premises stringlengths 67 1.36k | logic stringlengths 141 1.82k | qdep int64 0 7 | answer stringclasses 3
values | source stringlengths 15 20 |
|---|---|---|---|---|
Leonidas is burnished. Leonidas is cutaneal. Leonidas is highflying. If someone is doctorial and highflying then they are punctured. If someone is glutinous then they are highflying. If someone is glutinous and burnished then they are punctured. Big people are glutinous. Blue, glutinous people are punctured. All single... | <extra_id_1>
Burnished(leonidas)
Cutaneal(leonidas)
Highflying(leonidas)
forall x (Doctorial(x) and Highflying(x) -> Punctured(x))
forall x (Glutinous(x) -> Highflying(x))
forall x (Glutinous(x) and Burnished(x) -> Punctured(x))
forall x (Burnished(x) -> Glutinous(x))
forall x (Single(x) and Glutinous(x) -> Punctured(x... | 0 | Unknown | AttNoneg-OWA-D2-1536 |
Amabel is localized. Amabel is sticky. Amabel is longish. If someone is disclike and longish then they are adequate. If someone is blinding then they are longish. If someone is blinding and localized then they are adequate. Big people are blinding. Blue, blinding people are adequate. All fishy, longish people are blind... | <extra_id_1>
Localized(amabel)
Sticky(amabel)
Longish(amabel)
forall x (Disclike(x) and Longish(x) -> Adequate(x))
forall x (Blinding(x) -> Longish(x))
forall x (Blinding(x) and Localized(x) -> Adequate(x))
forall x (Localized(x) -> Blinding(x))
forall x (Fishy(x) and Blinding(x) -> Adequate(x))
forall x (Fishy(x) and ... | 0 | Unknown | AttNoneg-OWA-D2-1536 |
Ezra is discursive. If something is another then it is discursive. If something is another then it is unrhymed. All discursive things are emblematic. If something is dotted and discursive then it is emblematic. All emblematic things are metabolic. All gaumless, another things are metabolic. <extra_id_0> Ezra is discurs... | <extra_id_1>
Discursive(ezra)
forall x (Another(x) -> Discursive(x))
forall x (Another(x) -> Unrhymed(x))
forall x (Discursive(x) -> Emblematic(x))
forall x (Dotted(x) and Discursive(x) -> Emblematic(x))
forall x (Emblematic(x) -> Metabolic(x))
forall x (Gaumless(x) and Another(x) -> Metabolic(x))
<extra_id_2>
Discursi... | 0 | True | AttNoneg-OWA-D2-396 |
Daveen is distracted. If something is reborn then it is distracted. If something is reborn then it is undynamic. All distracted things are indwelling. If something is skanky and distracted then it is indwelling. All indwelling things are phyllodial. All outboard, reborn things are phyllodial. <extra_id_0> Daveen is not... | <extra_id_1>
Distracted(daveen)
forall x (Reborn(x) -> Distracted(x))
forall x (Reborn(x) -> Undynamic(x))
forall x (Distracted(x) -> Indwelling(x))
forall x (Skanky(x) and Distracted(x) -> Indwelling(x))
forall x (Indwelling(x) -> Phyllodial(x))
forall x (Outboard(x) and Reborn(x) -> Phyllodial(x))
<extra_id_2>
not Di... | 0 | False | AttNoneg-OWA-D2-396 |
Britta is bonkers. If something is plain then it is bonkers. If something is plain then it is manorial. All bonkers things are moldovan. If something is formulary and bonkers then it is moldovan. All moldovan things are squandered. All undimmed, plain things are squandered. <extra_id_0> Britta is moldovan. | <extra_id_1>
Bonkers(britta)
forall x (Plain(x) -> Bonkers(x))
forall x (Plain(x) -> Manorial(x))
forall x (Bonkers(x) -> Moldovan(x))
forall x (Formulary(x) and Bonkers(x) -> Moldovan(x))
forall x (Moldovan(x) -> Squandered(x))
forall x (Undimmed(x) and Plain(x) -> Squandered(x))
<extra_id_2>
Moldovan(britta)
<extra_i... | 1 | True | AttNoneg-OWA-D2-396 |
Parrnell is starting. If something is abstracted then it is starting. If something is abstracted then it is hesitating. All starting things are hereditary. If something is northmost and starting then it is hereditary. All hereditary things are knitted. All haemal, abstracted things are knitted. <extra_id_0> Parrnell is... | <extra_id_1>
Starting(parrnell)
forall x (Abstracted(x) -> Starting(x))
forall x (Abstracted(x) -> Hesitating(x))
forall x (Starting(x) -> Hereditary(x))
forall x (Northmost(x) and Starting(x) -> Hereditary(x))
forall x (Hereditary(x) -> Knitted(x))
forall x (Haemal(x) and Abstracted(x) -> Knitted(x))
<extra_id_2>
not ... | 1 | False | AttNoneg-OWA-D2-396 |
Caron is evidenced. If something is steaming then it is evidenced. If something is steaming then it is brunette. All evidenced things are regenerate. If something is fuzzed and evidenced then it is regenerate. All regenerate things are pallid. All ruddy, steaming things are pallid. <extra_id_0> Caron is pallid. | <extra_id_1>
Evidenced(caron)
forall x (Steaming(x) -> Evidenced(x))
forall x (Steaming(x) -> Brunette(x))
forall x (Evidenced(x) -> Regenerate(x))
forall x (Fuzzed(x) and Evidenced(x) -> Regenerate(x))
forall x (Regenerate(x) -> Pallid(x))
forall x (Ruddy(x) and Steaming(x) -> Pallid(x))
<extra_id_2>
Pallid(caron)
<ex... | 2 | True | AttNoneg-OWA-D2-396 |
Pacifica is drinkable. If something is quickset then it is drinkable. If something is quickset then it is caucasian. All drinkable things are despotic. If something is newfound and drinkable then it is despotic. All despotic things are bodily. All true, quickset things are bodily. <extra_id_0> Pacifica is not bodily. | <extra_id_1>
Drinkable(pacifica)
forall x (Quickset(x) -> Drinkable(x))
forall x (Quickset(x) -> Caucasian(x))
forall x (Drinkable(x) -> Despotic(x))
forall x (Newfound(x) and Drinkable(x) -> Despotic(x))
forall x (Despotic(x) -> Bodily(x))
forall x (True(x) and Quickset(x) -> Bodily(x))
<extra_id_2>
not Bodily(pacific... | 2 | False | AttNoneg-OWA-D2-396 |
Arvin is resistant. If something is laconic then it is resistant. If something is laconic then it is fragrant. All resistant things are macaronic. If something is depilous and resistant then it is macaronic. All macaronic things are affiliated. All sinuous, laconic things are affiliated. <extra_id_0> Arvin is not fragr... | <extra_id_1>
Resistant(arvin)
forall x (Laconic(x) -> Resistant(x))
forall x (Laconic(x) -> Fragrant(x))
forall x (Resistant(x) -> Macaronic(x))
forall x (Depilous(x) and Resistant(x) -> Macaronic(x))
forall x (Macaronic(x) -> Affiliated(x))
forall x (Sinuous(x) and Laconic(x) -> Affiliated(x))
<extra_id_2>
not Fragran... | 1 | Unknown | AttNoneg-OWA-D2-396 |
Sheldon is lustrous. If something is yucky then it is lustrous. If something is yucky then it is ungallant. All lustrous things are stabile. If something is cordial and lustrous then it is stabile. All stabile things are faustian. All humped, yucky things are faustian. <extra_id_0> Sheldon is yucky. | <extra_id_1>
Lustrous(sheldon)
forall x (Yucky(x) -> Lustrous(x))
forall x (Yucky(x) -> Ungallant(x))
forall x (Lustrous(x) -> Stabile(x))
forall x (Cordial(x) and Lustrous(x) -> Stabile(x))
forall x (Stabile(x) -> Faustian(x))
forall x (Humped(x) and Yucky(x) -> Faustian(x))
<extra_id_2>
Yucky(sheldon)
<extra_id_3>
Yu... | 0 | Unknown | AttNoneg-OWA-D2-396 |
Temple is sheathed. If something is vaulting then it is sheathed. If something is vaulting then it is concessive. All sheathed things are inbred. If something is frumpish and sheathed then it is inbred. All inbred things are cottony. All rakish, vaulting things are cottony. <extra_id_0> Temple is not rakish. | <extra_id_1>
Sheathed(temple)
forall x (Vaulting(x) -> Sheathed(x))
forall x (Vaulting(x) -> Concessive(x))
forall x (Sheathed(x) -> Inbred(x))
forall x (Frumpish(x) and Sheathed(x) -> Inbred(x))
forall x (Inbred(x) -> Cottony(x))
forall x (Rakish(x) and Vaulting(x) -> Cottony(x))
<extra_id_2>
not Rakish(temple)
<extra... | 0 | Unknown | AttNoneg-OWA-D2-396 |
Anna is standing. If something is charcoal then it is standing. If something is charcoal then it is ungrateful. All standing things are capable. If something is jaded and standing then it is capable. All capable things are innoxious. All baseborn, charcoal things are innoxious. <extra_id_0> Anna is jaded. | <extra_id_1>
Standing(anna)
forall x (Charcoal(x) -> Standing(x))
forall x (Charcoal(x) -> Ungrateful(x))
forall x (Standing(x) -> Capable(x))
forall x (Jaded(x) and Standing(x) -> Capable(x))
forall x (Capable(x) -> Innoxious(x))
forall x (Baseborn(x) and Charcoal(x) -> Innoxious(x))
<extra_id_2>
Jaded(anna)
<extra_id... | 0 | Unknown | AttNoneg-OWA-D2-396 |
Devondra is unmilitary. Devondra is plural. Devondra is arachnoid. Elfreda is chadian. Elfreda is unmilitary. Elfreda is filarial. Elfreda is adult. Arleyne is not unmilitary. Arleyne is filarial. Arleyne is plural. Harrold is chadian. Harrold is not filarial. Harrold is saporous. Harrold is not adult. Harrold is arach... | <extra_id_1>
Unmilitary(devondra)
Plural(devondra)
Arachnoid(devondra)
Chadian(elfreda)
Unmilitary(elfreda)
Filarial(elfreda)
Adult(elfreda)
not Unmilitary(arleyne)
Filarial(arleyne)
Plural(arleyne)
Chadian(harrold)
not Filarial(harrold)
Saporous(harrold)
not Adult(harrold)
Arachnoid(harrold)
forall x (Adult(x) -> Chad... | 0 | True | AttNeg-OWA-D2-918 |
Regina is allergenic. Regina is expectable. Regina is sacrosanct. Valentina is fussy. Valentina is allergenic. Valentina is swaggering. Valentina is blotchy. Tresa is not allergenic. Tresa is swaggering. Tresa is expectable. Sybille is fussy. Sybille is not swaggering. Sybille is phagocytic. Sybille is not blotchy. Syb... | <extra_id_1>
Allergenic(regina)
Expectable(regina)
Sacrosanct(regina)
Fussy(valentina)
Allergenic(valentina)
Swaggering(valentina)
Blotchy(valentina)
not Allergenic(tresa)
Swaggering(tresa)
Expectable(tresa)
Fussy(sybille)
not Swaggering(sybille)
Phagocytic(sybille)
not Blotchy(sybille)
Sacrosanct(sybille)
forall x (Bl... | 0 | False | AttNeg-OWA-D2-918 |
Eleonore is ostensible. Eleonore is fossilised. Eleonore is centered. Paul is annalistic. Paul is ostensible. Paul is choosey. Paul is alpine. Leda is not ostensible. Leda is choosey. Leda is fossilised. Teodoor is annalistic. Teodoor is not choosey. Teodoor is gnarly. Teodoor is not alpine. Teodoor is centered. If som... | <extra_id_1>
Ostensible(eleonore)
Fossilised(eleonore)
Centered(eleonore)
Annalistic(paul)
Ostensible(paul)
Choosey(paul)
Alpine(paul)
not Ostensible(leda)
Choosey(leda)
Fossilised(leda)
Annalistic(teodoor)
not Choosey(teodoor)
Gnarly(teodoor)
not Alpine(teodoor)
Centered(teodoor)
forall x (Alpine(x) -> Annalistic(x))
... | 1 | True | AttNeg-OWA-D2-918 |
Penelope is dendroidal. Penelope is spinnable. Penelope is knavish. Jephthah is impelled. Jephthah is dendroidal. Jephthah is umptieth. Jephthah is recognised. Clinton is not dendroidal. Clinton is umptieth. Clinton is spinnable. Briteny is impelled. Briteny is not umptieth. Briteny is dowered. Briteny is not recognise... | <extra_id_1>
Dendroidal(penelope)
Spinnable(penelope)
Knavish(penelope)
Impelled(jephthah)
Dendroidal(jephthah)
Umptieth(jephthah)
Recognised(jephthah)
not Dendroidal(clinton)
Umptieth(clinton)
Spinnable(clinton)
Impelled(briteny)
not Umptieth(briteny)
Dowered(briteny)
not Recognised(briteny)
Knavish(briteny)
forall x ... | 1 | False | AttNeg-OWA-D2-918 |
Wendell is effaceable. Wendell is serrulate. Wendell is gingery. Kendra is matted. Kendra is effaceable. Kendra is configured. Kendra is subdural. Lesya is not effaceable. Lesya is configured. Lesya is serrulate. Abigail is matted. Abigail is not configured. Abigail is unripe. Abigail is not subdural. Abigail is ginger... | <extra_id_1>
Effaceable(wendell)
Serrulate(wendell)
Gingery(wendell)
Matted(kendra)
Effaceable(kendra)
Configured(kendra)
Subdural(kendra)
not Effaceable(lesya)
Configured(lesya)
Serrulate(lesya)
Matted(abigail)
not Configured(abigail)
Unripe(abigail)
not Subdural(abigail)
Gingery(abigail)
forall x (Subdural(x) -> Matt... | 2 | True | AttNeg-OWA-D2-918 |
Quillan is pleased. Quillan is squeezable. Quillan is combed. Ettie is inhibited. Ettie is pleased. Ettie is spacious. Ettie is polyatomic. Rosalie is not pleased. Rosalie is spacious. Rosalie is squeezable. Shelby is inhibited. Shelby is not spacious. Shelby is wedded. Shelby is not polyatomic. Shelby is combed. If so... | <extra_id_1>
Pleased(quillan)
Squeezable(quillan)
Combed(quillan)
Inhibited(ettie)
Pleased(ettie)
Spacious(ettie)
Polyatomic(ettie)
not Pleased(rosalie)
Spacious(rosalie)
Squeezable(rosalie)
Inhibited(shelby)
not Spacious(shelby)
Wedded(shelby)
not Polyatomic(shelby)
Combed(shelby)
forall x (Polyatomic(x) -> Inhibited(... | 2 | False | AttNeg-OWA-D2-918 |
Rebe is crinoid. Rebe is falconine. Rebe is appealing. Teodoro is argentine. Teodoro is crinoid. Teodoro is tangerine. Teodoro is buttressed. Mirelle is not crinoid. Mirelle is tangerine. Mirelle is falconine. Jobina is argentine. Jobina is not tangerine. Jobina is pouchlike. Jobina is not buttressed. Jobina is appeali... | <extra_id_1>
Crinoid(rebe)
Falconine(rebe)
Appealing(rebe)
Argentine(teodoro)
Crinoid(teodoro)
Tangerine(teodoro)
Buttressed(teodoro)
not Crinoid(mirelle)
Tangerine(mirelle)
Falconine(mirelle)
Argentine(jobina)
not Tangerine(jobina)
Pouchlike(jobina)
not Buttressed(jobina)
Appealing(jobina)
forall x (Buttressed(x) -> A... | 0 | Unknown | AttNeg-OWA-D2-918 |
Janie is enfeebling. Janie is unsealed. Janie is upmost. Meghann is baroque. Meghann is enfeebling. Meghann is groggy. Meghann is mocking. Cassi is not enfeebling. Cassi is groggy. Cassi is unsealed. Nikolai is baroque. Nikolai is not groggy. Nikolai is reedlike. Nikolai is not mocking. Nikolai is upmost. If someone is... | <extra_id_1>
Enfeebling(janie)
Unsealed(janie)
Upmost(janie)
Baroque(meghann)
Enfeebling(meghann)
Groggy(meghann)
Mocking(meghann)
not Enfeebling(cassi)
Groggy(cassi)
Unsealed(cassi)
Baroque(nikolai)
not Groggy(nikolai)
Reedlike(nikolai)
not Mocking(nikolai)
Upmost(nikolai)
forall x (Mocking(x) -> Baroque(x))
forall x ... | 0 | Unknown | AttNeg-OWA-D2-918 |
Lesley is wound. Lesley is snobbish. Lesley is vinegary. Myrah is darwinian. Myrah is wound. Myrah is snowbound. Myrah is doting. Winonah is not wound. Winonah is snowbound. Winonah is snobbish. Charla is darwinian. Charla is not snowbound. Charla is inflexible. Charla is not doting. Charla is vinegary. If someone is d... | <extra_id_1>
Wound(lesley)
Snobbish(lesley)
Vinegary(lesley)
Darwinian(myrah)
Wound(myrah)
Snowbound(myrah)
Doting(myrah)
not Wound(winonah)
Snowbound(winonah)
Snobbish(winonah)
Darwinian(charla)
not Snowbound(charla)
Inflexible(charla)
not Doting(charla)
Vinegary(charla)
forall x (Doting(x) -> Darwinian(x))
forall x (... | 0 | Unknown | AttNeg-OWA-D2-918 |
Lolande is grassroots. Lolande is exuberant. Lolande is vocalic. Fatima is crisscross. Fatima is grassroots. Fatima is autogenous. Fatima is hopeful. Darrell is not grassroots. Darrell is autogenous. Darrell is exuberant. Rheba is crisscross. Rheba is not autogenous. Rheba is vulcanised. Rheba is not hopeful. Rheba is ... | <extra_id_1>
Grassroots(lolande)
Exuberant(lolande)
Vocalic(lolande)
Crisscross(fatima)
Grassroots(fatima)
Autogenous(fatima)
Hopeful(fatima)
not Grassroots(darrell)
Autogenous(darrell)
Exuberant(darrell)
Crisscross(rheba)
not Autogenous(rheba)
Vulcanised(rheba)
not Hopeful(rheba)
Vocalic(rheba)
forall x (Hopeful(x) ->... | 0 | Unknown | AttNeg-OWA-D2-918 |
Gifford is preclusive. Gifford is rouged. Gifford is micro. Nara is monestrous. Nara is preclusive. Nara is futuristic. Nara is ultra. Marilyn is not preclusive. Marilyn is futuristic. Marilyn is rouged. Hamish is monestrous. Hamish is not futuristic. Hamish is fernlike. Hamish is not ultra. Hamish is micro. If someone... | <extra_id_1>
Preclusive(gifford)
Rouged(gifford)
Micro(gifford)
Monestrous(nara)
Preclusive(nara)
Futuristic(nara)
Ultra(nara)
not Preclusive(marilyn)
Futuristic(marilyn)
Rouged(marilyn)
Monestrous(hamish)
not Futuristic(hamish)
Fernlike(hamish)
not Ultra(hamish)
Micro(hamish)
forall x (Ultra(x) -> Monestrous(x))
foral... | 0 | Unknown | AttNeg-OWA-D2-918 |
Lilly is vinous. Lilly is moslem. Lilly is vernal. Zed is naif. Zed is vinous. Zed is renewing. Zed is impelled. Linus is not vinous. Linus is renewing. Linus is moslem. Bellanca is naif. Bellanca is not renewing. Bellanca is blaring. Bellanca is not impelled. Bellanca is vernal. If someone is impelled then they are na... | <extra_id_1>
Vinous(lilly)
Moslem(lilly)
Vernal(lilly)
Naif(zed)
Vinous(zed)
Renewing(zed)
Impelled(zed)
not Vinous(linus)
Renewing(linus)
Moslem(linus)
Naif(bellanca)
not Renewing(bellanca)
Blaring(bellanca)
not Impelled(bellanca)
Vernal(bellanca)
forall x (Impelled(x) -> Naif(x))
forall x (Moslem(x) -> Impelled(x))
<... | 0 | Unknown | AttNeg-OWA-D2-918 |
The sinclare severalize the bartolemo. The sinclare is scant. The sinclare verge the darsie. The darsie severalize the sinclare. The darsie severalize the bartolemo. The darsie is acid. The darsie require the sinclare. The darsie require the bartolemo. The bartolemo severalize the sinclare. The bartolemo severalize the... | <extra_id_1>
Severalize(sinclare, bartolemo)
Scant(sinclare)
Verge(sinclare, darsie)
Severalize(darsie, sinclare)
Severalize(darsie, bartolemo)
Acid(darsie)
Require(darsie, sinclare)
Require(darsie, bartolemo)
Severalize(bartolemo, sinclare)
Severalize(bartolemo, darsie)
Scant(bartolemo)
Uncrossed(bartolemo)
Oncoming(b... | 0 | True | RelNoneg-OWA-D2-762 |
The faun exhilarate the jerrine. The faun is flammable. The faun flay the thane. The thane exhilarate the faun. The thane exhilarate the jerrine. The thane is bedridden. The thane slow the faun. The thane slow the jerrine. The jerrine exhilarate the faun. The jerrine exhilarate the thane. The jerrine is flammable. The ... | <extra_id_1>
Exhilarate(faun, jerrine)
Flammable(faun)
Flay(faun, thane)
Exhilarate(thane, faun)
Exhilarate(thane, jerrine)
Bedridden(thane)
Slow(thane, faun)
Slow(thane, jerrine)
Exhilarate(jerrine, faun)
Exhilarate(jerrine, thane)
Flammable(jerrine)
Vigilant(jerrine)
Chantlike(jerrine)
Flay(jerrine, thane)
Slow(jerri... | 0 | False | RelNoneg-OWA-D2-762 |
The camel throng the royce. The camel is moonlike. The camel back the loralie. The loralie throng the camel. The loralie throng the royce. The loralie is adsorbent. The loralie swab the camel. The loralie swab the royce. The royce throng the camel. The royce throng the loralie. The royce is moonlike. The royce is isoto... | <extra_id_1>
Throng(camel, royce)
Moonlike(camel)
Back(camel, loralie)
Throng(loralie, camel)
Throng(loralie, royce)
Adsorbent(loralie)
Swab(loralie, camel)
Swab(loralie, royce)
Throng(royce, camel)
Throng(royce, loralie)
Moonlike(royce)
Isotonic(royce)
Seventieth(royce)
Back(royce, loralie)
Swab(royce, loralie)
forall... | 1 | True | RelNoneg-OWA-D2-762 |
The giovanni reserve the garold. The giovanni is relaxing. The giovanni utilize the bridgett. The bridgett reserve the giovanni. The bridgett reserve the garold. The bridgett is floaty. The bridgett mislay the giovanni. The bridgett mislay the garold. The garold reserve the giovanni. The garold reserve the bridgett. Th... | <extra_id_1>
Reserve(giovanni, garold)
Relaxing(giovanni)
Utilize(giovanni, bridgett)
Reserve(bridgett, giovanni)
Reserve(bridgett, garold)
Floaty(bridgett)
Mislay(bridgett, giovanni)
Mislay(bridgett, garold)
Reserve(garold, giovanni)
Reserve(garold, bridgett)
Relaxing(garold)
Crenulate(garold)
Resultant(garold)
Utiliz... | 1 | False | RelNoneg-OWA-D2-762 |
The kala redesign the nanny. The kala is neapolitan. The kala reheel the jemmie. The jemmie redesign the kala. The jemmie redesign the nanny. The jemmie is supplicant. The jemmie teargas the kala. The jemmie teargas the nanny. The nanny redesign the kala. The nanny redesign the jemmie. The nanny is neapolitan. The nann... | <extra_id_1>
Redesign(kala, nanny)
Neapolitan(kala)
Reheel(kala, jemmie)
Redesign(jemmie, kala)
Redesign(jemmie, nanny)
Supplicant(jemmie)
Teargas(jemmie, kala)
Teargas(jemmie, nanny)
Redesign(nanny, kala)
Redesign(nanny, jemmie)
Neapolitan(nanny)
Humorless(nanny)
Nett(nanny)
Reheel(nanny, jemmie)
Teargas(nanny, jemmie... | 2 | True | RelNoneg-OWA-D2-762 |
The hirsch gibbet the kirbee. The hirsch is fathomable. The hirsch bribe the shana. The shana gibbet the hirsch. The shana gibbet the kirbee. The shana is handwoven. The shana underact the hirsch. The shana underact the kirbee. The kirbee gibbet the hirsch. The kirbee gibbet the shana. The kirbee is fathomable. The kir... | <extra_id_1>
Gibbet(hirsch, kirbee)
Fathomable(hirsch)
Bribe(hirsch, shana)
Gibbet(shana, hirsch)
Gibbet(shana, kirbee)
Handwoven(shana)
Underact(shana, hirsch)
Underact(shana, kirbee)
Gibbet(kirbee, hirsch)
Gibbet(kirbee, shana)
Fathomable(kirbee)
Pristine(kirbee)
Humbling(kirbee)
Bribe(kirbee, shana)
Underact(kirbee,... | 2 | False | RelNoneg-OWA-D2-762 |
The tobe shroud the hendrik. The tobe is erasable. The tobe plan the winfield. The winfield shroud the tobe. The winfield shroud the hendrik. The winfield is mercantile. The winfield whisk the tobe. The winfield whisk the hendrik. The hendrik shroud the tobe. The hendrik shroud the winfield. The hendrik is erasable. Th... | <extra_id_1>
Shroud(tobe, hendrik)
Erasable(tobe)
Plan(tobe, winfield)
Shroud(winfield, tobe)
Shroud(winfield, hendrik)
Mercantile(winfield)
Whisk(winfield, tobe)
Whisk(winfield, hendrik)
Shroud(hendrik, tobe)
Shroud(hendrik, winfield)
Erasable(hendrik)
Rifled(hendrik)
Telluric(hendrik)
Plan(hendrik, winfield)
Whisk(he... | 2 | Unknown | RelNoneg-OWA-D2-762 |
The clea condemn the ferne. The clea is urethral. The clea chug the laurie. The laurie condemn the clea. The laurie condemn the ferne. The laurie is crispy. The laurie assign the clea. The laurie assign the ferne. The ferne condemn the clea. The ferne condemn the laurie. The ferne is urethral. The ferne is tumescent. T... | <extra_id_1>
Condemn(clea, ferne)
Urethral(clea)
Chug(clea, laurie)
Condemn(laurie, clea)
Condemn(laurie, ferne)
Crispy(laurie)
Assign(laurie, clea)
Assign(laurie, ferne)
Condemn(ferne, clea)
Condemn(ferne, laurie)
Urethral(ferne)
Tumescent(ferne)
Beautiful(ferne)
Chug(ferne, laurie)
Assign(ferne, laurie)
forall x (Chu... | 1 | Unknown | RelNoneg-OWA-D2-762 |
The audry engorge the aylmer. The audry is glottal. The audry peddle the fernande. The fernande engorge the audry. The fernande engorge the aylmer. The fernande is ungroomed. The fernande miscount the audry. The fernande miscount the aylmer. The aylmer engorge the audry. The aylmer engorge the fernande. The aylmer is g... | <extra_id_1>
Engorge(audry, aylmer)
Glottal(audry)
Peddle(audry, fernande)
Engorge(fernande, audry)
Engorge(fernande, aylmer)
Ungroomed(fernande)
Miscount(fernande, audry)
Miscount(fernande, aylmer)
Engorge(aylmer, audry)
Engorge(aylmer, fernande)
Glottal(aylmer)
Trackable(aylmer)
Monotone(aylmer)
Peddle(aylmer, fernan... | 1 | Unknown | RelNoneg-OWA-D2-762 |
The gretel promenade the stephanie. The gretel is bungling. The gretel school the nathalie. The nathalie promenade the gretel. The nathalie promenade the stephanie. The nathalie is fathomable. The nathalie inherit the gretel. The nathalie inherit the stephanie. The stephanie promenade the gretel. The stephanie promenad... | <extra_id_1>
Promenade(gretel, stephanie)
Bungling(gretel)
School(gretel, nathalie)
Promenade(nathalie, gretel)
Promenade(nathalie, stephanie)
Fathomable(nathalie)
Inherit(nathalie, gretel)
Inherit(nathalie, stephanie)
Promenade(stephanie, gretel)
Promenade(stephanie, nathalie)
Bungling(stephanie)
Archeozoic(stephanie)... | 0 | Unknown | RelNoneg-OWA-D2-762 |
The carlina chink the wilbert. The carlina is stovepiped. The carlina foal the nettie. The nettie chink the carlina. The nettie chink the wilbert. The nettie is elaborated. The nettie spiel the carlina. The nettie spiel the wilbert. The wilbert chink the carlina. The wilbert chink the nettie. The wilbert is stovepiped.... | <extra_id_1>
Chink(carlina, wilbert)
Stovepiped(carlina)
Foal(carlina, nettie)
Chink(nettie, carlina)
Chink(nettie, wilbert)
Elaborated(nettie)
Spiel(nettie, carlina)
Spiel(nettie, wilbert)
Chink(wilbert, carlina)
Chink(wilbert, nettie)
Stovepiped(wilbert)
Jumpy(wilbert)
Victorious(wilbert)
Foal(wilbert, nettie)
Spiel(... | 0 | Unknown | RelNoneg-OWA-D2-762 |
The charmion discount the torie. The charmion is aplitic. The charmion bastardise the almeria. The almeria discount the charmion. The almeria discount the torie. The almeria is marital. The almeria know the charmion. The almeria know the torie. The torie discount the charmion. The torie discount the almeria. The torie ... | <extra_id_1>
Discount(charmion, torie)
Aplitic(charmion)
Bastardise(charmion, almeria)
Discount(almeria, charmion)
Discount(almeria, torie)
Marital(almeria)
Know(almeria, charmion)
Know(almeria, torie)
Discount(torie, charmion)
Discount(torie, almeria)
Aplitic(torie)
Lifeless(torie)
Unsought(torie)
Bastardise(torie, al... | 0 | Unknown | RelNoneg-OWA-D2-762 |
The else jampack the timotheus. The timotheus is allogamous. If something dent the timotheus then it is not opposed. If the else is not allogamous then the else is opposed. If the else is not saute then the else jampack the timotheus. If something is alacritous then it jampack the timotheus. If something is allogamous ... | <extra_id_1>
Jampack(else, timotheus)
Allogamous(timotheus)
forall x (Dent(x, timotheus) -> not Opposed(x))
not Allogamous(else) -> Opposed(else)
not Saute(else) -> Jampack(else, timotheus)
forall x (Alacritous(x) -> Jampack(x, timotheus))
forall x (Allogamous(x) -> Alacritous(x))
forall x (Dent(x, else) -> Hyphen(else... | 0 | True | RelNeg-OWA-D2-6 |
The micki photograph the cathe. The cathe is leafed. If something clarify the cathe then it is not faulty. If the micki is not leafed then the micki is faulty. If the micki is not dodgy then the micki photograph the cathe. If something is perfect then it photograph the cathe. If something is leafed then it is perfect. ... | <extra_id_1>
Photograph(micki, cathe)
Leafed(cathe)
forall x (Clarify(x, cathe) -> not Faulty(x))
not Leafed(micki) -> Faulty(micki)
not Dodgy(micki) -> Photograph(micki, cathe)
forall x (Perfect(x) -> Photograph(x, cathe))
forall x (Leafed(x) -> Perfect(x))
forall x (Clarify(x, micki) -> Sigh(micki, cathe))
<extra_id_... | 0 | False | RelNeg-OWA-D2-6 |
The art cheese the clarisse. The clarisse is mammary. If something shred the clarisse then it is not divergent. If the art is not mammary then the art is divergent. If the art is not vicinal then the art cheese the clarisse. If something is telescopic then it cheese the clarisse. If something is mammary then it is tele... | <extra_id_1>
Cheese(art, clarisse)
Mammary(clarisse)
forall x (Shred(x, clarisse) -> not Divergent(x))
not Mammary(art) -> Divergent(art)
not Vicinal(art) -> Cheese(art, clarisse)
forall x (Telescopic(x) -> Cheese(x, clarisse))
forall x (Mammary(x) -> Telescopic(x))
forall x (Shred(x, art) -> Humble(art, clarisse))
<ex... | 1 | True | RelNeg-OWA-D2-6 |
The anastasie discomfit the morganica. The morganica is payable. If something house the morganica then it is not exoergic. If the anastasie is not payable then the anastasie is exoergic. If the anastasie is not shrewish then the anastasie discomfit the morganica. If something is impossible then it discomfit the morgani... | <extra_id_1>
Discomfit(anastasie, morganica)
Payable(morganica)
forall x (House(x, morganica) -> not Exoergic(x))
not Payable(anastasie) -> Exoergic(anastasie)
not Shrewish(anastasie) -> Discomfit(anastasie, morganica)
forall x (Impossible(x) -> Discomfit(x, morganica))
forall x (Payable(x) -> Impossible(x))
forall x (... | 1 | False | RelNeg-OWA-D2-6 |
The mose squeeze the ophelie. The ophelie is deathly. If something trudge the ophelie then it is not sparse. If the mose is not deathly then the mose is sparse. If the mose is not affined then the mose squeeze the ophelie. If something is size then it squeeze the ophelie. If something is deathly then it is size. If som... | <extra_id_1>
Squeeze(mose, ophelie)
Deathly(ophelie)
forall x (Trudge(x, ophelie) -> not Sparse(x))
not Deathly(mose) -> Sparse(mose)
not Affined(mose) -> Squeeze(mose, ophelie)
forall x (Size(x) -> Squeeze(x, ophelie))
forall x (Deathly(x) -> Size(x))
forall x (Trudge(x, mose) -> Aromatise(mose, ophelie))
<extra_id_2>... | 2 | True | RelNeg-OWA-D2-6 |
The cathie conglobe the harmon. The harmon is combinable. If something overvalue the harmon then it is not pubic. If the cathie is not combinable then the cathie is pubic. If the cathie is not cumulative then the cathie conglobe the harmon. If something is obsessed then it conglobe the harmon. If something is combinabl... | <extra_id_1>
Conglobe(cathie, harmon)
Combinable(harmon)
forall x (Overvalue(x, harmon) -> not Pubic(x))
not Combinable(cathie) -> Pubic(cathie)
not Cumulative(cathie) -> Conglobe(cathie, harmon)
forall x (Obsessed(x) -> Conglobe(x, harmon))
forall x (Combinable(x) -> Obsessed(x))
forall x (Overvalue(x, cathie) -> Crib... | 2 | False | RelNeg-OWA-D2-6 |
The max withdraw the orbadiah. The orbadiah is apiarian. If something shack the orbadiah then it is not elongate. If the max is not apiarian then the max is elongate. If the max is not eastern then the max withdraw the orbadiah. If something is songlike then it withdraw the orbadiah. If something is apiarian then it is... | <extra_id_1>
Withdraw(max, orbadiah)
Apiarian(orbadiah)
forall x (Shack(x, orbadiah) -> not Elongate(x))
not Apiarian(max) -> Elongate(max)
not Eastern(max) -> Withdraw(max, orbadiah)
forall x (Songlike(x) -> Withdraw(x, orbadiah))
forall x (Apiarian(x) -> Songlike(x))
forall x (Shack(x, max) -> Sparkle(max, orbadiah))... | 1 | Unknown | RelNeg-OWA-D2-6 |
The aldric farce the carri. The carri is forehanded. If something repot the carri then it is not sissified. If the aldric is not forehanded then the aldric is sissified. If the aldric is not phoenician then the aldric farce the carri. If something is jangly then it farce the carri. If something is forehanded then it is... | <extra_id_1>
Farce(aldric, carri)
Forehanded(carri)
forall x (Repot(x, carri) -> not Sissified(x))
not Forehanded(aldric) -> Sissified(aldric)
not Phoenician(aldric) -> Farce(aldric, carri)
forall x (Jangly(x) -> Farce(x, carri))
forall x (Forehanded(x) -> Jangly(x))
forall x (Repot(x, aldric) -> Elide(aldric, carri))
... | 1 | Unknown | RelNeg-OWA-D2-6 |
The halvard yack the kate. The kate is duplicate. If something flavor the kate then it is not lite. If the halvard is not duplicate then the halvard is lite. If the halvard is not moneyed then the halvard yack the kate. If something is vestibular then it yack the kate. If something is duplicate then it is vestibular. I... | <extra_id_1>
Yack(halvard, kate)
Duplicate(kate)
forall x (Flavor(x, kate) -> not Lite(x))
not Duplicate(halvard) -> Lite(halvard)
not Moneyed(halvard) -> Yack(halvard, kate)
forall x (Vestibular(x) -> Yack(x, kate))
forall x (Duplicate(x) -> Vestibular(x))
forall x (Flavor(x, halvard) -> Sulphur(halvard, kate))
<extra... | 1 | Unknown | RelNeg-OWA-D2-6 |
The barnard undergrow the jackson. The jackson is darkening. If something feudalize the jackson then it is not crapulous. If the barnard is not darkening then the barnard is crapulous. If the barnard is not skinless then the barnard undergrow the jackson. If something is testaceous then it undergrow the jackson. If som... | <extra_id_1>
Undergrow(barnard, jackson)
Darkening(jackson)
forall x (Feudalize(x, jackson) -> not Crapulous(x))
not Darkening(barnard) -> Crapulous(barnard)
not Skinless(barnard) -> Undergrow(barnard, jackson)
forall x (Testaceous(x) -> Undergrow(x, jackson))
forall x (Darkening(x) -> Testaceous(x))
forall x (Feudaliz... | 0 | Unknown | RelNeg-OWA-D2-6 |
The philomena deduce the jordon. The jordon is neat. If something display the jordon then it is not donnish. If the philomena is not neat then the philomena is donnish. If the philomena is not adrenergic then the philomena deduce the jordon. If something is working then it deduce the jordon. If something is neat then i... | <extra_id_1>
Deduce(philomena, jordon)
Neat(jordon)
forall x (Display(x, jordon) -> not Donnish(x))
not Neat(philomena) -> Donnish(philomena)
not Adrenergic(philomena) -> Deduce(philomena, jordon)
forall x (Working(x) -> Deduce(x, jordon))
forall x (Neat(x) -> Working(x))
forall x (Display(x, philomena) -> Mistrust(phi... | 0 | Unknown | RelNeg-OWA-D2-6 |
The barbie surcharge the dodi. The dodi is basic. If something floor the dodi then it is not braggy. If the barbie is not basic then the barbie is braggy. If the barbie is not empyreal then the barbie surcharge the dodi. If something is disarming then it surcharge the dodi. If something is basic then it is disarming. I... | <extra_id_1>
Surcharge(barbie, dodi)
Basic(dodi)
forall x (Floor(x, dodi) -> not Braggy(x))
not Basic(barbie) -> Braggy(barbie)
not Empyreal(barbie) -> Surcharge(barbie, dodi)
forall x (Disarming(x) -> Surcharge(x, dodi))
forall x (Basic(x) -> Disarming(x))
forall x (Floor(x, barbie) -> Monopolize(barbie, dodi))
<extra... | 0 | Unknown | RelNeg-OWA-D2-6 |
Elmira is fetching. Elmira is extensile. Elmira is murderous. Elmira is chaste. Andie is naked. Andie is brunette. Andie is murderous. Andie is slatey. Timmie is naked. Timmie is extensile. Timmie is brunette. Timmie is slatey. All murderous, brunette people are naked. Round people are chaste. All murderous people are ... | <extra_id_1>
Fetching(elmira)
Extensile(elmira)
Murderous(elmira)
Chaste(elmira)
Naked(andie)
Brunette(andie)
Murderous(andie)
Slatey(andie)
Naked(timmie)
Extensile(timmie)
Brunette(timmie)
Slatey(timmie)
forall x (Murderous(x) and Brunette(x) -> Naked(x))
forall x (Slatey(x) -> Chaste(x))
forall x (Murderous(x) -> Bru... | 0 | True | AttNoneg-OWA-D2-610 |
Manya is jewish. Manya is caucasoid. Manya is despised. Manya is unstated. Coreen is vicennial. Coreen is like. Coreen is despised. Coreen is banded. Nevile is vicennial. Nevile is caucasoid. Nevile is like. Nevile is banded. All despised, like people are vicennial. Round people are unstated. All despised people are li... | <extra_id_1>
Jewish(manya)
Caucasoid(manya)
Despised(manya)
Unstated(manya)
Vicennial(coreen)
Like(coreen)
Despised(coreen)
Banded(coreen)
Vicennial(nevile)
Caucasoid(nevile)
Like(nevile)
Banded(nevile)
forall x (Despised(x) and Like(x) -> Vicennial(x))
forall x (Banded(x) -> Unstated(x))
forall x (Despised(x) -> Like(... | 0 | False | AttNoneg-OWA-D2-610 |
Herman is airless. Herman is lowered. Herman is conducive. Herman is excusatory. Maureen is amethyst. Maureen is saltish. Maureen is conducive. Maureen is unfailing. Brynna is amethyst. Brynna is lowered. Brynna is saltish. Brynna is unfailing. All conducive, saltish people are amethyst. Round people are excusatory. Al... | <extra_id_1>
Airless(herman)
Lowered(herman)
Conducive(herman)
Excusatory(herman)
Amethyst(maureen)
Saltish(maureen)
Conducive(maureen)
Unfailing(maureen)
Amethyst(brynna)
Lowered(brynna)
Saltish(brynna)
Unfailing(brynna)
forall x (Conducive(x) and Saltish(x) -> Amethyst(x))
forall x (Unfailing(x) -> Excusatory(x))
for... | 1 | True | AttNoneg-OWA-D2-610 |
Celle is boronic. Celle is uveal. Celle is ornamental. Celle is endogamous. Eric is welsh. Eric is victorious. Eric is ornamental. Eric is czaristic. Guendolen is welsh. Guendolen is uveal. Guendolen is victorious. Guendolen is czaristic. All ornamental, victorious people are welsh. Round people are endogamous. All orn... | <extra_id_1>
Boronic(celle)
Uveal(celle)
Ornamental(celle)
Endogamous(celle)
Welsh(eric)
Victorious(eric)
Ornamental(eric)
Czaristic(eric)
Welsh(guendolen)
Uveal(guendolen)
Victorious(guendolen)
Czaristic(guendolen)
forall x (Ornamental(x) and Victorious(x) -> Welsh(x))
forall x (Czaristic(x) -> Endogamous(x))
forall x... | 1 | False | AttNoneg-OWA-D2-610 |
Reiko is benthonic. Reiko is chechen. Reiko is pistillate. Reiko is quaggy. Fons is torrential. Fons is calendric. Fons is pistillate. Fons is formed. Katharyn is torrential. Katharyn is chechen. Katharyn is calendric. Katharyn is formed. All pistillate, calendric people are torrential. Round people are quaggy. All pis... | <extra_id_1>
Benthonic(reiko)
Chechen(reiko)
Pistillate(reiko)
Quaggy(reiko)
Torrential(fons)
Calendric(fons)
Pistillate(fons)
Formed(fons)
Torrential(katharyn)
Chechen(katharyn)
Calendric(katharyn)
Formed(katharyn)
forall x (Pistillate(x) and Calendric(x) -> Torrential(x))
forall x (Formed(x) -> Quaggy(x))
forall x (P... | 2 | True | AttNoneg-OWA-D2-610 |
Shaylyn is logistic. Shaylyn is offbeat. Shaylyn is austere. Shaylyn is ungenerous. Randolph is shredded. Randolph is embroiled. Randolph is austere. Randolph is foliated. Isidora is shredded. Isidora is offbeat. Isidora is embroiled. Isidora is foliated. All austere, embroiled people are shredded. Round people are ung... | <extra_id_1>
Logistic(shaylyn)
Offbeat(shaylyn)
Austere(shaylyn)
Ungenerous(shaylyn)
Shredded(randolph)
Embroiled(randolph)
Austere(randolph)
Foliated(randolph)
Shredded(isidora)
Offbeat(isidora)
Embroiled(isidora)
Foliated(isidora)
forall x (Austere(x) and Embroiled(x) -> Shredded(x))
forall x (Foliated(x) -> Ungenero... | 2 | False | AttNoneg-OWA-D2-610 |
Kary is cadaverous. Kary is validatory. Kary is saturated. Kary is jerky. Adoree is onshore. Adoree is well. Adoree is saturated. Adoree is entrenched. Luce is onshore. Luce is validatory. Luce is well. Luce is entrenched. All saturated, well people are onshore. Round people are jerky. All saturated people are well. <e... | <extra_id_1>
Cadaverous(kary)
Validatory(kary)
Saturated(kary)
Jerky(kary)
Onshore(adoree)
Well(adoree)
Saturated(adoree)
Entrenched(adoree)
Onshore(luce)
Validatory(luce)
Well(luce)
Entrenched(luce)
forall x (Saturated(x) and Well(x) -> Onshore(x))
forall x (Entrenched(x) -> Jerky(x))
forall x (Saturated(x) -> Well(x)... | 0 | Unknown | AttNoneg-OWA-D2-610 |
Bengt is artistic. Bengt is semantic. Bengt is magical. Bengt is spanish. Phillis is kurdish. Phillis is winsome. Phillis is magical. Phillis is burmese. Farra is kurdish. Farra is semantic. Farra is winsome. Farra is burmese. All magical, winsome people are kurdish. Round people are spanish. All magical people are win... | <extra_id_1>
Artistic(bengt)
Semantic(bengt)
Magical(bengt)
Spanish(bengt)
Kurdish(phillis)
Winsome(phillis)
Magical(phillis)
Burmese(phillis)
Kurdish(farra)
Semantic(farra)
Winsome(farra)
Burmese(farra)
forall x (Magical(x) and Winsome(x) -> Kurdish(x))
forall x (Burmese(x) -> Spanish(x))
forall x (Magical(x) -> Winso... | 0 | Unknown | AttNoneg-OWA-D2-610 |
Benedetta is subatomic. Benedetta is regardful. Benedetta is iridaceous. Benedetta is daily. Laurance is undiluted. Laurance is minimalist. Laurance is iridaceous. Laurance is unvoiced. Tudor is undiluted. Tudor is regardful. Tudor is minimalist. Tudor is unvoiced. All iridaceous, minimalist people are undiluted. Round... | <extra_id_1>
Subatomic(benedetta)
Regardful(benedetta)
Iridaceous(benedetta)
Daily(benedetta)
Undiluted(laurance)
Minimalist(laurance)
Iridaceous(laurance)
Unvoiced(laurance)
Undiluted(tudor)
Regardful(tudor)
Minimalist(tudor)
Unvoiced(tudor)
forall x (Iridaceous(x) and Minimalist(x) -> Undiluted(x))
forall x (Unvoiced... | 0 | Unknown | AttNoneg-OWA-D2-610 |
Mark is vegetal. Mark is couchant. Mark is alterative. Mark is parvenu. Bernadene is knockdown. Bernadene is exulting. Bernadene is alterative. Bernadene is mouthlike. Lonna is knockdown. Lonna is couchant. Lonna is exulting. Lonna is mouthlike. All alterative, exulting people are knockdown. Round people are parvenu. A... | <extra_id_1>
Vegetal(mark)
Couchant(mark)
Alterative(mark)
Parvenu(mark)
Knockdown(bernadene)
Exulting(bernadene)
Alterative(bernadene)
Mouthlike(bernadene)
Knockdown(lonna)
Couchant(lonna)
Exulting(lonna)
Mouthlike(lonna)
forall x (Alterative(x) and Exulting(x) -> Knockdown(x))
forall x (Mouthlike(x) -> Parvenu(x))
fo... | 0 | Unknown | AttNoneg-OWA-D2-610 |
Ingmar is bahai. Jennilee is opposite. Esmeralda is unmediated. Abraham is not unmediated. If someone is opposite then they are not loverly. If Ingmar is lightless then Ingmar is freewill. All bahai people are lipotropic. All bahai, lightless people are freewill. If Jennilee is opposite then Jennilee is not freewill. A... | <extra_id_1>
Bahai(ingmar)
Opposite(jennilee)
Unmediated(esmeralda)
not Unmediated(abraham)
forall x (Opposite(x) -> not Loverly(x))
Lightless(ingmar) -> Freewill(ingmar)
forall x (Bahai(x) -> Lipotropic(x))
forall x (Bahai(x) and Lightless(x) -> Freewill(x))
Opposite(jennilee) -> not Freewill(jennilee)
forall x (Oppos... | 0 | True | AttNeg-OWA-D2-1549 |
Reyna is sophomore. Jeanine is apterous. Cybil is sulfurized. Odin is not sulfurized. If someone is apterous then they are not risen. If Reyna is oversewn then Reyna is addible. All sophomore people are spinal. All sophomore, oversewn people are addible. If Jeanine is apterous then Jeanine is not addible. All apterous ... | <extra_id_1>
Sophomore(reyna)
Apterous(jeanine)
Sulfurized(cybil)
not Sulfurized(odin)
forall x (Apterous(x) -> not Risen(x))
Oversewn(reyna) -> Addible(reyna)
forall x (Sophomore(x) -> Spinal(x))
forall x (Sophomore(x) and Oversewn(x) -> Addible(x))
Apterous(jeanine) -> not Addible(jeanine)
forall x (Apterous(x) -> So... | 0 | False | AttNeg-OWA-D2-1549 |
Welch is fifteen. Raina is endoergic. Antonia is stormbound. Willi is not stormbound. If someone is endoergic then they are not dingy. If Welch is broadside then Welch is cautious. All fifteen people are mutinous. All fifteen, broadside people are cautious. If Raina is endoergic then Raina is not cautious. All endoergi... | <extra_id_1>
Fifteen(welch)
Endoergic(raina)
Stormbound(antonia)
not Stormbound(willi)
forall x (Endoergic(x) -> not Dingy(x))
Broadside(welch) -> Cautious(welch)
forall x (Fifteen(x) -> Mutinous(x))
forall x (Fifteen(x) and Broadside(x) -> Cautious(x))
Endoergic(raina) -> not Cautious(raina)
forall x (Endoergic(x) -> ... | 1 | True | AttNeg-OWA-D2-1549 |
Rachael is alterable. Mikhail is disjoint. Dickey is privy. Ilse is not privy. If someone is disjoint then they are not deepening. If Rachael is activating then Rachael is catalatic. All alterable people are hardcore. All alterable, activating people are catalatic. If Mikhail is disjoint then Mikhail is not catalatic. ... | <extra_id_1>
Alterable(rachael)
Disjoint(mikhail)
Privy(dickey)
not Privy(ilse)
forall x (Disjoint(x) -> not Deepening(x))
Activating(rachael) -> Catalatic(rachael)
forall x (Alterable(x) -> Hardcore(x))
forall x (Alterable(x) and Activating(x) -> Catalatic(x))
Disjoint(mikhail) -> not Catalatic(mikhail)
forall x (Disj... | 1 | False | AttNeg-OWA-D2-1549 |
Dan is showery. Tony is centralist. Abbie is bereaved. Arlena is not bereaved. If someone is centralist then they are not tinny. If Dan is katabatic then Dan is lifeless. All showery people are borated. All showery, katabatic people are lifeless. If Tony is centralist then Tony is not lifeless. All centralist people ar... | <extra_id_1>
Showery(dan)
Centralist(tony)
Bereaved(abbie)
not Bereaved(arlena)
forall x (Centralist(x) -> not Tinny(x))
Katabatic(dan) -> Lifeless(dan)
forall x (Showery(x) -> Borated(x))
forall x (Showery(x) and Katabatic(x) -> Lifeless(x))
Centralist(tony) -> not Lifeless(tony)
forall x (Centralist(x) -> Showery(x))... | 2 | True | AttNeg-OWA-D2-1549 |
Veriee is whopping. Kirk is half. Christen is horrified. Sharie is not horrified. If someone is half then they are not unarguable. If Veriee is tractile then Veriee is scapose. All whopping people are glued. All whopping, tractile people are scapose. If Kirk is half then Kirk is not scapose. All half people are whoppin... | <extra_id_1>
Whopping(veriee)
Half(kirk)
Horrified(christen)
not Horrified(sharie)
forall x (Half(x) -> not Unarguable(x))
Tractile(veriee) -> Scapose(veriee)
forall x (Whopping(x) -> Glued(x))
forall x (Whopping(x) and Tractile(x) -> Scapose(x))
Half(kirk) -> not Scapose(kirk)
forall x (Half(x) -> Whopping(x))
forall ... | 2 | False | AttNeg-OWA-D2-1549 |
Barthel is legless. Marice is reproving. Corrie is frolicsome. Jody is not frolicsome. If someone is reproving then they are not baffled. If Barthel is tartarean then Barthel is hieratical. All legless people are untoothed. All legless, tartarean people are hieratical. If Marice is reproving then Marice is not hieratic... | <extra_id_1>
Legless(barthel)
Reproving(marice)
Frolicsome(corrie)
not Frolicsome(jody)
forall x (Reproving(x) -> not Baffled(x))
Tartarean(barthel) -> Hieratical(barthel)
forall x (Legless(x) -> Untoothed(x))
forall x (Legless(x) and Tartarean(x) -> Hieratical(x))
Reproving(marice) -> not Hieratical(marice)
forall x (... | 1 | Unknown | AttNeg-OWA-D2-1549 |
Myke is vagal. Tiffy is petallike. Merrilee is oxidizable. Alma is not oxidizable. If someone is petallike then they are not rejected. If Myke is disastrous then Myke is resonant. All vagal people are flooded. All vagal, disastrous people are resonant. If Tiffy is petallike then Tiffy is not resonant. All petallike peo... | <extra_id_1>
Vagal(myke)
Petallike(tiffy)
Oxidizable(merrilee)
not Oxidizable(alma)
forall x (Petallike(x) -> not Rejected(x))
Disastrous(myke) -> Resonant(myke)
forall x (Vagal(x) -> Flooded(x))
forall x (Vagal(x) and Disastrous(x) -> Resonant(x))
Petallike(tiffy) -> not Resonant(tiffy)
forall x (Petallike(x) -> Vagal... | 1 | Unknown | AttNeg-OWA-D2-1549 |
Nerissa is fanned. Evanne is planktonic. Willy is amygdaline. Gita is not amygdaline. If someone is planktonic then they are not philistine. If Nerissa is cramped then Nerissa is zoic. All fanned people are woozy. All fanned, cramped people are zoic. If Evanne is planktonic then Evanne is not zoic. All planktonic peopl... | <extra_id_1>
Fanned(nerissa)
Planktonic(evanne)
Amygdaline(willy)
not Amygdaline(gita)
forall x (Planktonic(x) -> not Philistine(x))
Cramped(nerissa) -> Zoic(nerissa)
forall x (Fanned(x) -> Woozy(x))
forall x (Fanned(x) and Cramped(x) -> Zoic(x))
Planktonic(evanne) -> not Zoic(evanne)
forall x (Planktonic(x) -> Fanned(... | 2 | Unknown | AttNeg-OWA-D2-1549 |
Vincent is implike. Darleen is predaceous. Isadore is wedged. Ardis is not wedged. If someone is predaceous then they are not agonistic. If Vincent is unfueled then Vincent is quotidian. All implike people are anapaestic. All implike, unfueled people are quotidian. If Darleen is predaceous then Darleen is not quotidian... | <extra_id_1>
Implike(vincent)
Predaceous(darleen)
Wedged(isadore)
not Wedged(ardis)
forall x (Predaceous(x) -> not Agonistic(x))
Unfueled(vincent) -> Quotidian(vincent)
forall x (Implike(x) -> Anapaestic(x))
forall x (Implike(x) and Unfueled(x) -> Quotidian(x))
Predaceous(darleen) -> not Quotidian(darleen)
forall x (Pr... | 0 | Unknown | AttNeg-OWA-D2-1549 |
Cynthy is lateral. Clotilda is saintly. Delphina is madagascan. Hana is not madagascan. If someone is saintly then they are not randomised. If Cynthy is aslant then Cynthy is chordate. All lateral people are twilit. All lateral, aslant people are chordate. If Clotilda is saintly then Clotilda is not chordate. All saint... | <extra_id_1>
Lateral(cynthy)
Saintly(clotilda)
Madagascan(delphina)
not Madagascan(hana)
forall x (Saintly(x) -> not Randomised(x))
Aslant(cynthy) -> Chordate(cynthy)
forall x (Lateral(x) -> Twilit(x))
forall x (Lateral(x) and Aslant(x) -> Chordate(x))
Saintly(clotilda) -> not Chordate(clotilda)
forall x (Saintly(x) ->... | 0 | Unknown | AttNeg-OWA-D2-1549 |
Mohamad is shorthand. Thedrick is zoological. Ninetta is bindable. Rosalia is not bindable. If someone is zoological then they are not sumerian. If Mohamad is androgenic then Mohamad is eastbound. All shorthand people are hominid. All shorthand, androgenic people are eastbound. If Thedrick is zoological then Thedrick i... | <extra_id_1>
Shorthand(mohamad)
Zoological(thedrick)
Bindable(ninetta)
not Bindable(rosalia)
forall x (Zoological(x) -> not Sumerian(x))
Androgenic(mohamad) -> Eastbound(mohamad)
forall x (Shorthand(x) -> Hominid(x))
forall x (Shorthand(x) and Androgenic(x) -> Eastbound(x))
Zoological(thedrick) -> not Eastbound(thedric... | 0 | Unknown | AttNeg-OWA-D2-1549 |
The solomon is inevitable. The solomon is breakable. The solomon is tactile. All inevitable people are barren. Rough, barren people are bovine. <extra_id_0> The solomon is breakable. | <extra_id_1>
Inevitable(solomon)
Breakable(solomon)
Tactile(solomon)
forall x (Inevitable(x) -> Barren(x))
forall x (Tactile(x) and Barren(x) -> Bovine(x))
<extra_id_2>
Breakable(solomon)
<extra_id_3>
therefore Breakable(solomon)
<extra_id_4>
True | 0 | True | RelNeg-OWA-D2-345 |
The jany is handy. The jany is multistory. The jany is phalangeal. All handy people are endozoan. Rough, endozoan people are eery. <extra_id_0> The jany is not multistory. | <extra_id_1>
Handy(jany)
Multistory(jany)
Phalangeal(jany)
forall x (Handy(x) -> Endozoan(x))
forall x (Phalangeal(x) and Endozoan(x) -> Eery(x))
<extra_id_2>
not Multistory(jany)
<extra_id_3>
therefore Multistory(jany)
<extra_id_4>
False | 0 | False | RelNeg-OWA-D2-345 |
The sybilla is skilful. The sybilla is nomothetic. The sybilla is chivalrous. All skilful people are pixilated. Rough, pixilated people are fussy. <extra_id_0> The sybilla is pixilated. | <extra_id_1>
Skilful(sybilla)
Nomothetic(sybilla)
Chivalrous(sybilla)
forall x (Skilful(x) -> Pixilated(x))
forall x (Chivalrous(x) and Pixilated(x) -> Fussy(x))
<extra_id_2>
Pixilated(sybilla)
<extra_id_3>
Skilful(sybilla) and forall x (Skilful(x) -> Pixilated(x)) -> therefore Pixilated(sybilla)
<extra_id_4>
True | 1 | True | RelNeg-OWA-D2-345 |
The noella is mantic. The noella is unequalled. The noella is vital. All mantic people are mirthless. Rough, mirthless people are meager. <extra_id_0> The noella is not mirthless. | <extra_id_1>
Mantic(noella)
Unequalled(noella)
Vital(noella)
forall x (Mantic(x) -> Mirthless(x))
forall x (Vital(x) and Mirthless(x) -> Meager(x))
<extra_id_2>
not Mirthless(noella)
<extra_id_3>
Mantic(noella) and forall x (Mantic(x) -> Mirthless(x)) -> therefore Mirthless(noella)
<extra_id_4>
False | 1 | False | RelNeg-OWA-D2-345 |
The jenny is eyeless. The jenny is insightful. The jenny is beloved. All eyeless people are fluent. Rough, fluent people are reticulate. <extra_id_0> The jenny is reticulate. | <extra_id_1>
Eyeless(jenny)
Insightful(jenny)
Beloved(jenny)
forall x (Eyeless(x) -> Fluent(x))
forall x (Beloved(x) and Fluent(x) -> Reticulate(x))
<extra_id_2>
Reticulate(jenny)
<extra_id_3>
Eyeless(jenny) and forall x (Eyeless(x) -> Fluent(x)) -> therefore Fluent(jenny) <extra_id_5> Beloved(jenny) and Fluent(jenny) ... | 2 | True | RelNeg-OWA-D2-345 |
The grier is consultive. The grier is ergotropic. The grier is loaded. All consultive people are inst. Rough, inst people are cimmerian. <extra_id_0> The grier is not cimmerian. | <extra_id_1>
Consultive(grier)
Ergotropic(grier)
Loaded(grier)
forall x (Consultive(x) -> Inst(x))
forall x (Loaded(x) and Inst(x) -> Cimmerian(x))
<extra_id_2>
not Cimmerian(grier)
<extra_id_3>
Consultive(grier) and forall x (Consultive(x) -> Inst(x)) -> therefore Inst(grier) <extra_id_5> Loaded(grier) and Inst(grier)... | 2 | False | RelNeg-OWA-D2-345 |
The forrester is biaxate. The forrester is ignited. The forrester is extempore. All biaxate people are numerable. Rough, numerable people are knobby. <extra_id_0> The forrester does not eat the forrester. | <extra_id_1>
Biaxate(forrester)
Ignited(forrester)
Extempore(forrester)
forall x (Biaxate(x) -> Numerable(x))
forall x (Extempore(x) and Numerable(x) -> Knobby(x))
<extra_id_2>
not Eats(forrester, forrester)
<extra_id_3>
not Eats(forrester, forrester) <- [no supporting fact or rule] <extra_id_5> Cannot be determined fr... | 0 | Unknown | RelNeg-OWA-D2-345 |
The leif is beltlike. The leif is vivacious. The leif is clogged. All beltlike people are bifurcated. Rough, bifurcated people are pushy. <extra_id_0> The leif likes the leif. | <extra_id_1>
Beltlike(leif)
Vivacious(leif)
Clogged(leif)
forall x (Beltlike(x) -> Bifurcated(x))
forall x (Clogged(x) and Bifurcated(x) -> Pushy(x))
<extra_id_2>
Likes(leif, leif)
<extra_id_3>
Likes(leif, leif) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Unknown | 0 | Unknown | RelNeg-OWA-D2-345 |
Ehud is docile. Ehud is standpat. Floris is reedy. Floris is not risque. Garth is risque. Lilly is not pitiful. Lilly is reedy. Nice people are thready. Kind people are not docile. If Garth is docile then Garth is standpat. <extra_id_0> Floris is not risque. | <extra_id_1>
Docile(ehud)
Standpat(ehud)
Reedy(floris)
not Risque(floris)
Risque(garth)
not Pitiful(lilly)
Reedy(lilly)
forall x (Reedy(x) -> Thready(x))
forall x (Thready(x) -> not Docile(x))
Docile(garth) -> Standpat(garth)
<extra_id_2>
not Risque(floris)
<extra_id_3>
therefore not Risque(floris)
<extra_id_4>
True | 0 | True | AttNeg-OWA-D2-160 |
Freemon is shinto. Freemon is vietnamese. Angel is honorific. Angel is not autistic. Elane is autistic. Zarla is not teal. Zarla is honorific. Nice people are dirt. Kind people are not shinto. If Elane is shinto then Elane is vietnamese. <extra_id_0> Angel is not honorific. | <extra_id_1>
Shinto(freemon)
Vietnamese(freemon)
Honorific(angel)
not Autistic(angel)
Autistic(elane)
not Teal(zarla)
Honorific(zarla)
forall x (Honorific(x) -> Dirt(x))
forall x (Dirt(x) -> not Shinto(x))
Shinto(elane) -> Vietnamese(elane)
<extra_id_2>
not Honorific(angel)
<extra_id_3>
therefore Honorific(angel)
<extr... | 0 | False | AttNeg-OWA-D2-160 |
Barny is pacific. Barny is spatulate. Corky is advective. Corky is not facile. Gilly is facile. Sylvia is not moot. Sylvia is advective. Nice people are disputable. Kind people are not pacific. If Gilly is pacific then Gilly is spatulate. <extra_id_0> Corky is disputable. | <extra_id_1>
Pacific(barny)
Spatulate(barny)
Advective(corky)
not Facile(corky)
Facile(gilly)
not Moot(sylvia)
Advective(sylvia)
forall x (Advective(x) -> Disputable(x))
forall x (Disputable(x) -> not Pacific(x))
Pacific(gilly) -> Spatulate(gilly)
<extra_id_2>
Disputable(corky)
<extra_id_3>
Advective(corky) and forall ... | 1 | True | AttNeg-OWA-D2-160 |
Collie is heady. Collie is kittenish. Frieda is appareled. Frieda is not arawakan. Sharai is arawakan. Roman is not gingerly. Roman is appareled. Nice people are starchless. Kind people are not heady. If Sharai is heady then Sharai is kittenish. <extra_id_0> Frieda is not starchless. | <extra_id_1>
Heady(collie)
Kittenish(collie)
Appareled(frieda)
not Arawakan(frieda)
Arawakan(sharai)
not Gingerly(roman)
Appareled(roman)
forall x (Appareled(x) -> Starchless(x))
forall x (Starchless(x) -> not Heady(x))
Heady(sharai) -> Kittenish(sharai)
<extra_id_2>
not Starchless(frieda)
<extra_id_3>
Appareled(frieda... | 1 | False | AttNeg-OWA-D2-160 |
Don is unearthly. Don is moldable. Norman is faltering. Norman is not lento. Percival is lento. Willard is not military. Willard is faltering. Nice people are culinary. Kind people are not unearthly. If Percival is unearthly then Percival is moldable. <extra_id_0> Norman is not unearthly. | <extra_id_1>
Unearthly(don)
Moldable(don)
Faltering(norman)
not Lento(norman)
Lento(percival)
not Military(willard)
Faltering(willard)
forall x (Faltering(x) -> Culinary(x))
forall x (Culinary(x) -> not Unearthly(x))
Unearthly(percival) -> Moldable(percival)
<extra_id_2>
not Unearthly(norman)
<extra_id_3>
Faltering(nor... | 2 | True | AttNeg-OWA-D2-160 |
Shay is prognostic. Shay is ebon. Othilie is discontent. Othilie is not bombastic. Fred is bombastic. Sharleen is not pitiable. Sharleen is discontent. Nice people are ironlike. Kind people are not prognostic. If Fred is prognostic then Fred is ebon. <extra_id_0> Othilie is prognostic. | <extra_id_1>
Prognostic(shay)
Ebon(shay)
Discontent(othilie)
not Bombastic(othilie)
Bombastic(fred)
not Pitiable(sharleen)
Discontent(sharleen)
forall x (Discontent(x) -> Ironlike(x))
forall x (Ironlike(x) -> not Prognostic(x))
Prognostic(fred) -> Ebon(fred)
<extra_id_2>
Prognostic(othilie)
<extra_id_3>
Discontent(othi... | 2 | False | AttNeg-OWA-D2-160 |
Siouxie is unsinkable. Siouxie is fulgid. Libbi is glaring. Libbi is not coarctate. Amity is coarctate. Hilbert is not unschooled. Hilbert is glaring. Nice people are breeched. Kind people are not unsinkable. If Amity is unsinkable then Amity is fulgid. <extra_id_0> Siouxie is not breeched. | <extra_id_1>
Unsinkable(siouxie)
Fulgid(siouxie)
Glaring(libbi)
not Coarctate(libbi)
Coarctate(amity)
not Unschooled(hilbert)
Glaring(hilbert)
forall x (Glaring(x) -> Breeched(x))
forall x (Breeched(x) -> not Unsinkable(x))
Unsinkable(amity) -> Fulgid(amity)
<extra_id_2>
not Breeched(siouxie)
<extra_id_3>
forall x (Gla... | 1 | Unknown | AttNeg-OWA-D2-160 |
Alysa is stressful. Alysa is admirable. Joli is rimeless. Joli is not reinforced. Theresina is reinforced. Delia is not copesettic. Delia is rimeless. Nice people are analogous. Kind people are not stressful. If Theresina is stressful then Theresina is admirable. <extra_id_0> Theresina is admirable. | <extra_id_1>
Stressful(alysa)
Admirable(alysa)
Rimeless(joli)
not Reinforced(joli)
Reinforced(theresina)
not Copesettic(delia)
Rimeless(delia)
forall x (Rimeless(x) -> Analogous(x))
forall x (Analogous(x) -> not Stressful(x))
Stressful(theresina) -> Admirable(theresina)
<extra_id_2>
Admirable(theresina)
<extra_id_3>
St... | 1 | Unknown | AttNeg-OWA-D2-160 |
Jordanna is clustered. Jordanna is sacral. Mikel is quaint. Mikel is not nonionized. Anatola is nonionized. Clinten is not wiccan. Clinten is quaint. Nice people are agamic. Kind people are not clustered. If Anatola is clustered then Anatola is sacral. <extra_id_0> Anatola is not agamic. | <extra_id_1>
Clustered(jordanna)
Sacral(jordanna)
Quaint(mikel)
not Nonionized(mikel)
Nonionized(anatola)
not Wiccan(clinten)
Quaint(clinten)
forall x (Quaint(x) -> Agamic(x))
forall x (Agamic(x) -> not Clustered(x))
Clustered(anatola) -> Sacral(anatola)
<extra_id_2>
not Agamic(anatola)
<extra_id_3>
forall x (Quaint(x)... | 1 | Unknown | AttNeg-OWA-D2-160 |
Tarrance is impromptu. Tarrance is shielded. Jed is pizzicato. Jed is not bitter. Shirl is bitter. Trenton is not lacelike. Trenton is pizzicato. Nice people are leaning. Kind people are not impromptu. If Shirl is impromptu then Shirl is shielded. <extra_id_0> Shirl is impromptu. | <extra_id_1>
Impromptu(tarrance)
Shielded(tarrance)
Pizzicato(jed)
not Bitter(jed)
Bitter(shirl)
not Lacelike(trenton)
Pizzicato(trenton)
forall x (Pizzicato(x) -> Leaning(x))
forall x (Leaning(x) -> not Impromptu(x))
Impromptu(shirl) -> Shielded(shirl)
<extra_id_2>
Impromptu(shirl)
<extra_id_3>
Impromptu(shirl) <- [no... | 0 | Unknown | AttNeg-OWA-D2-160 |
Lanni is pawky. Lanni is jolty. Morris is precocious. Morris is not midway. Evangelia is midway. Kassia is not undeserved. Kassia is precocious. Nice people are wobbly. Kind people are not pawky. If Evangelia is pawky then Evangelia is jolty. <extra_id_0> Lanni is not cold. | <extra_id_1>
Pawky(lanni)
Jolty(lanni)
Precocious(morris)
not Midway(morris)
Midway(evangelia)
not Undeserved(kassia)
Precocious(kassia)
forall x (Precocious(x) -> Wobbly(x))
forall x (Wobbly(x) -> not Pawky(x))
Pawky(evangelia) -> Jolty(evangelia)
<extra_id_2>
not Cold(lanni)
<extra_id_3>
not Cold(lanni) <- [no suppor... | 0 | Unknown | AttNeg-OWA-D2-160 |
Jean is semiweekly. Jean is flashy. Valaria is fashioned. Valaria is not usurious. Datha is usurious. Carry is not prolix. Carry is fashioned. Nice people are agronomic. Kind people are not semiweekly. If Datha is semiweekly then Datha is flashy. <extra_id_0> Datha is prolix. | <extra_id_1>
Semiweekly(jean)
Flashy(jean)
Fashioned(valaria)
not Usurious(valaria)
Usurious(datha)
not Prolix(carry)
Fashioned(carry)
forall x (Fashioned(x) -> Agronomic(x))
forall x (Agronomic(x) -> not Semiweekly(x))
Semiweekly(datha) -> Flashy(datha)
<extra_id_2>
Prolix(datha)
<extra_id_3>
Prolix(datha) <- [no supp... | 0 | Unknown | AttNeg-OWA-D2-160 |
Adelaide is pragmatic. Archibald is bilabiate. Agustin is pasted. Kind things are bridal. All pasted, broached things are pragmatic. Rough things are bilabiate. <extra_id_0> Agustin is pasted. | <extra_id_1>
Pragmatic(adelaide)
Bilabiate(archibald)
Pasted(agustin)
forall x (Bilabiate(x) -> Bridal(x))
forall x (Pasted(x) and Broached(x) -> Pragmatic(x))
forall x (Pragmatic(x) -> Bilabiate(x))
<extra_id_2>
Pasted(agustin)
<extra_id_3>
therefore Pasted(agustin)
<extra_id_4>
True | 0 | True | AttNoneg-OWA-D2-838 |
Reyna is algerian. Maurene is extensible. Gardiner is ahead. Kind things are entranced. All ahead, overfond things are algerian. Rough things are extensible. <extra_id_0> Gardiner is not ahead. | <extra_id_1>
Algerian(reyna)
Extensible(maurene)
Ahead(gardiner)
forall x (Extensible(x) -> Entranced(x))
forall x (Ahead(x) and Overfond(x) -> Algerian(x))
forall x (Algerian(x) -> Extensible(x))
<extra_id_2>
not Ahead(gardiner)
<extra_id_3>
therefore Ahead(gardiner)
<extra_id_4>
False | 0 | False | AttNoneg-OWA-D2-838 |
Deena is timorese. Thorn is specious. Tammara is glassed. Kind things are dispensed. All glassed, whispering things are timorese. Rough things are specious. <extra_id_0> Thorn is dispensed. | <extra_id_1>
Timorese(deena)
Specious(thorn)
Glassed(tammara)
forall x (Specious(x) -> Dispensed(x))
forall x (Glassed(x) and Whispering(x) -> Timorese(x))
forall x (Timorese(x) -> Specious(x))
<extra_id_2>
Dispensed(thorn)
<extra_id_3>
Specious(thorn) and forall x (Specious(x) -> Dispensed(x)) -> therefore Dispensed(t... | 1 | True | AttNoneg-OWA-D2-838 |
Bobina is isosmotic. Aurilia is hygienical. Stoddard is lowly. Kind things are veinal. All lowly, extrusive things are isosmotic. Rough things are hygienical. <extra_id_0> Bobina is not hygienical. | <extra_id_1>
Isosmotic(bobina)
Hygienical(aurilia)
Lowly(stoddard)
forall x (Hygienical(x) -> Veinal(x))
forall x (Lowly(x) and Extrusive(x) -> Isosmotic(x))
forall x (Isosmotic(x) -> Hygienical(x))
<extra_id_2>
not Hygienical(bobina)
<extra_id_3>
Isosmotic(bobina) and forall x (Isosmotic(x) -> Hygienical(x)) -> theref... | 1 | False | AttNoneg-OWA-D2-838 |
French is prissy. Averill is peroneal. Leyla is hinder. Kind things are southward. All hinder, reposeful things are prissy. Rough things are peroneal. <extra_id_0> French is southward. | <extra_id_1>
Prissy(french)
Peroneal(averill)
Hinder(leyla)
forall x (Peroneal(x) -> Southward(x))
forall x (Hinder(x) and Reposeful(x) -> Prissy(x))
forall x (Prissy(x) -> Peroneal(x))
<extra_id_2>
Southward(french)
<extra_id_3>
Prissy(french) and forall x (Prissy(x) -> Peroneal(x)) -> therefore Peroneal(french) <extr... | 2 | True | AttNoneg-OWA-D2-838 |
Tuckie is cosmogonic. Justis is acute. Witty is backhanded. Kind things are pneumatic. All backhanded, pudgy things are cosmogonic. Rough things are acute. <extra_id_0> Tuckie is not pneumatic. | <extra_id_1>
Cosmogonic(tuckie)
Acute(justis)
Backhanded(witty)
forall x (Acute(x) -> Pneumatic(x))
forall x (Backhanded(x) and Pudgy(x) -> Cosmogonic(x))
forall x (Cosmogonic(x) -> Acute(x))
<extra_id_2>
not Pneumatic(tuckie)
<extra_id_3>
Cosmogonic(tuckie) and forall x (Cosmogonic(x) -> Acute(x)) -> therefore Acute(t... | 2 | False | AttNoneg-OWA-D2-838 |
Rivi is ecological. Bjorne is stodgy. Danette is embryonal. Kind things are pauline. All embryonal, debauched things are ecological. Rough things are stodgy. <extra_id_0> Bjorne is not ecological. | <extra_id_1>
Ecological(rivi)
Stodgy(bjorne)
Embryonal(danette)
forall x (Stodgy(x) -> Pauline(x))
forall x (Embryonal(x) and Debauched(x) -> Ecological(x))
forall x (Ecological(x) -> Stodgy(x))
<extra_id_2>
not Ecological(bjorne)
<extra_id_3>
forall x (Embryonal(x) and Debauched(x) -> Ecological(x)) <- [no base fact] ... | 1 | Unknown | AttNoneg-OWA-D2-838 |
Katine is celiac. Farica is dormy. Perl is unspaced. Kind things are breeched. All unspaced, nonlexical things are celiac. Rough things are dormy. <extra_id_0> Perl is celiac. | <extra_id_1>
Celiac(katine)
Dormy(farica)
Unspaced(perl)
forall x (Dormy(x) -> Breeched(x))
forall x (Unspaced(x) and Nonlexical(x) -> Celiac(x))
forall x (Celiac(x) -> Dormy(x))
<extra_id_2>
Celiac(perl)
<extra_id_3>
forall x (Unspaced(x) and Nonlexical(x) -> Celiac(x)) <- [no base fact] <extra_id_5> Cannot be determi... | 1 | Unknown | AttNoneg-OWA-D2-838 |
Filia is thracian. Alston is aurous. Lillian is quelled. Kind things are obligated. All quelled, cuspidate things are thracian. Rough things are aurous. <extra_id_0> Lillian is not obligated. | <extra_id_1>
Thracian(filia)
Aurous(alston)
Quelled(lillian)
forall x (Aurous(x) -> Obligated(x))
forall x (Quelled(x) and Cuspidate(x) -> Thracian(x))
forall x (Thracian(x) -> Aurous(x))
<extra_id_2>
not Obligated(lillian)
<extra_id_3>
forall x (Aurous(x) -> Obligated(x)) <- forall x (Thracian(x) -> Aurous(x)) <- fora... | 3 | Unknown | AttNoneg-OWA-D2-838 |
Dyanna is seeing. Ardelle is homologous. Peri is prolix. Kind things are victorian. All prolix, metaphoric things are seeing. Rough things are homologous. <extra_id_0> Dyanna is green. | <extra_id_1>
Seeing(dyanna)
Homologous(ardelle)
Prolix(peri)
forall x (Homologous(x) -> Victorian(x))
forall x (Prolix(x) and Metaphoric(x) -> Seeing(x))
forall x (Seeing(x) -> Homologous(x))
<extra_id_2>
Green(dyanna)
<extra_id_3>
Green(dyanna) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from giv... | 0 | Unknown | AttNoneg-OWA-D2-838 |
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