premises stringlengths 67 1.36k | logic stringlengths 141 1.82k | qdep int64 0 7 | answer stringclasses 3
values | source stringlengths 15 20 |
|---|---|---|---|---|
Eugen is prone. Ethelin is selected. Elle is selected. Sarene is chubby. All auxetic people are selected. If Eugen is not prone then Eugen is selected. If Sarene is chubby then Sarene is auxetic. <extra_id_0> Eugen is not nice. | <extra_id_1>
Prone(eugen)
Selected(ethelin)
Selected(elle)
Chubby(sarene)
forall x (Auxetic(x) -> Selected(x))
not Prone(eugen) -> Selected(eugen)
Chubby(sarene) -> Auxetic(sarene)
<extra_id_2>
not Nice(eugen)
<extra_id_3>
not Nice(eugen) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given prem... | 0 | Unknown | AttNeg-OWA-D2-1160 |
Orella is fattish. Candi is uncleared. Dulcia is uncleared. Huntlee is disputable. All jerking people are uncleared. If Orella is not fattish then Orella is uncleared. If Huntlee is disputable then Huntlee is jerking. <extra_id_0> Orella is jerking. | <extra_id_1>
Fattish(orella)
Uncleared(candi)
Uncleared(dulcia)
Disputable(huntlee)
forall x (Jerking(x) -> Uncleared(x))
not Fattish(orella) -> Uncleared(orella)
Disputable(huntlee) -> Jerking(huntlee)
<extra_id_2>
Jerking(orella)
<extra_id_3>
Jerking(orella) <- [no supporting fact or rule] <extra_id_5> Cannot be dete... | 0 | Unknown | AttNeg-OWA-D2-1160 |
The correna yowl the gennie. The correna is clxx. The harald lunge the gennie. The blinnie is dismaying. The blinnie is clxx. The gennie does not chase the correna. The gennie lunge the blinnie. If someone yowl the gennie then they chase the blinnie. If someone yowl the gennie and they chase the correna then they like ... | <extra_id_1>
Yowl(correna, gennie)
Clxx(correna)
Lunge(harald, gennie)
Dismaying(blinnie)
Clxx(blinnie)
not Vamoose(gennie, correna)
Lunge(gennie, blinnie)
forall x (Yowl(x, gennie) -> Vamoose(x, blinnie))
forall x (Yowl(x, gennie) and Vamoose(x, correna) -> Lunge(x, gennie))
forall x (Yowl(x, harald) and not Lunge(x, ... | 0 | True | RelNeg-OWA-D2-1256 |
The xenos sterilise the ajay. The xenos is unpainful. The avie glaze the ajay. The emmeline is charming. The emmeline is unpainful. The ajay does not chase the xenos. The ajay glaze the emmeline. If someone sterilise the ajay then they chase the emmeline. If someone sterilise the ajay and they chase the xenos then they... | <extra_id_1>
Sterilise(xenos, ajay)
Unpainful(xenos)
Glaze(avie, ajay)
Charming(emmeline)
Unpainful(emmeline)
not Cannonade(ajay, xenos)
Glaze(ajay, emmeline)
forall x (Sterilise(x, ajay) -> Cannonade(x, emmeline))
forall x (Sterilise(x, ajay) and Cannonade(x, xenos) -> Glaze(x, ajay))
forall x (Sterilise(x, avie) and ... | 0 | False | RelNeg-OWA-D2-1256 |
The thebault pipe the maude. The thebault is mobbish. The shandie enchain the maude. The petrina is inviolate. The petrina is mobbish. The maude does not chase the thebault. The maude enchain the petrina. If someone pipe the maude then they chase the petrina. If someone pipe the maude and they chase the thebault then t... | <extra_id_1>
Pipe(thebault, maude)
Mobbish(thebault)
Enchain(shandie, maude)
Inviolate(petrina)
Mobbish(petrina)
not Pain(maude, thebault)
Enchain(maude, petrina)
forall x (Pipe(x, maude) -> Pain(x, petrina))
forall x (Pipe(x, maude) and Pain(x, thebault) -> Enchain(x, maude))
forall x (Pipe(x, shandie) and not Enchain... | 1 | True | RelNeg-OWA-D2-1256 |
The ronnica absent the gabriello. The ronnica is epidemic. The reginald slate the gabriello. The pammie is unexampled. The pammie is epidemic. The gabriello does not chase the ronnica. The gabriello slate the pammie. If someone absent the gabriello then they chase the pammie. If someone absent the gabriello and they ch... | <extra_id_1>
Absent(ronnica, gabriello)
Epidemic(ronnica)
Slate(reginald, gabriello)
Unexampled(pammie)
Epidemic(pammie)
not Roughhouse(gabriello, ronnica)
Slate(gabriello, pammie)
forall x (Absent(x, gabriello) -> Roughhouse(x, pammie))
forall x (Absent(x, gabriello) and Roughhouse(x, ronnica) -> Slate(x, gabriello))
... | 1 | False | RelNeg-OWA-D2-1256 |
The aldrich rubify the sophia. The aldrich is fistulous. The rustie wink the sophia. The hiralal is marketable. The hiralal is fistulous. The sophia does not chase the aldrich. The sophia wink the hiralal. If someone rubify the sophia then they chase the hiralal. If someone rubify the sophia and they chase the aldrich ... | <extra_id_1>
Rubify(aldrich, sophia)
Fistulous(aldrich)
Wink(rustie, sophia)
Marketable(hiralal)
Fistulous(hiralal)
not Decelerate(sophia, aldrich)
Wink(sophia, hiralal)
forall x (Rubify(x, sophia) -> Decelerate(x, hiralal))
forall x (Rubify(x, sophia) and Decelerate(x, aldrich) -> Wink(x, sophia))
forall x (Rubify(x, ... | 2 | True | RelNeg-OWA-D2-1256 |
The sybil resorb the russell. The sybil is jowly. The bennie spot the russell. The zacharias is lobar. The zacharias is jowly. The russell does not chase the sybil. The russell spot the zacharias. If someone resorb the russell then they chase the zacharias. If someone resorb the russell and they chase the sybil then th... | <extra_id_1>
Resorb(sybil, russell)
Jowly(sybil)
Spot(bennie, russell)
Lobar(zacharias)
Jowly(zacharias)
not Mismate(russell, sybil)
Spot(russell, zacharias)
forall x (Resorb(x, russell) -> Mismate(x, zacharias))
forall x (Resorb(x, russell) and Mismate(x, sybil) -> Spot(x, russell))
forall x (Resorb(x, bennie) and not... | 2 | False | RelNeg-OWA-D2-1256 |
The sheelagh enucleate the laurette. The sheelagh is skinless. The carli thump the laurette. The herculie is epizootic. The herculie is skinless. The laurette does not chase the sheelagh. The laurette thump the herculie. If someone enucleate the laurette then they chase the herculie. If someone enucleate the laurette a... | <extra_id_1>
Enucleate(sheelagh, laurette)
Skinless(sheelagh)
Thump(carli, laurette)
Epizootic(herculie)
Skinless(herculie)
not Browse(laurette, sheelagh)
Thump(laurette, herculie)
forall x (Enucleate(x, laurette) -> Browse(x, herculie))
forall x (Enucleate(x, laurette) and Browse(x, sheelagh) -> Thump(x, laurette))
fo... | 2 | Unknown | RelNeg-OWA-D2-1256 |
The rivy brook the talbert. The rivy is faraway. The philly shelve the talbert. The sancho is hardened. The sancho is faraway. The talbert does not chase the rivy. The talbert shelve the sancho. If someone brook the talbert then they chase the sancho. If someone brook the talbert and they chase the rivy then they like ... | <extra_id_1>
Brook(rivy, talbert)
Faraway(rivy)
Shelve(philly, talbert)
Hardened(sancho)
Faraway(sancho)
not Muff(talbert, rivy)
Shelve(talbert, sancho)
forall x (Brook(x, talbert) -> Muff(x, sancho))
forall x (Brook(x, talbert) and Muff(x, rivy) -> Shelve(x, talbert))
forall x (Brook(x, philly) and not Shelve(x, phill... | 1 | Unknown | RelNeg-OWA-D2-1256 |
The beryle bottlefeed the carolin. The beryle is quaint. The marilyn babble the carolin. The udell is korean. The udell is quaint. The carolin does not chase the beryle. The carolin babble the udell. If someone bottlefeed the carolin then they chase the udell. If someone bottlefeed the carolin and they chase the beryle... | <extra_id_1>
Bottlefeed(beryle, carolin)
Quaint(beryle)
Babble(marilyn, carolin)
Korean(udell)
Quaint(udell)
not Displace(carolin, beryle)
Babble(carolin, udell)
forall x (Bottlefeed(x, carolin) -> Displace(x, udell))
forall x (Bottlefeed(x, carolin) and Displace(x, beryle) -> Babble(x, carolin))
forall x (Bottlefeed(x... | 1 | Unknown | RelNeg-OWA-D2-1256 |
The clary repose the robbie. The clary is nonpublic. The jobyna craunch the robbie. The faydra is diaphysial. The faydra is nonpublic. The robbie does not chase the clary. The robbie craunch the faydra. If someone repose the robbie then they chase the faydra. If someone repose the robbie and they chase the clary then t... | <extra_id_1>
Repose(clary, robbie)
Nonpublic(clary)
Craunch(jobyna, robbie)
Diaphysial(faydra)
Nonpublic(faydra)
not Postmark(robbie, clary)
Craunch(robbie, faydra)
forall x (Repose(x, robbie) -> Postmark(x, faydra))
forall x (Repose(x, robbie) and Postmark(x, clary) -> Craunch(x, robbie))
forall x (Repose(x, jobyna) a... | 0 | Unknown | RelNeg-OWA-D2-1256 |
The forester desorb the rachael. The forester is east. The randy whirl the rachael. The esmaria is resupine. The esmaria is east. The rachael does not chase the forester. The rachael whirl the esmaria. If someone desorb the rachael then they chase the esmaria. If someone desorb the rachael and they chase the forester t... | <extra_id_1>
Desorb(forester, rachael)
East(forester)
Whirl(randy, rachael)
Resupine(esmaria)
East(esmaria)
not Index(rachael, forester)
Whirl(rachael, esmaria)
forall x (Desorb(x, rachael) -> Index(x, esmaria))
forall x (Desorb(x, rachael) and Index(x, forester) -> Whirl(x, rachael))
forall x (Desorb(x, randy) and not... | 0 | Unknown | RelNeg-OWA-D2-1256 |
The erinna morph the hymie. The erinna is noncausal. The kathlene osculate the hymie. The ealasaid is isosmotic. The ealasaid is noncausal. The hymie does not chase the erinna. The hymie osculate the ealasaid. If someone morph the hymie then they chase the ealasaid. If someone morph the hymie and they chase the erinna ... | <extra_id_1>
Morph(erinna, hymie)
Noncausal(erinna)
Osculate(kathlene, hymie)
Isosmotic(ealasaid)
Noncausal(ealasaid)
not Miniate(hymie, erinna)
Osculate(hymie, ealasaid)
forall x (Morph(x, hymie) -> Miniate(x, ealasaid))
forall x (Morph(x, hymie) and Miniate(x, erinna) -> Osculate(x, hymie))
forall x (Morph(x, kathlen... | 0 | Unknown | RelNeg-OWA-D2-1256 |
Belinda is isocyclic. Belinda is threatened. Bobine is disunited. Bobine is sicilian. Bobine is isocyclic. Rhody is threatened. Rhody is stretch. Quiet, sicilian things are stretch. Green things are threatened. <extra_id_0> Belinda is isocyclic. | <extra_id_1>
Isocyclic(belinda)
Threatened(belinda)
Disunited(bobine)
Sicilian(bobine)
Isocyclic(bobine)
Threatened(rhody)
Stretch(rhody)
forall x (Threatened(x) and Sicilian(x) -> Stretch(x))
forall x (Sicilian(x) -> Threatened(x))
<extra_id_2>
Isocyclic(belinda)
<extra_id_3>
therefore Isocyclic(belinda)
<extra_id_4>
... | 0 | True | AttNoneg-OWA-D2-269 |
Schroeder is gratified. Schroeder is anatropous. Silvain is imaginary. Silvain is shelled. Silvain is gratified. Hermann is anatropous. Hermann is enamored. Quiet, shelled things are enamored. Green things are anatropous. <extra_id_0> Silvain is not shelled. | <extra_id_1>
Gratified(schroeder)
Anatropous(schroeder)
Imaginary(silvain)
Shelled(silvain)
Gratified(silvain)
Anatropous(hermann)
Enamored(hermann)
forall x (Anatropous(x) and Shelled(x) -> Enamored(x))
forall x (Shelled(x) -> Anatropous(x))
<extra_id_2>
not Shelled(silvain)
<extra_id_3>
therefore Shelled(silvain)
<ex... | 0 | False | AttNoneg-OWA-D2-269 |
Berget is cuneiform. Berget is telluric. Hersch is seventeen. Hersch is polish. Hersch is cuneiform. Noble is telluric. Noble is mycenaean. Quiet, polish things are mycenaean. Green things are telluric. <extra_id_0> Hersch is telluric. | <extra_id_1>
Cuneiform(berget)
Telluric(berget)
Seventeen(hersch)
Polish(hersch)
Cuneiform(hersch)
Telluric(noble)
Mycenaean(noble)
forall x (Telluric(x) and Polish(x) -> Mycenaean(x))
forall x (Polish(x) -> Telluric(x))
<extra_id_2>
Telluric(hersch)
<extra_id_3>
Polish(hersch) and forall x (Polish(x) -> Telluric(x)) -... | 1 | True | AttNoneg-OWA-D2-269 |
Nikos is stygian. Nikos is validated. Silvain is aerial. Silvain is godlike. Silvain is stygian. Willetta is validated. Willetta is dented. Quiet, godlike things are dented. Green things are validated. <extra_id_0> Silvain is not validated. | <extra_id_1>
Stygian(nikos)
Validated(nikos)
Aerial(silvain)
Godlike(silvain)
Stygian(silvain)
Validated(willetta)
Dented(willetta)
forall x (Validated(x) and Godlike(x) -> Dented(x))
forall x (Godlike(x) -> Validated(x))
<extra_id_2>
not Validated(silvain)
<extra_id_3>
Godlike(silvain) and forall x (Godlike(x) -> Vali... | 1 | False | AttNoneg-OWA-D2-269 |
Charlott is galling. Charlott is expiable. Nealy is hypotonic. Nealy is palatal. Nealy is galling. Erhard is expiable. Erhard is volunteer. Quiet, palatal things are volunteer. Green things are expiable. <extra_id_0> Nealy is volunteer. | <extra_id_1>
Galling(charlott)
Expiable(charlott)
Hypotonic(nealy)
Palatal(nealy)
Galling(nealy)
Expiable(erhard)
Volunteer(erhard)
forall x (Expiable(x) and Palatal(x) -> Volunteer(x))
forall x (Palatal(x) -> Expiable(x))
<extra_id_2>
Volunteer(nealy)
<extra_id_3>
Palatal(nealy) and forall x (Palatal(x) -> Expiable(x)... | 2 | True | AttNoneg-OWA-D2-269 |
Clemente is daft. Clemente is unremedied. Melita is monotypic. Melita is monastical. Melita is daft. Waiter is unremedied. Waiter is burundi. Quiet, monastical things are burundi. Green things are unremedied. <extra_id_0> Melita is not burundi. | <extra_id_1>
Daft(clemente)
Unremedied(clemente)
Monotypic(melita)
Monastical(melita)
Daft(melita)
Unremedied(waiter)
Burundi(waiter)
forall x (Unremedied(x) and Monastical(x) -> Burundi(x))
forall x (Monastical(x) -> Unremedied(x))
<extra_id_2>
not Burundi(melita)
<extra_id_3>
Monastical(melita) and forall x (Monastic... | 2 | False | AttNoneg-OWA-D2-269 |
Emmett is hymeneal. Emmett is elated. Claudio is reviving. Claudio is acquainted. Claudio is hymeneal. Humphrey is elated. Humphrey is verifiable. Quiet, acquainted things are verifiable. Green things are elated. <extra_id_0> Emmett is not verifiable. | <extra_id_1>
Hymeneal(emmett)
Elated(emmett)
Reviving(claudio)
Acquainted(claudio)
Hymeneal(claudio)
Elated(humphrey)
Verifiable(humphrey)
forall x (Elated(x) and Acquainted(x) -> Verifiable(x))
forall x (Acquainted(x) -> Elated(x))
<extra_id_2>
not Verifiable(emmett)
<extra_id_3>
forall x (Elated(x) and Acquainted(x) ... | 1 | Unknown | AttNoneg-OWA-D2-269 |
Rex is illegible. Rex is bizonal. Neddy is unbowed. Neddy is nilotic. Neddy is illegible. Sallie is bizonal. Sallie is malevolent. Quiet, nilotic things are malevolent. Green things are bizonal. <extra_id_0> Sallie is furry. | <extra_id_1>
Illegible(rex)
Bizonal(rex)
Unbowed(neddy)
Nilotic(neddy)
Illegible(neddy)
Bizonal(sallie)
Malevolent(sallie)
forall x (Bizonal(x) and Nilotic(x) -> Malevolent(x))
forall x (Nilotic(x) -> Bizonal(x))
<extra_id_2>
Furry(sallie)
<extra_id_3>
Furry(sallie) <- [no supporting fact or rule] <extra_id_5> Cannot b... | 0 | Unknown | AttNoneg-OWA-D2-269 |
Luella is abroach. Luella is anagogic. Damita is fourfold. Damita is unscalable. Damita is abroach. Ruthann is anagogic. Ruthann is skyward. Quiet, unscalable things are skyward. Green things are anagogic. <extra_id_0> Ruthann is not abroach. | <extra_id_1>
Abroach(luella)
Anagogic(luella)
Fourfold(damita)
Unscalable(damita)
Abroach(damita)
Anagogic(ruthann)
Skyward(ruthann)
forall x (Anagogic(x) and Unscalable(x) -> Skyward(x))
forall x (Unscalable(x) -> Anagogic(x))
<extra_id_2>
not Abroach(ruthann)
<extra_id_3>
not Abroach(ruthann) <- [no supporting fact o... | 0 | Unknown | AttNoneg-OWA-D2-269 |
Hamid is imperious. Hamid is fugacious. Ardelia is cassocked. Ardelia is urbane. Ardelia is imperious. Jeanne is fugacious. Jeanne is civilian. Quiet, urbane things are civilian. Green things are fugacious. <extra_id_0> Hamid is cassocked. | <extra_id_1>
Imperious(hamid)
Fugacious(hamid)
Cassocked(ardelia)
Urbane(ardelia)
Imperious(ardelia)
Fugacious(jeanne)
Civilian(jeanne)
forall x (Fugacious(x) and Urbane(x) -> Civilian(x))
forall x (Urbane(x) -> Fugacious(x))
<extra_id_2>
Cassocked(hamid)
<extra_id_3>
Cassocked(hamid) <- [no supporting fact or rule] <e... | 0 | Unknown | AttNoneg-OWA-D2-269 |
Leontine is biographic. Leontine is impending. Gaby is depressing. Gaby is nonnatural. Gaby is biographic. Anjela is impending. Anjela is mighty. Quiet, nonnatural things are mighty. Green things are impending. <extra_id_0> Gaby is not furry. | <extra_id_1>
Biographic(leontine)
Impending(leontine)
Depressing(gaby)
Nonnatural(gaby)
Biographic(gaby)
Impending(anjela)
Mighty(anjela)
forall x (Impending(x) and Nonnatural(x) -> Mighty(x))
forall x (Nonnatural(x) -> Impending(x))
<extra_id_2>
not Furry(gaby)
<extra_id_3>
not Furry(gaby) <- [no supporting fact or ru... | 0 | Unknown | AttNoneg-OWA-D2-269 |
Quintus is ostensive. Quintus is regardful. Merola is blanket. Merola is runaway. Merola is ostensive. Tanney is regardful. Tanney is ulcerated. Quiet, runaway things are ulcerated. Green things are regardful. <extra_id_0> Quintus is kind. | <extra_id_1>
Ostensive(quintus)
Regardful(quintus)
Blanket(merola)
Runaway(merola)
Ostensive(merola)
Regardful(tanney)
Ulcerated(tanney)
forall x (Regardful(x) and Runaway(x) -> Ulcerated(x))
forall x (Runaway(x) -> Regardful(x))
<extra_id_2>
Kind(quintus)
<extra_id_3>
Kind(quintus) <- [no supporting fact or rule] <ext... | 0 | Unknown | AttNoneg-OWA-D2-269 |
Chris is proven. All trojan people are tawdry. If someone is saliferous then they are away. Young people are tawdry. If Chris is away and Chris is ignitible then Chris is saliferous. If someone is proven then they are tawdry. Blue people are saliferous. <extra_id_0> Chris is proven. | <extra_id_1>
Proven(chris)
forall x (Trojan(x) -> Tawdry(x))
forall x (Saliferous(x) -> Away(x))
forall x (Ignitible(x) -> Tawdry(x))
Away(chris) and Ignitible(chris) -> Saliferous(chris)
forall x (Proven(x) -> Tawdry(x))
forall x (Proven(x) -> Saliferous(x))
<extra_id_2>
Proven(chris)
<extra_id_3>
therefore Proven(chr... | 0 | True | AttNoneg-OWA-D2-472 |
Lib is itchy. All austere people are humble. If someone is laminar then they are rollicking. Young people are humble. If Lib is rollicking and Lib is callable then Lib is laminar. If someone is itchy then they are humble. Blue people are laminar. <extra_id_0> Lib is not itchy. | <extra_id_1>
Itchy(lib)
forall x (Austere(x) -> Humble(x))
forall x (Laminar(x) -> Rollicking(x))
forall x (Callable(x) -> Humble(x))
Rollicking(lib) and Callable(lib) -> Laminar(lib)
forall x (Itchy(x) -> Humble(x))
forall x (Itchy(x) -> Laminar(x))
<extra_id_2>
not Itchy(lib)
<extra_id_3>
therefore Itchy(lib)
<extra_... | 0 | False | AttNoneg-OWA-D2-472 |
Stanford is clubbable. All polynomial people are triumphal. If someone is worsened then they are actable. Young people are triumphal. If Stanford is actable and Stanford is seeming then Stanford is worsened. If someone is clubbable then they are triumphal. Blue people are worsened. <extra_id_0> Stanford is triumphal. | <extra_id_1>
Clubbable(stanford)
forall x (Polynomial(x) -> Triumphal(x))
forall x (Worsened(x) -> Actable(x))
forall x (Seeming(x) -> Triumphal(x))
Actable(stanford) and Seeming(stanford) -> Worsened(stanford)
forall x (Clubbable(x) -> Triumphal(x))
forall x (Clubbable(x) -> Worsened(x))
<extra_id_2>
Triumphal(stanfor... | 1 | True | AttNoneg-OWA-D2-472 |
Kristos is trifoliate. All fuddled people are prakritic. If someone is massive then they are actionable. Young people are prakritic. If Kristos is actionable and Kristos is faddy then Kristos is massive. If someone is trifoliate then they are prakritic. Blue people are massive. <extra_id_0> Kristos is not prakritic. | <extra_id_1>
Trifoliate(kristos)
forall x (Fuddled(x) -> Prakritic(x))
forall x (Massive(x) -> Actionable(x))
forall x (Faddy(x) -> Prakritic(x))
Actionable(kristos) and Faddy(kristos) -> Massive(kristos)
forall x (Trifoliate(x) -> Prakritic(x))
forall x (Trifoliate(x) -> Massive(x))
<extra_id_2>
not Prakritic(kristos)... | 1 | False | AttNoneg-OWA-D2-472 |
Robenia is mutualist. All walking people are palatable. If someone is yielding then they are dedicated. Young people are palatable. If Robenia is dedicated and Robenia is citrous then Robenia is yielding. If someone is mutualist then they are palatable. Blue people are yielding. <extra_id_0> Robenia is dedicated. | <extra_id_1>
Mutualist(robenia)
forall x (Walking(x) -> Palatable(x))
forall x (Yielding(x) -> Dedicated(x))
forall x (Citrous(x) -> Palatable(x))
Dedicated(robenia) and Citrous(robenia) -> Yielding(robenia)
forall x (Mutualist(x) -> Palatable(x))
forall x (Mutualist(x) -> Yielding(x))
<extra_id_2>
Dedicated(robenia)
<... | 2 | True | AttNoneg-OWA-D2-472 |
Sherye is first. All sleety people are lambent. If someone is atomic then they are shameful. Young people are lambent. If Sherye is shameful and Sherye is beatific then Sherye is atomic. If someone is first then they are lambent. Blue people are atomic. <extra_id_0> Sherye is not shameful. | <extra_id_1>
First(sherye)
forall x (Sleety(x) -> Lambent(x))
forall x (Atomic(x) -> Shameful(x))
forall x (Beatific(x) -> Lambent(x))
Shameful(sherye) and Beatific(sherye) -> Atomic(sherye)
forall x (First(x) -> Lambent(x))
forall x (First(x) -> Atomic(x))
<extra_id_2>
not Shameful(sherye)
<extra_id_3>
First(sherye) a... | 2 | False | AttNoneg-OWA-D2-472 |
Xena is innate. All unamended people are ideational. If someone is worth then they are axillary. Young people are ideational. If Xena is axillary and Xena is leathered then Xena is worth. If someone is innate then they are ideational. Blue people are worth. <extra_id_0> Xena is not unamended. | <extra_id_1>
Innate(xena)
forall x (Unamended(x) -> Ideational(x))
forall x (Worth(x) -> Axillary(x))
forall x (Leathered(x) -> Ideational(x))
Axillary(xena) and Leathered(xena) -> Worth(xena)
forall x (Innate(x) -> Ideational(x))
forall x (Innate(x) -> Worth(x))
<extra_id_2>
not Unamended(xena)
<extra_id_3>
not Unamen... | 0 | Unknown | AttNoneg-OWA-D2-472 |
Denny is xxix. All armillary people are scattered. If someone is maternal then they are pentagonal. Young people are scattered. If Denny is pentagonal and Denny is lingulate then Denny is maternal. If someone is xxix then they are scattered. Blue people are maternal. <extra_id_0> Denny is lingulate. | <extra_id_1>
Xxix(denny)
forall x (Armillary(x) -> Scattered(x))
forall x (Maternal(x) -> Pentagonal(x))
forall x (Lingulate(x) -> Scattered(x))
Pentagonal(denny) and Lingulate(denny) -> Maternal(denny)
forall x (Xxix(x) -> Scattered(x))
forall x (Xxix(x) -> Maternal(x))
<extra_id_2>
Lingulate(denny)
<extra_id_3>
Lingu... | 0 | Unknown | AttNoneg-OWA-D2-472 |
Lauraine is tartarean. Lauraine is eastside. Ventura is elect. All tartarean people are nonlexical. If someone is diplomatic and aneurysmal then they are eastside. If someone is eastside and nonlexical then they are elect. <extra_id_0> Ventura is elect. | <extra_id_1>
Tartarean(lauraine)
Eastside(lauraine)
Elect(ventura)
forall x (Tartarean(x) -> Nonlexical(x))
forall x (Diplomatic(x) and Aneurysmal(x) -> Eastside(x))
forall x (Eastside(x) and Nonlexical(x) -> Elect(x))
<extra_id_2>
Elect(ventura)
<extra_id_3>
therefore Elect(ventura)
<extra_id_4>
True | 0 | True | AttNoneg-OWA-D2-1638 |
Chalmers is cocky. Chalmers is doglike. Wallis is bantam. All cocky people are unexcused. If someone is graven and edentulous then they are doglike. If someone is doglike and unexcused then they are bantam. <extra_id_0> Wallis is not bantam. | <extra_id_1>
Cocky(chalmers)
Doglike(chalmers)
Bantam(wallis)
forall x (Cocky(x) -> Unexcused(x))
forall x (Graven(x) and Edentulous(x) -> Doglike(x))
forall x (Doglike(x) and Unexcused(x) -> Bantam(x))
<extra_id_2>
not Bantam(wallis)
<extra_id_3>
therefore Bantam(wallis)
<extra_id_4>
False | 0 | False | AttNoneg-OWA-D2-1638 |
Daniella is mouselike. Daniella is unspoiled. Towney is childish. All mouselike people are unexciting. If someone is undersexed and freehanded then they are unspoiled. If someone is unspoiled and unexciting then they are childish. <extra_id_0> Daniella is unexciting. | <extra_id_1>
Mouselike(daniella)
Unspoiled(daniella)
Childish(towney)
forall x (Mouselike(x) -> Unexciting(x))
forall x (Undersexed(x) and Freehanded(x) -> Unspoiled(x))
forall x (Unspoiled(x) and Unexciting(x) -> Childish(x))
<extra_id_2>
Unexciting(daniella)
<extra_id_3>
Mouselike(daniella) and forall x (Mouselike(x)... | 1 | True | AttNoneg-OWA-D2-1638 |
Catrina is disgusted. Catrina is hard. Clay is reclaimed. All disgusted people are comradely. If someone is regimented and tectonic then they are hard. If someone is hard and comradely then they are reclaimed. <extra_id_0> Catrina is not comradely. | <extra_id_1>
Disgusted(catrina)
Hard(catrina)
Reclaimed(clay)
forall x (Disgusted(x) -> Comradely(x))
forall x (Regimented(x) and Tectonic(x) -> Hard(x))
forall x (Hard(x) and Comradely(x) -> Reclaimed(x))
<extra_id_2>
not Comradely(catrina)
<extra_id_3>
Disgusted(catrina) and forall x (Disgusted(x) -> Comradely(x)) ->... | 1 | False | AttNoneg-OWA-D2-1638 |
Linet is none. Linet is forgivable. Agathe is gloomy. All none people are diploid. If someone is kokka and belemnitic then they are forgivable. If someone is forgivable and diploid then they are gloomy. <extra_id_0> Linet is gloomy. | <extra_id_1>
None(linet)
Forgivable(linet)
Gloomy(agathe)
forall x (None(x) -> Diploid(x))
forall x (Kokka(x) and Belemnitic(x) -> Forgivable(x))
forall x (Forgivable(x) and Diploid(x) -> Gloomy(x))
<extra_id_2>
Gloomy(linet)
<extra_id_3>
None(linet) and forall x (None(x) -> Diploid(x)) -> therefore Diploid(linet) <ext... | 2 | True | AttNoneg-OWA-D2-1638 |
Bogart is cancroid. Bogart is emblematic. Klara is deciphered. All cancroid people are arachnoid. If someone is oversewn and sideways then they are emblematic. If someone is emblematic and arachnoid then they are deciphered. <extra_id_0> Bogart is not deciphered. | <extra_id_1>
Cancroid(bogart)
Emblematic(bogart)
Deciphered(klara)
forall x (Cancroid(x) -> Arachnoid(x))
forall x (Oversewn(x) and Sideways(x) -> Emblematic(x))
forall x (Emblematic(x) and Arachnoid(x) -> Deciphered(x))
<extra_id_2>
not Deciphered(bogart)
<extra_id_3>
Cancroid(bogart) and forall x (Cancroid(x) -> Arac... | 2 | False | AttNoneg-OWA-D2-1638 |
Archie is sublunary. Archie is trenchant. Dyanna is crural. All sublunary people are bodyless. If someone is ridiculous and unkept then they are trenchant. If someone is trenchant and bodyless then they are crural. <extra_id_0> Dyanna is not bodyless. | <extra_id_1>
Sublunary(archie)
Trenchant(archie)
Crural(dyanna)
forall x (Sublunary(x) -> Bodyless(x))
forall x (Ridiculous(x) and Unkept(x) -> Trenchant(x))
forall x (Trenchant(x) and Bodyless(x) -> Crural(x))
<extra_id_2>
not Bodyless(dyanna)
<extra_id_3>
forall x (Sublunary(x) -> Bodyless(x)) <- [no base fact] <extr... | 1 | Unknown | AttNoneg-OWA-D2-1638 |
Ronen is threepenny. Ronen is reedy. Jessalyn is snobby. All threepenny people are oaken. If someone is matchless and dressed then they are reedy. If someone is reedy and oaken then they are snobby. <extra_id_0> Jessalyn is reedy. | <extra_id_1>
Threepenny(ronen)
Reedy(ronen)
Snobby(jessalyn)
forall x (Threepenny(x) -> Oaken(x))
forall x (Matchless(x) and Dressed(x) -> Reedy(x))
forall x (Reedy(x) and Oaken(x) -> Snobby(x))
<extra_id_2>
Reedy(jessalyn)
<extra_id_3>
forall x (Matchless(x) and Dressed(x) -> Reedy(x)) <- [no base fact] <extra_id_5> C... | 1 | Unknown | AttNoneg-OWA-D2-1638 |
Lucien is extricable. Lucien is unsold. Doralynne is slouchy. All extricable people are remediable. If someone is omnivorous and stratified then they are unsold. If someone is unsold and remediable then they are slouchy. <extra_id_0> Lucien is not omnivorous. | <extra_id_1>
Extricable(lucien)
Unsold(lucien)
Slouchy(doralynne)
forall x (Extricable(x) -> Remediable(x))
forall x (Omnivorous(x) and Stratified(x) -> Unsold(x))
forall x (Unsold(x) and Remediable(x) -> Slouchy(x))
<extra_id_2>
not Omnivorous(lucien)
<extra_id_3>
not Omnivorous(lucien) <- [no supporting fact or rule]... | 0 | Unknown | AttNoneg-OWA-D2-1638 |
Gregor is patronless. Gregor is lamentable. Trista is calicular. All patronless people are frail. If someone is inshore and trying then they are lamentable. If someone is lamentable and frail then they are calicular. <extra_id_0> Trista is kind. | <extra_id_1>
Patronless(gregor)
Lamentable(gregor)
Calicular(trista)
forall x (Patronless(x) -> Frail(x))
forall x (Inshore(x) and Trying(x) -> Lamentable(x))
forall x (Lamentable(x) and Frail(x) -> Calicular(x))
<extra_id_2>
Kind(trista)
<extra_id_3>
Kind(trista) <- [no supporting fact or rule] <extra_id_5> Cannot be ... | 0 | Unknown | AttNoneg-OWA-D2-1638 |
Mallissa is penciled. Mallissa is enervated. Kenny is imprecise. All penciled people are silvan. If someone is supported and noetic then they are enervated. If someone is enervated and silvan then they are imprecise. <extra_id_0> Mallissa is not kind. | <extra_id_1>
Penciled(mallissa)
Enervated(mallissa)
Imprecise(kenny)
forall x (Penciled(x) -> Silvan(x))
forall x (Supported(x) and Noetic(x) -> Enervated(x))
forall x (Enervated(x) and Silvan(x) -> Imprecise(x))
<extra_id_2>
not Kind(mallissa)
<extra_id_3>
not Kind(mallissa) <- [no supporting fact or rule] <extra_id_5... | 0 | Unknown | AttNoneg-OWA-D2-1638 |
Dyanna is unwrinkled. Dyanna is defiled. Lizabeth is saporous. All unwrinkled people are myriad. If someone is aspherical and oratorical then they are defiled. If someone is defiled and myriad then they are saporous. <extra_id_0> Dyanna is oratorical. | <extra_id_1>
Unwrinkled(dyanna)
Defiled(dyanna)
Saporous(lizabeth)
forall x (Unwrinkled(x) -> Myriad(x))
forall x (Aspherical(x) and Oratorical(x) -> Defiled(x))
forall x (Defiled(x) and Myriad(x) -> Saporous(x))
<extra_id_2>
Oratorical(dyanna)
<extra_id_3>
Oratorical(dyanna) <- [no supporting fact or rule] <extra_id_5... | 0 | Unknown | AttNoneg-OWA-D2-1638 |
The neila is bespoken. The neila neglect the fifi. The fifi locomote the neila. The fifi is bespoken. The fifi is nuts. The lane locomote the fifi. The lane endorse the neila. If something locomote the fifi and the fifi is unbraced then it is bespoken. If something endorse the fifi then it is unsteady. If the neila end... | <extra_id_1>
Bespoken(neila)
Neglect(neila, fifi)
Locomote(fifi, neila)
Bespoken(fifi)
Nuts(fifi)
Locomote(lane, fifi)
Endorse(lane, neila)
forall x (Locomote(x, fifi) and Unbraced(fifi) -> Bespoken(x))
forall x (Endorse(x, fifi) -> Unsteady(x))
Endorse(neila, fifi) and Unsteady(neila) -> Endorse(fifi, lane)
Lacking(ne... | 0 | True | RelNoneg-OWA-D2-99 |
The adorne is distressed. The adorne hire the rusty. The rusty tinsel the adorne. The rusty is distressed. The rusty is cuddly. The julieta tinsel the rusty. The julieta shirk the adorne. If something tinsel the rusty and the rusty is censurable then it is distressed. If something shirk the rusty then it is acyclic. If... | <extra_id_1>
Distressed(adorne)
Hire(adorne, rusty)
Tinsel(rusty, adorne)
Distressed(rusty)
Cuddly(rusty)
Tinsel(julieta, rusty)
Shirk(julieta, adorne)
forall x (Tinsel(x, rusty) and Censurable(rusty) -> Distressed(x))
forall x (Shirk(x, rusty) -> Acyclic(x))
Shirk(adorne, rusty) and Acyclic(adorne) -> Shirk(rusty, jul... | 0 | False | RelNoneg-OWA-D2-99 |
The webb is weblike. The webb carbonize the gearard. The gearard gladden the webb. The gearard is weblike. The gearard is best. The glynis gladden the gearard. The glynis aggregate the webb. If something gladden the gearard and the gearard is headed then it is weblike. If something aggregate the gearard then it is part... | <extra_id_1>
Weblike(webb)
Carbonize(webb, gearard)
Gladden(gearard, webb)
Weblike(gearard)
Best(gearard)
Gladden(glynis, gearard)
Aggregate(glynis, webb)
forall x (Gladden(x, gearard) and Headed(gearard) -> Weblike(x))
forall x (Aggregate(x, gearard) -> Parted(x))
Aggregate(webb, gearard) and Parted(webb) -> Aggregate... | 1 | True | RelNoneg-OWA-D2-99 |
The bonnee is unchanging. The bonnee sodomize the charmion. The charmion infiltrate the bonnee. The charmion is unchanging. The charmion is nonelected. The silas infiltrate the charmion. The silas wink the bonnee. If something infiltrate the charmion and the charmion is regulated then it is unchanging. If something win... | <extra_id_1>
Unchanging(bonnee)
Sodomize(bonnee, charmion)
Infiltrate(charmion, bonnee)
Unchanging(charmion)
Nonelected(charmion)
Infiltrate(silas, charmion)
Wink(silas, bonnee)
forall x (Infiltrate(x, charmion) and Regulated(charmion) -> Unchanging(x))
forall x (Wink(x, charmion) -> Dotty(x))
Wink(bonnee, charmion) an... | 1 | False | RelNoneg-OWA-D2-99 |
The linda is holistic. The linda shepherd the sula. The sula invaginate the linda. The sula is holistic. The sula is homicidal. The bela invaginate the sula. The bela unwrap the linda. If something invaginate the sula and the sula is paradisiac then it is holistic. If something unwrap the sula then it is dashing. If th... | <extra_id_1>
Holistic(linda)
Shepherd(linda, sula)
Invaginate(sula, linda)
Holistic(sula)
Homicidal(sula)
Invaginate(bela, sula)
Unwrap(bela, linda)
forall x (Invaginate(x, sula) and Paradisiac(sula) -> Holistic(x))
forall x (Unwrap(x, sula) -> Dashing(x))
Unwrap(linda, sula) and Dashing(linda) -> Unwrap(sula, bela)
Ep... | 2 | True | RelNoneg-OWA-D2-99 |
The nanette is encircling. The nanette exasperate the fleur. The fleur overexert the nanette. The fleur is encircling. The fleur is extensive. The freemon overexert the fleur. The freemon contort the nanette. If something overexert the fleur and the fleur is only then it is encircling. If something contort the fleur th... | <extra_id_1>
Encircling(nanette)
Exasperate(nanette, fleur)
Overexert(fleur, nanette)
Encircling(fleur)
Extensive(fleur)
Overexert(freemon, fleur)
Contort(freemon, nanette)
forall x (Overexert(x, fleur) and Only(fleur) -> Encircling(x))
forall x (Contort(x, fleur) -> Located(x))
Contort(nanette, fleur) and Located(nane... | 2 | False | RelNoneg-OWA-D2-99 |
The merry is palmatifid. The merry seal the townsend. The townsend caution the merry. The townsend is palmatifid. The townsend is ungulate. The davy caution the townsend. The davy aluminize the merry. If something caution the townsend and the townsend is intimal then it is palmatifid. If something aluminize the townsen... | <extra_id_1>
Palmatifid(merry)
Seal(merry, townsend)
Caution(townsend, merry)
Palmatifid(townsend)
Ungulate(townsend)
Caution(davy, townsend)
Aluminize(davy, merry)
forall x (Caution(x, townsend) and Intimal(townsend) -> Palmatifid(x))
forall x (Aluminize(x, townsend) -> Saxon(x))
Aluminize(merry, townsend) and Saxon(m... | 1 | Unknown | RelNoneg-OWA-D2-99 |
The isabelle is clanking. The isabelle yowl the flem. The flem predict the isabelle. The flem is clanking. The flem is specified. The malia predict the flem. The malia reference the isabelle. If something predict the flem and the flem is dicky then it is clanking. If something reference the flem then it is hominid. If ... | <extra_id_1>
Clanking(isabelle)
Yowl(isabelle, flem)
Predict(flem, isabelle)
Clanking(flem)
Specified(flem)
Predict(malia, flem)
Reference(malia, isabelle)
forall x (Predict(x, flem) and Dicky(flem) -> Clanking(x))
forall x (Reference(x, flem) -> Hominid(x))
Reference(isabelle, flem) and Hominid(isabelle) -> Reference(... | 2 | Unknown | RelNoneg-OWA-D2-99 |
The gillie is andorran. The gillie gain the therese. The therese clinch the gillie. The therese is andorran. The therese is nonsocial. The linzy clinch the therese. The linzy comfort the gillie. If something clinch the therese and the therese is gimpy then it is andorran. If something comfort the therese then it is cal... | <extra_id_1>
Andorran(gillie)
Gain(gillie, therese)
Clinch(therese, gillie)
Andorran(therese)
Nonsocial(therese)
Clinch(linzy, therese)
Comfort(linzy, gillie)
forall x (Clinch(x, therese) and Gimpy(therese) -> Andorran(x))
forall x (Comfort(x, therese) -> Calcuttan(x))
Comfort(gillie, therese) and Calcuttan(gillie) -> ... | 1 | Unknown | RelNoneg-OWA-D2-99 |
The neda is lesbian. The neda reforge the barbe. The barbe designate the neda. The barbe is lesbian. The barbe is chequered. The lolly designate the barbe. The lolly pale the neda. If something designate the barbe and the barbe is rimy then it is lesbian. If something pale the barbe then it is untapped. If the neda pal... | <extra_id_1>
Lesbian(neda)
Reforge(neda, barbe)
Designate(barbe, neda)
Lesbian(barbe)
Chequered(barbe)
Designate(lolly, barbe)
Pale(lolly, neda)
forall x (Designate(x, barbe) and Rimy(barbe) -> Lesbian(x))
forall x (Pale(x, barbe) -> Untapped(x))
Pale(neda, barbe) and Untapped(neda) -> Pale(barbe, lolly)
Congruent(neda... | 0 | Unknown | RelNoneg-OWA-D2-99 |
The woodie is quasi. The woodie have the inglebert. The inglebert swipe the woodie. The inglebert is quasi. The inglebert is ascending. The dorian swipe the inglebert. The dorian pander the woodie. If something swipe the inglebert and the inglebert is fore then it is quasi. If something pander the inglebert then it is ... | <extra_id_1>
Quasi(woodie)
Have(woodie, inglebert)
Swipe(inglebert, woodie)
Quasi(inglebert)
Ascending(inglebert)
Swipe(dorian, inglebert)
Pander(dorian, woodie)
forall x (Swipe(x, inglebert) and Fore(inglebert) -> Quasi(x))
forall x (Pander(x, inglebert) -> Holy(x))
Pander(woodie, inglebert) and Holy(woodie) -> Pander... | 0 | Unknown | RelNoneg-OWA-D2-99 |
The ruthann is dipylon. The ruthann bevel the sapphire. The sapphire fantasy the ruthann. The sapphire is dipylon. The sapphire is regnant. The giffy fantasy the sapphire. The giffy sightsee the ruthann. If something fantasy the sapphire and the sapphire is consecrate then it is dipylon. If something sightsee the sapph... | <extra_id_1>
Dipylon(ruthann)
Bevel(ruthann, sapphire)
Fantasy(sapphire, ruthann)
Dipylon(sapphire)
Regnant(sapphire)
Fantasy(giffy, sapphire)
Sightsee(giffy, ruthann)
forall x (Fantasy(x, sapphire) and Consecrate(sapphire) -> Dipylon(x))
forall x (Sightsee(x, sapphire) -> Ungarbed(x))
Sightsee(ruthann, sapphire) and U... | 0 | Unknown | RelNoneg-OWA-D2-99 |
The simonette geminate the gwennie. The gwennie grace the simonette. The fredrick jade the gwennie. The dacy jade the fredrick. If someone jade the fredrick then the fredrick jade the dacy. If someone jade the dacy then they visit the gwennie. <extra_id_0> The dacy jade the fredrick. | <extra_id_1>
Geminate(simonette, gwennie)
Grace(gwennie, simonette)
Jade(fredrick, gwennie)
Jade(dacy, fredrick)
forall x (Jade(x, fredrick) -> Jade(fredrick, dacy))
forall x (Jade(x, dacy) -> Geminate(x, gwennie))
<extra_id_2>
Jade(dacy, fredrick)
<extra_id_3>
therefore Jade(dacy, fredrick)
<extra_id_4>
True | 0 | True | RelNoneg-OWA-D2-564 |
The penn renegade the briney. The briney neglect the penn. The patel stargaze the briney. The dorcas stargaze the patel. If someone stargaze the patel then the patel stargaze the dorcas. If someone stargaze the dorcas then they visit the briney. <extra_id_0> The briney does not need the penn. | <extra_id_1>
Renegade(penn, briney)
Neglect(briney, penn)
Stargaze(patel, briney)
Stargaze(dorcas, patel)
forall x (Stargaze(x, patel) -> Stargaze(patel, dorcas))
forall x (Stargaze(x, dorcas) -> Renegade(x, briney))
<extra_id_2>
not Neglect(briney, penn)
<extra_id_3>
therefore Neglect(briney, penn)
<extra_id_4>
False | 0 | False | RelNoneg-OWA-D2-564 |
The idette transduce the spike. The spike effeminize the idette. The fifine dissemble the spike. The therine dissemble the fifine. If someone dissemble the fifine then the fifine dissemble the therine. If someone dissemble the therine then they visit the spike. <extra_id_0> The fifine dissemble the therine. | <extra_id_1>
Transduce(idette, spike)
Effeminize(spike, idette)
Dissemble(fifine, spike)
Dissemble(therine, fifine)
forall x (Dissemble(x, fifine) -> Dissemble(fifine, therine))
forall x (Dissemble(x, therine) -> Transduce(x, spike))
<extra_id_2>
Dissemble(fifine, therine)
<extra_id_3>
Dissemble(therine, fifine) and fo... | 1 | True | RelNoneg-OWA-D2-564 |
The matilda mulct the kelci. The kelci dizen the matilda. The emmeline unsnarl the kelci. The georgie unsnarl the emmeline. If someone unsnarl the emmeline then the emmeline unsnarl the georgie. If someone unsnarl the georgie then they visit the kelci. <extra_id_0> The emmeline does not chase the georgie. | <extra_id_1>
Mulct(matilda, kelci)
Dizen(kelci, matilda)
Unsnarl(emmeline, kelci)
Unsnarl(georgie, emmeline)
forall x (Unsnarl(x, emmeline) -> Unsnarl(emmeline, georgie))
forall x (Unsnarl(x, georgie) -> Mulct(x, kelci))
<extra_id_2>
not Unsnarl(emmeline, georgie)
<extra_id_3>
Unsnarl(georgie, emmeline) and forall x (U... | 1 | False | RelNoneg-OWA-D2-564 |
The daisey vouch the rees. The rees conk the daisey. The paulette belabour the rees. The orson belabour the paulette. If someone belabour the paulette then the paulette belabour the orson. If someone belabour the orson then they visit the rees. <extra_id_0> The paulette vouch the rees. | <extra_id_1>
Vouch(daisey, rees)
Conk(rees, daisey)
Belabour(paulette, rees)
Belabour(orson, paulette)
forall x (Belabour(x, paulette) -> Belabour(paulette, orson))
forall x (Belabour(x, orson) -> Vouch(x, rees))
<extra_id_2>
Vouch(paulette, rees)
<extra_id_3>
Belabour(orson, paulette) and forall x (Belabour(x, paulett... | 2 | True | RelNoneg-OWA-D2-564 |
The staffard peril the dorice. The dorice reheat the staffard. The norm gift the dorice. The cresa gift the norm. If someone gift the norm then the norm gift the cresa. If someone gift the cresa then they visit the dorice. <extra_id_0> The norm does not visit the dorice. | <extra_id_1>
Peril(staffard, dorice)
Reheat(dorice, staffard)
Gift(norm, dorice)
Gift(cresa, norm)
forall x (Gift(x, norm) -> Gift(norm, cresa))
forall x (Gift(x, cresa) -> Peril(x, dorice))
<extra_id_2>
not Peril(norm, dorice)
<extra_id_3>
Gift(cresa, norm) and forall x (Gift(x, norm) -> Gift(norm, cresa)) -> therefor... | 2 | False | RelNoneg-OWA-D2-564 |
The jacinta pock the megen. The megen denounce the jacinta. The eben wriggle the megen. The allan wriggle the eben. If someone wriggle the eben then the eben wriggle the allan. If someone wriggle the allan then they visit the megen. <extra_id_0> The megen does not visit the megen. | <extra_id_1>
Pock(jacinta, megen)
Denounce(megen, jacinta)
Wriggle(eben, megen)
Wriggle(allan, eben)
forall x (Wriggle(x, eben) -> Wriggle(eben, allan))
forall x (Wriggle(x, allan) -> Pock(x, megen))
<extra_id_2>
not Pock(megen, megen)
<extra_id_3>
forall x (Wriggle(x, allan) -> Pock(x, megen)) <- [no base fact] <extra... | 1 | Unknown | RelNoneg-OWA-D2-564 |
The melvyn vamoose the etta. The etta portend the melvyn. The webb impress the etta. The garret impress the webb. If someone impress the webb then the webb impress the garret. If someone impress the garret then they visit the etta. <extra_id_0> The garret vamoose the etta. | <extra_id_1>
Vamoose(melvyn, etta)
Portend(etta, melvyn)
Impress(webb, etta)
Impress(garret, webb)
forall x (Impress(x, webb) -> Impress(webb, garret))
forall x (Impress(x, garret) -> Vamoose(x, etta))
<extra_id_2>
Vamoose(garret, etta)
<extra_id_3>
forall x (Impress(x, garret) -> Vamoose(x, etta)) <- [no base fact] <e... | 1 | Unknown | RelNoneg-OWA-D2-564 |
The agneta brave the windy. The windy whang the agneta. The courtney sexualize the windy. The dov sexualize the courtney. If someone sexualize the courtney then the courtney sexualize the dov. If someone sexualize the dov then they visit the windy. <extra_id_0> The courtney is not kind. | <extra_id_1>
Brave(agneta, windy)
Whang(windy, agneta)
Sexualize(courtney, windy)
Sexualize(dov, courtney)
forall x (Sexualize(x, courtney) -> Sexualize(courtney, dov))
forall x (Sexualize(x, dov) -> Brave(x, windy))
<extra_id_2>
not Kind(courtney)
<extra_id_3>
not Kind(courtney) <- [no supporting fact or rule] <extra_... | 0 | Unknown | RelNoneg-OWA-D2-564 |
The nolan consist the gil. The gil initialise the nolan. The sharra hound the gil. The luther hound the sharra. If someone hound the sharra then the sharra hound the luther. If someone hound the luther then they visit the gil. <extra_id_0> The nolan consist the sharra. | <extra_id_1>
Consist(nolan, gil)
Initialise(gil, nolan)
Hound(sharra, gil)
Hound(luther, sharra)
forall x (Hound(x, sharra) -> Hound(sharra, luther))
forall x (Hound(x, luther) -> Consist(x, gil))
<extra_id_2>
Consist(nolan, sharra)
<extra_id_3>
Consist(nolan, sharra) <- [no supporting fact or rule] <extra_id_5> Cannot... | 0 | Unknown | RelNoneg-OWA-D2-564 |
The ali pupate the dunc. The dunc badger the ali. The charlton arraign the dunc. The nathanil arraign the charlton. If someone arraign the charlton then the charlton arraign the nathanil. If someone arraign the nathanil then they visit the dunc. <extra_id_0> The nathanil is not rough. | <extra_id_1>
Pupate(ali, dunc)
Badger(dunc, ali)
Arraign(charlton, dunc)
Arraign(nathanil, charlton)
forall x (Arraign(x, charlton) -> Arraign(charlton, nathanil))
forall x (Arraign(x, nathanil) -> Pupate(x, dunc))
<extra_id_2>
not Rough(nathanil)
<extra_id_3>
not Rough(nathanil) <- [no supporting fact or rule] <extra_... | 0 | Unknown | RelNoneg-OWA-D2-564 |
The ursula confess the josiah. The josiah kibbitz the ursula. The ossie understock the josiah. The jordain understock the ossie. If someone understock the ossie then the ossie understock the jordain. If someone understock the jordain then they visit the josiah. <extra_id_0> The jordain understock the jordain. | <extra_id_1>
Confess(ursula, josiah)
Kibbitz(josiah, ursula)
Understock(ossie, josiah)
Understock(jordain, ossie)
forall x (Understock(x, ossie) -> Understock(ossie, jordain))
forall x (Understock(x, jordain) -> Confess(x, josiah))
<extra_id_2>
Understock(jordain, jordain)
<extra_id_3>
Understock(jordain, jordain) <- [... | 0 | Unknown | RelNoneg-OWA-D2-564 |
Zahara is not advisory. Zahara is shimmery. Jared is shimmery. Jared is deciding. Jared is franciscan. Janaya is sternal. Shantee is alaskan. All deciding, mirthful people are advisory. If someone is franciscan and deciding then they are mirthful. If Janaya is not shimmery and Janaya is not advisory then Janaya is ster... | <extra_id_1>
not Advisory(zahara)
Shimmery(zahara)
Shimmery(jared)
Deciding(jared)
Franciscan(jared)
Sternal(janaya)
Alaskan(shantee)
forall x (Deciding(x) and Mirthful(x) -> Advisory(x))
forall x (Franciscan(x) and Deciding(x) -> Mirthful(x))
not Shimmery(janaya) and not Advisory(janaya) -> Sternal(janaya)
<extra_id_2... | 0 | True | AttNeg-OWA-D2-2110 |
Hadria is not columbian. Hadria is epileptic. Jenine is epileptic. Jenine is tokenish. Jenine is billionth. Belva is unflavored. Lorrayne is delicious. All tokenish, offstage people are columbian. If someone is billionth and tokenish then they are offstage. If Belva is not epileptic and Belva is not columbian then Belv... | <extra_id_1>
not Columbian(hadria)
Epileptic(hadria)
Epileptic(jenine)
Tokenish(jenine)
Billionth(jenine)
Unflavored(belva)
Delicious(lorrayne)
forall x (Tokenish(x) and Offstage(x) -> Columbian(x))
forall x (Billionth(x) and Tokenish(x) -> Offstage(x))
not Epileptic(belva) and not Columbian(belva) -> Unflavored(belva)... | 0 | False | AttNeg-OWA-D2-2110 |
Anetta is not penumbral. Anetta is frowning. Dorthea is frowning. Dorthea is maxillary. Dorthea is handsome. Christof is romanic. Dorree is struggling. All maxillary, grand people are penumbral. If someone is handsome and maxillary then they are grand. If Christof is not frowning and Christof is not penumbral then Chri... | <extra_id_1>
not Penumbral(anetta)
Frowning(anetta)
Frowning(dorthea)
Maxillary(dorthea)
Handsome(dorthea)
Romanic(christof)
Struggling(dorree)
forall x (Maxillary(x) and Grand(x) -> Penumbral(x))
forall x (Handsome(x) and Maxillary(x) -> Grand(x))
not Frowning(christof) and not Penumbral(christof) -> Romanic(christof)... | 1 | True | AttNeg-OWA-D2-2110 |
Brigida is not unenforced. Brigida is neurotoxic. Dana is neurotoxic. Dana is oncologic. Dana is sandlike. Zachery is projected. Brittan is unmelodic. All oncologic, deplorable people are unenforced. If someone is sandlike and oncologic then they are deplorable. If Zachery is not neurotoxic and Zachery is not unenforce... | <extra_id_1>
not Unenforced(brigida)
Neurotoxic(brigida)
Neurotoxic(dana)
Oncologic(dana)
Sandlike(dana)
Projected(zachery)
Unmelodic(brittan)
forall x (Oncologic(x) and Deplorable(x) -> Unenforced(x))
forall x (Sandlike(x) and Oncologic(x) -> Deplorable(x))
not Neurotoxic(zachery) and not Unenforced(zachery) -> Projec... | 1 | False | AttNeg-OWA-D2-2110 |
Warden is not noisome. Warden is optional. Candide is optional. Candide is enraptured. Candide is musing. Sheena is aldehydic. Alethea is raped. All enraptured, ladylike people are noisome. If someone is musing and enraptured then they are ladylike. If Sheena is not optional and Sheena is not noisome then Sheena is ald... | <extra_id_1>
not Noisome(warden)
Optional(warden)
Optional(candide)
Enraptured(candide)
Musing(candide)
Aldehydic(sheena)
Raped(alethea)
forall x (Enraptured(x) and Ladylike(x) -> Noisome(x))
forall x (Musing(x) and Enraptured(x) -> Ladylike(x))
not Optional(sheena) and not Noisome(sheena) -> Aldehydic(sheena)
<extra_i... | 2 | True | AttNeg-OWA-D2-2110 |
Neila is not chancrous. Neila is glowering. Lanie is glowering. Lanie is extensile. Lanie is bursiform. Ardra is nonechoic. Gratia is mechanized. All extensile, matured people are chancrous. If someone is bursiform and extensile then they are matured. If Ardra is not glowering and Ardra is not chancrous then Ardra is n... | <extra_id_1>
not Chancrous(neila)
Glowering(neila)
Glowering(lanie)
Extensile(lanie)
Bursiform(lanie)
Nonechoic(ardra)
Mechanized(gratia)
forall x (Extensile(x) and Matured(x) -> Chancrous(x))
forall x (Bursiform(x) and Extensile(x) -> Matured(x))
not Glowering(ardra) and not Chancrous(ardra) -> Nonechoic(ardra)
<extra... | 2 | False | AttNeg-OWA-D2-2110 |
Goose is not complacent. Goose is supported. Janka is supported. Janka is neandertal. Janka is semirigid. Willow is reefy. Jedediah is suspected. All neandertal, sanious people are complacent. If someone is semirigid and neandertal then they are sanious. If Willow is not supported and Willow is not complacent then Will... | <extra_id_1>
not Complacent(goose)
Supported(goose)
Supported(janka)
Neandertal(janka)
Semirigid(janka)
Reefy(willow)
Suspected(jedediah)
forall x (Neandertal(x) and Sanious(x) -> Complacent(x))
forall x (Semirigid(x) and Neandertal(x) -> Sanious(x))
not Supported(willow) and not Complacent(willow) -> Reefy(willow)
<ex... | 1 | Unknown | AttNeg-OWA-D2-2110 |
Joleen is not kinglike. Joleen is heathen. Carly is heathen. Carly is bistroic. Carly is consolable. Carry is idiomatic. Paten is lxxxvii. All bistroic, autoicous people are kinglike. If someone is consolable and bistroic then they are autoicous. If Carry is not heathen and Carry is not kinglike then Carry is idiomatic... | <extra_id_1>
not Kinglike(joleen)
Heathen(joleen)
Heathen(carly)
Bistroic(carly)
Consolable(carly)
Idiomatic(carry)
Lxxxvii(paten)
forall x (Bistroic(x) and Autoicous(x) -> Kinglike(x))
forall x (Consolable(x) and Bistroic(x) -> Autoicous(x))
not Heathen(carry) and not Kinglike(carry) -> Idiomatic(carry)
<extra_id_2>
K... | 1 | Unknown | AttNeg-OWA-D2-2110 |
Wilden is not hermitic. Wilden is lofty. Ragnhild is lofty. Ragnhild is graceless. Ragnhild is curly. Charlean is snobbish. Zilvia is reusable. All graceless, forgivable people are hermitic. If someone is curly and graceless then they are forgivable. If Charlean is not lofty and Charlean is not hermitic then Charlean i... | <extra_id_1>
not Hermitic(wilden)
Lofty(wilden)
Lofty(ragnhild)
Graceless(ragnhild)
Curly(ragnhild)
Snobbish(charlean)
Reusable(zilvia)
forall x (Graceless(x) and Forgivable(x) -> Hermitic(x))
forall x (Curly(x) and Graceless(x) -> Forgivable(x))
not Lofty(charlean) and not Hermitic(charlean) -> Snobbish(charlean)
<ext... | 1 | Unknown | AttNeg-OWA-D2-2110 |
Fawn is not bacterial. Fawn is recurved. Chandler is recurved. Chandler is pupillary. Chandler is aquiline. Katharine is crazed. Fayette is bugged. All pupillary, unpromised people are bacterial. If someone is aquiline and pupillary then they are unpromised. If Katharine is not recurved and Katharine is not bacterial t... | <extra_id_1>
not Bacterial(fawn)
Recurved(fawn)
Recurved(chandler)
Pupillary(chandler)
Aquiline(chandler)
Crazed(katharine)
Bugged(fayette)
forall x (Pupillary(x) and Unpromised(x) -> Bacterial(x))
forall x (Aquiline(x) and Pupillary(x) -> Unpromised(x))
not Recurved(katharine) and not Bacterial(katharine) -> Crazed(ka... | 0 | Unknown | AttNeg-OWA-D2-2110 |
Rolland is not midget. Rolland is clear. Ruella is clear. Ruella is eastward. Ruella is different. Kip is rusted. Anurag is carpeted. All eastward, preachy people are midget. If someone is different and eastward then they are preachy. If Kip is not clear and Kip is not midget then Kip is rusted. <extra_id_0> Anurag is ... | <extra_id_1>
not Midget(rolland)
Clear(rolland)
Clear(ruella)
Eastward(ruella)
Different(ruella)
Rusted(kip)
Carpeted(anurag)
forall x (Eastward(x) and Preachy(x) -> Midget(x))
forall x (Different(x) and Eastward(x) -> Preachy(x))
not Clear(kip) and not Midget(kip) -> Rusted(kip)
<extra_id_2>
not Different(anurag)
<ext... | 0 | Unknown | AttNeg-OWA-D2-2110 |
Sancho is not academic. Sancho is matronly. Armando is matronly. Armando is ocher. Armando is cloistered. Ara is inflamed. Keith is apelike. All ocher, gabonese people are academic. If someone is cloistered and ocher then they are gabonese. If Ara is not matronly and Ara is not academic then Ara is inflamed. <extra_id_... | <extra_id_1>
not Academic(sancho)
Matronly(sancho)
Matronly(armando)
Ocher(armando)
Cloistered(armando)
Inflamed(ara)
Apelike(keith)
forall x (Ocher(x) and Gabonese(x) -> Academic(x))
forall x (Cloistered(x) and Ocher(x) -> Gabonese(x))
not Matronly(ara) and not Academic(ara) -> Inflamed(ara)
<extra_id_2>
Inflamed(sanc... | 0 | Unknown | AttNeg-OWA-D2-2110 |
The eric larrup the ahmet. The eric is not methylated. The ahmet larrup the eric. If someone larrup the ahmet then they like the eric. If someone splurge the eric then they eat the ahmet. <extra_id_0> The ahmet larrup the eric. | <extra_id_1>
Larrup(eric, ahmet)
not Methylated(eric)
Larrup(ahmet, eric)
forall x (Larrup(x, ahmet) -> Splurge(x, eric))
forall x (Splurge(x, eric) -> Decollate(x, ahmet))
<extra_id_2>
Larrup(ahmet, eric)
<extra_id_3>
therefore Larrup(ahmet, eric)
<extra_id_4>
True | 0 | True | RelNeg-OWA-D2-7 |
The doro wisecrack the venus. The doro is not frayed. The venus wisecrack the doro. If someone wisecrack the venus then they like the doro. If someone yack the doro then they eat the venus. <extra_id_0> The doro is frayed. | <extra_id_1>
Wisecrack(doro, venus)
not Frayed(doro)
Wisecrack(venus, doro)
forall x (Wisecrack(x, venus) -> Yack(x, doro))
forall x (Yack(x, doro) -> Stable(x, venus))
<extra_id_2>
Frayed(doro)
<extra_id_3>
therefore not Frayed(doro)
<extra_id_4>
False | 0 | False | RelNeg-OWA-D2-7 |
The reeta quack the dina. The reeta is not wimpish. The dina quack the reeta. If someone quack the dina then they like the reeta. If someone clip the reeta then they eat the dina. <extra_id_0> The reeta clip the reeta. | <extra_id_1>
Quack(reeta, dina)
not Wimpish(reeta)
Quack(dina, reeta)
forall x (Quack(x, dina) -> Clip(x, reeta))
forall x (Clip(x, reeta) -> Prawn(x, dina))
<extra_id_2>
Clip(reeta, reeta)
<extra_id_3>
Quack(reeta, dina) and forall x (Quack(x, dina) -> Clip(x, reeta)) -> therefore Clip(reeta, reeta)
<extra_id_4>
True | 1 | True | RelNeg-OWA-D2-7 |
The davidson venerate the townie. The davidson is not cogitative. The townie venerate the davidson. If someone venerate the townie then they like the davidson. If someone predecease the davidson then they eat the townie. <extra_id_0> The davidson does not like the davidson. | <extra_id_1>
Venerate(davidson, townie)
not Cogitative(davidson)
Venerate(townie, davidson)
forall x (Venerate(x, townie) -> Predecease(x, davidson))
forall x (Predecease(x, davidson) -> Farce(x, townie))
<extra_id_2>
not Predecease(davidson, davidson)
<extra_id_3>
Venerate(davidson, townie) and forall x (Venerate(x, t... | 1 | False | RelNeg-OWA-D2-7 |
The cassandre sough the idette. The cassandre is not patterned. The idette sough the cassandre. If someone sough the idette then they like the cassandre. If someone symmetrize the cassandre then they eat the idette. <extra_id_0> The cassandre closure the idette. | <extra_id_1>
Sough(cassandre, idette)
not Patterned(cassandre)
Sough(idette, cassandre)
forall x (Sough(x, idette) -> Symmetrize(x, cassandre))
forall x (Symmetrize(x, cassandre) -> Closure(x, idette))
<extra_id_2>
Closure(cassandre, idette)
<extra_id_3>
Sough(cassandre, idette) and forall x (Sough(x, idette) -> Symmet... | 2 | True | RelNeg-OWA-D2-7 |
The genevra wrawl the kittie. The genevra is not shuttered. The kittie wrawl the genevra. If someone wrawl the kittie then they like the genevra. If someone frustrate the genevra then they eat the kittie. <extra_id_0> The genevra does not eat the kittie. | <extra_id_1>
Wrawl(genevra, kittie)
not Shuttered(genevra)
Wrawl(kittie, genevra)
forall x (Wrawl(x, kittie) -> Frustrate(x, genevra))
forall x (Frustrate(x, genevra) -> Calligraph(x, kittie))
<extra_id_2>
not Calligraph(genevra, kittie)
<extra_id_3>
Wrawl(genevra, kittie) and forall x (Wrawl(x, kittie) -> Frustrate(x,... | 2 | False | RelNeg-OWA-D2-7 |
The birdie itemize the del. The birdie is not elaborated. The del itemize the birdie. If someone itemize the del then they like the birdie. If someone traduce the birdie then they eat the del. <extra_id_0> The del does not like the birdie. | <extra_id_1>
Itemize(birdie, del)
not Elaborated(birdie)
Itemize(del, birdie)
forall x (Itemize(x, del) -> Traduce(x, birdie))
forall x (Traduce(x, birdie) -> Economize(x, del))
<extra_id_2>
not Traduce(del, birdie)
<extra_id_3>
forall x (Itemize(x, del) -> Traduce(x, birdie)) <- [no base fact] <extra_id_5> Cannot be d... | 1 | Unknown | RelNeg-OWA-D2-7 |
The jock circle the mahmoud. The jock is not other. The mahmoud circle the jock. If someone circle the mahmoud then they like the jock. If someone skid the jock then they eat the mahmoud. <extra_id_0> The mahmoud sweeten the mahmoud. | <extra_id_1>
Circle(jock, mahmoud)
not Other(jock)
Circle(mahmoud, jock)
forall x (Circle(x, mahmoud) -> Skid(x, jock))
forall x (Skid(x, jock) -> Sweeten(x, mahmoud))
<extra_id_2>
Sweeten(mahmoud, mahmoud)
<extra_id_3>
forall x (Skid(x, jock) -> Sweeten(x, mahmoud)) <- forall x (Circle(x, mahmoud) -> Skid(x, jock)) <-... | 2 | Unknown | RelNeg-OWA-D2-7 |
The etheline aggrandize the eileen. The etheline is not uncooked. The eileen aggrandize the etheline. If someone aggrandize the eileen then they like the etheline. If someone garage the etheline then they eat the eileen. <extra_id_0> The etheline is not round. | <extra_id_1>
Aggrandize(etheline, eileen)
not Uncooked(etheline)
Aggrandize(eileen, etheline)
forall x (Aggrandize(x, eileen) -> Garage(x, etheline))
forall x (Garage(x, etheline) -> Devaluate(x, eileen))
<extra_id_2>
not Round(etheline)
<extra_id_3>
not Round(etheline) <- [no supporting fact or rule] <extra_id_5> Cann... | 0 | Unknown | RelNeg-OWA-D2-7 |
The fannie analogise the freddie. The fannie is not editorial. The freddie analogise the fannie. If someone analogise the freddie then they like the fannie. If someone tease the fannie then they eat the freddie. <extra_id_0> The freddie analogise the freddie. | <extra_id_1>
Analogise(fannie, freddie)
not Editorial(fannie)
Analogise(freddie, fannie)
forall x (Analogise(x, freddie) -> Tease(x, fannie))
forall x (Tease(x, fannie) -> Theologise(x, freddie))
<extra_id_2>
Analogise(freddie, freddie)
<extra_id_3>
Analogise(freddie, freddie) <- [no supporting fact or rule] <extra_id_... | 0 | Unknown | RelNeg-OWA-D2-7 |
The raj mewl the marcello. The raj is not divergent. The marcello mewl the raj. If someone mewl the marcello then they like the raj. If someone measure the raj then they eat the marcello. <extra_id_0> The marcello is not divergent. | <extra_id_1>
Mewl(raj, marcello)
not Divergent(raj)
Mewl(marcello, raj)
forall x (Mewl(x, marcello) -> Measure(x, raj))
forall x (Measure(x, raj) -> Qualify(x, marcello))
<extra_id_2>
not Divergent(marcello)
<extra_id_3>
not Divergent(marcello) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from give... | 0 | Unknown | RelNeg-OWA-D2-7 |
The kayla unweave the trescha. The kayla is not judgmental. The trescha unweave the kayla. If someone unweave the trescha then they like the kayla. If someone emote the kayla then they eat the trescha. <extra_id_0> The kayla prophesy the kayla. | <extra_id_1>
Unweave(kayla, trescha)
not Judgmental(kayla)
Unweave(trescha, kayla)
forall x (Unweave(x, trescha) -> Emote(x, kayla))
forall x (Emote(x, kayla) -> Prophesy(x, trescha))
<extra_id_2>
Prophesy(kayla, kayla)
<extra_id_3>
Prophesy(kayla, kayla) <- [no supporting fact or rule] <extra_id_5> Cannot be determine... | 0 | Unknown | RelNeg-OWA-D2-7 |
Madalyn is genic. Madalyn is drafty. Madalyn is punishable. Enrika is rootbound. Enrika is drafty. Enrika is tepid. Enrika is punishable. Enrika is unstaged. Ardelia is genic. Ardelia is rootbound. Ardelia is drafty. Ardelia is aground. Ardelia is tepid. Ardelia is punishable. Ardelia is unstaged. If something is agrou... | <extra_id_1>
Genic(madalyn)
Drafty(madalyn)
Punishable(madalyn)
Rootbound(enrika)
Drafty(enrika)
Tepid(enrika)
Punishable(enrika)
Unstaged(enrika)
Genic(ardelia)
Rootbound(ardelia)
Drafty(ardelia)
Aground(ardelia)
Tepid(ardelia)
Punishable(ardelia)
Unstaged(ardelia)
forall x (Aground(x) -> Genic(x))
Genic(ardelia) -> D... | 0 | True | AttNoneg-OWA-D2-328 |
Harvey is chunky. Harvey is regimental. Harvey is kindly. Gaynor is monecious. Gaynor is regimental. Gaynor is unplumbed. Gaynor is kindly. Gaynor is warming. Kynthia is chunky. Kynthia is monecious. Kynthia is regimental. Kynthia is mercantile. Kynthia is unplumbed. Kynthia is kindly. Kynthia is warming. If something ... | <extra_id_1>
Chunky(harvey)
Regimental(harvey)
Kindly(harvey)
Monecious(gaynor)
Regimental(gaynor)
Unplumbed(gaynor)
Kindly(gaynor)
Warming(gaynor)
Chunky(kynthia)
Monecious(kynthia)
Regimental(kynthia)
Mercantile(kynthia)
Unplumbed(kynthia)
Kindly(kynthia)
Warming(kynthia)
forall x (Mercantile(x) -> Chunky(x))
Chunky(... | 0 | False | AttNoneg-OWA-D2-328 |
Coriss is fahrenheit. Coriss is puritanic. Coriss is untrodden. Sapphira is battered. Sapphira is puritanic. Sapphira is garmented. Sapphira is untrodden. Sapphira is beetling. Thayne is fahrenheit. Thayne is battered. Thayne is puritanic. Thayne is dreamed. Thayne is garmented. Thayne is untrodden. Thayne is beetling.... | <extra_id_1>
Fahrenheit(coriss)
Puritanic(coriss)
Untrodden(coriss)
Battered(sapphira)
Puritanic(sapphira)
Garmented(sapphira)
Untrodden(sapphira)
Beetling(sapphira)
Fahrenheit(thayne)
Battered(thayne)
Puritanic(thayne)
Dreamed(thayne)
Garmented(thayne)
Untrodden(thayne)
Beetling(thayne)
forall x (Dreamed(x) -> Fahrenh... | 1 | True | AttNoneg-OWA-D2-328 |
Coraline is indelicate. Coraline is socialised. Coraline is resiny. Enoch is imitation. Enoch is socialised. Enoch is several. Enoch is resiny. Enoch is salvadoran. Kimberlyn is indelicate. Kimberlyn is imitation. Kimberlyn is socialised. Kimberlyn is permissive. Kimberlyn is several. Kimberlyn is resiny. Kimberlyn is ... | <extra_id_1>
Indelicate(coraline)
Socialised(coraline)
Resiny(coraline)
Imitation(enoch)
Socialised(enoch)
Several(enoch)
Resiny(enoch)
Salvadoran(enoch)
Indelicate(kimberlyn)
Imitation(kimberlyn)
Socialised(kimberlyn)
Permissive(kimberlyn)
Several(kimberlyn)
Resiny(kimberlyn)
Salvadoran(kimberlyn)
forall x (Permissive... | 1 | False | AttNoneg-OWA-D2-328 |
Linnea is xenophobic. Linnea is binaural. Linnea is recusant. Hanni is bichrome. Hanni is binaural. Hanni is magnetised. Hanni is recusant. Hanni is sparkly. Sly is xenophobic. Sly is bichrome. Sly is binaural. Sly is fortieth. Sly is magnetised. Sly is recusant. Sly is sparkly. If something is fortieth then it is xeno... | <extra_id_1>
Xenophobic(linnea)
Binaural(linnea)
Recusant(linnea)
Bichrome(hanni)
Binaural(hanni)
Magnetised(hanni)
Recusant(hanni)
Sparkly(hanni)
Xenophobic(sly)
Bichrome(sly)
Binaural(sly)
Fortieth(sly)
Magnetised(sly)
Recusant(sly)
Sparkly(sly)
forall x (Fortieth(x) -> Xenophobic(x))
Xenophobic(sly) -> Binaural(sly)... | 2 | True | AttNoneg-OWA-D2-328 |
Rusty is amniotic. Rusty is horrible. Rusty is bohemian. Thelma is adsorbable. Thelma is horrible. Thelma is nonfatal. Thelma is bohemian. Thelma is ceramic. Shirl is amniotic. Shirl is adsorbable. Shirl is horrible. Shirl is repellant. Shirl is nonfatal. Shirl is bohemian. Shirl is ceramic. If something is repellant t... | <extra_id_1>
Amniotic(rusty)
Horrible(rusty)
Bohemian(rusty)
Adsorbable(thelma)
Horrible(thelma)
Nonfatal(thelma)
Bohemian(thelma)
Ceramic(thelma)
Amniotic(shirl)
Adsorbable(shirl)
Horrible(shirl)
Repellant(shirl)
Nonfatal(shirl)
Bohemian(shirl)
Ceramic(shirl)
forall x (Repellant(x) -> Amniotic(x))
Amniotic(shirl) -> H... | 2 | False | AttNoneg-OWA-D2-328 |
Subsets and Splits
No community queries yet
The top public SQL queries from the community will appear here once available.