_id_1>
Banal(alecia)
Unintended(shirl)
Impressive(daren)
Apogamic(jannelle)
forall x (Banal(x) -> Apogamic(x))
forall x (Apogamic(x) -> Niggardly(x))
<extra_id_2>
not Green(jannelle)
<extra_id_3>
not Green(jannelle) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4... | 0 | Unknown | AttNoneg-OWA-D2-129 |
Xerxes is taoist. Quentin is gluttonous. Bab is unprompted. Rodolfo is adactylous. Young things are adactylous. Big things are calumnious. <extra_id_0> Quentin is kind. | <extra_id_1>
Taoist(xerxes)
Gluttonous(quentin)
Unprompted(bab)
Adactylous(rodolfo)
forall x (Taoist(x) -> Adactylous(x))
forall x (Adactylous(x) -> Calumnious(x))
<extra_id_2>
Kind(quentin)
<extra_id_3>
Kind(quentin) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Un... | 0 | Unknown | AttNoneg-OWA-D2-129 |
Raoul is azonic. Gwenny is quixotic. Johnny is antitypic. Graehme is plaintive. If Gwenny is antitypic and Gwenny is plaintive then Gwenny is descendent. If someone is azonic and descendent then they are unguarded. All azonic people are constant. All quixotic people are plaintive. Young, constant people are quixotic. S... | <extra_id_1>
Azonic(raoul)
Quixotic(gwenny)
Antitypic(johnny)
Plaintive(graehme)
Antitypic(gwenny) and Plaintive(gwenny) -> Descendent(gwenny)
forall x (Azonic(x) and Descendent(x) -> Unguarded(x))
forall x (Azonic(x) -> Constant(x))
forall x (Quixotic(x) -> Plaintive(x))
forall x (Descendent(x) and Constant(x) -> Quix... | 0 | True | AttNoneg-OWA-D2-1171 |
Guendolen is inert. Joletta is unspaced. Bianca is open. Aprilette is trapped. If Joletta is open and Joletta is trapped then Joletta is eutherian. If someone is inert and eutherian then they are socialised. All inert people are venomous. All unspaced people are trapped. Young, venomous people are unspaced. Smart, veno... | <extra_id_1>
Inert(guendolen)
Unspaced(joletta)
Open(bianca)
Trapped(aprilette)
Open(joletta) and Trapped(joletta) -> Eutherian(joletta)
forall x (Inert(x) and Eutherian(x) -> Socialised(x))
forall x (Inert(x) -> Venomous(x))
forall x (Unspaced(x) -> Trapped(x))
forall x (Eutherian(x) and Venomous(x) -> Unspaced(x))
fo... | 0 | False | AttNoneg-OWA-D2-1171 |
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