premises stringlengths 67 1.36k | logic stringlengths 141 1.82k | qdep int64 0 7 | answer stringclasses 3
values | source stringlengths 15 20 |
|---|---|---|---|---|
The wallis islamise the chan. The wallis is unmarred. The wallis dominate the chan. The wallis bulldog the alica. The wallis bulldog the chan. The alica is unmarred. The alica is octangular. The alica is susurrant. The alica dominate the chan. The chan islamise the kathie. The chan bulldog the kathie. The kathie islami... | <extra_id_1>
Islamise(wallis, chan)
Unmarred(wallis)
Dominate(wallis, chan)
Bulldog(wallis, alica)
Bulldog(wallis, chan)
Unmarred(alica)
Octangular(alica)
Susurrant(alica)
Dominate(alica, chan)
Islamise(chan, kathie)
Bulldog(chan, kathie)
Islamise(kathie, chan)
forall x (Islamise(x, chan) -> Islamise(x, alica))
forall ... | 0 | Unknown | RelNoneg-OWA-D2-1926 |
The sarena calliper the mirilla. The sarena is deafened. The sarena flump the mirilla. The sarena parch the latisha. The sarena parch the mirilla. The latisha is deafened. The latisha is cosmetic. The latisha is outre. The latisha flump the mirilla. The mirilla calliper the freeman. The mirilla parch the freeman. The f... | <extra_id_1>
Calliper(sarena, mirilla)
Deafened(sarena)
Flump(sarena, mirilla)
Parch(sarena, latisha)
Parch(sarena, mirilla)
Deafened(latisha)
Cosmetic(latisha)
Outre(latisha)
Flump(latisha, mirilla)
Calliper(mirilla, freeman)
Parch(mirilla, freeman)
Calliper(freeman, mirilla)
forall x (Calliper(x, mirilla) -> Calliper... | 0 | Unknown | RelNoneg-OWA-D2-1926 |
The aleen represent the zacherie. The aleen is flooded. The aleen topicalize the zacherie. The aleen rethink the brewster. The aleen rethink the zacherie. The brewster is flooded. The brewster is guinean. The brewster is greased. The brewster topicalize the zacherie. The zacherie represent the isahella. The zacherie re... | <extra_id_1>
Represent(aleen, zacherie)
Flooded(aleen)
Topicalize(aleen, zacherie)
Rethink(aleen, brewster)
Rethink(aleen, zacherie)
Flooded(brewster)
Guinean(brewster)
Greased(brewster)
Topicalize(brewster, zacherie)
Represent(zacherie, isahella)
Rethink(zacherie, isahella)
Represent(isahella, zacherie)
forall x (Repr... | 0 | Unknown | RelNoneg-OWA-D2-1926 |
The galen asphalt the sidonnie. The galen is fabled. The galen cumber the sidonnie. The galen disdain the dosi. The galen disdain the sidonnie. The dosi is fabled. The dosi is confutable. The dosi is monocarpic. The dosi cumber the sidonnie. The sidonnie asphalt the fonz. The sidonnie disdain the fonz. The fonz asphalt... | <extra_id_1>
Asphalt(galen, sidonnie)
Fabled(galen)
Cumber(galen, sidonnie)
Disdain(galen, dosi)
Disdain(galen, sidonnie)
Fabled(dosi)
Confutable(dosi)
Monocarpic(dosi)
Cumber(dosi, sidonnie)
Asphalt(sidonnie, fonz)
Disdain(sidonnie, fonz)
Asphalt(fonz, sidonnie)
forall x (Asphalt(x, sidonnie) -> Asphalt(x, dosi))
fora... | 0 | Unknown | RelNoneg-OWA-D2-1926 |
Dacey is unsoluble. Ardine is unsoluble. Ardine is delicious. All unsoluble things are lithesome. If something is juxtaposed and unsoluble then it is delicious. Big things are muhammadan. All muhammadan, unsoluble things are polygynous. All lithesome things are muhammadan. If Dacey is lithesome then Dacey is unsoluble.... | <extra_id_1>
Unsoluble(dacey)
Unsoluble(ardine)
Delicious(ardine)
forall x (Unsoluble(x) -> Lithesome(x))
forall x (Juxtaposed(x) and Unsoluble(x) -> Delicious(x))
forall x (Obvious(x) -> Muhammadan(x))
forall x (Muhammadan(x) and Unsoluble(x) -> Polygynous(x))
forall x (Lithesome(x) -> Muhammadan(x))
Lithesome(dacey) ... | 0 | True | AttNoneg-OWA-D2-362 |
Ulises is cautious. Sandro is cautious. Sandro is grapy. All cautious things are nurtural. If something is wavy and cautious then it is grapy. Big things are seamless. All seamless, cautious things are panoptic. All nurtural things are seamless. If Ulises is nurtural then Ulises is cautious. White things are cautious. ... | <extra_id_1>
Cautious(ulises)
Cautious(sandro)
Grapy(sandro)
forall x (Cautious(x) -> Nurtural(x))
forall x (Wavy(x) and Cautious(x) -> Grapy(x))
forall x (Basinal(x) -> Seamless(x))
forall x (Seamless(x) and Cautious(x) -> Panoptic(x))
forall x (Nurtural(x) -> Seamless(x))
Nurtural(ulises) -> Cautious(ulises)
forall x... | 0 | False | AttNoneg-OWA-D2-362 |
Kevan is abasic. Shandee is abasic. Shandee is digital. All abasic things are devilish. If something is unseen and abasic then it is digital. Big things are algid. All algid, abasic things are productive. All devilish things are algid. If Kevan is devilish then Kevan is abasic. White things are abasic. If something is ... | <extra_id_1>
Abasic(kevan)
Abasic(shandee)
Digital(shandee)
forall x (Abasic(x) -> Devilish(x))
forall x (Unseen(x) and Abasic(x) -> Digital(x))
forall x (Reechoing(x) -> Algid(x))
forall x (Algid(x) and Abasic(x) -> Productive(x))
forall x (Devilish(x) -> Algid(x))
Devilish(kevan) -> Abasic(kevan)
forall x (Productive... | 1 | True | AttNoneg-OWA-D2-362 |
Husain is bespoke. Larisa is bespoke. Larisa is bizarre. All bespoke things are doubled. If something is codified and bespoke then it is bizarre. Big things are anecdotic. All anecdotic, bespoke things are wary. All doubled things are anecdotic. If Husain is doubled then Husain is bespoke. White things are bespoke. If ... | <extra_id_1>
Bespoke(husain)
Bespoke(larisa)
Bizarre(larisa)
forall x (Bespoke(x) -> Doubled(x))
forall x (Codified(x) and Bespoke(x) -> Bizarre(x))
forall x (Costly(x) -> Anecdotic(x))
forall x (Anecdotic(x) and Bespoke(x) -> Wary(x))
forall x (Doubled(x) -> Anecdotic(x))
Doubled(husain) -> Bespoke(husain)
forall x (W... | 1 | False | AttNoneg-OWA-D2-362 |
Raphael is same. Reeba is same. Reeba is antiseptic. All same things are inexact. If something is botched and same then it is antiseptic. Big things are touched. All touched, same things are caudal. All inexact things are touched. If Raphael is inexact then Raphael is same. White things are same. If something is botche... | <extra_id_1>
Same(raphael)
Same(reeba)
Antiseptic(reeba)
forall x (Same(x) -> Inexact(x))
forall x (Botched(x) and Same(x) -> Antiseptic(x))
forall x (Swinish(x) -> Touched(x))
forall x (Touched(x) and Same(x) -> Caudal(x))
forall x (Inexact(x) -> Touched(x))
Inexact(raphael) -> Same(raphael)
forall x (Caudal(x) -> Sam... | 2 | True | AttNoneg-OWA-D2-362 |
Gil is seasoned. Spike is seasoned. Spike is true. All seasoned things are amethyst. If something is coarctate and seasoned then it is true. Big things are spermous. All spermous, seasoned things are unmarked. All amethyst things are spermous. If Gil is amethyst then Gil is seasoned. White things are seasoned. If somet... | <extra_id_1>
Seasoned(gil)
Seasoned(spike)
True(spike)
forall x (Seasoned(x) -> Amethyst(x))
forall x (Coarctate(x) and Seasoned(x) -> True(x))
forall x (Uncounted(x) -> Spermous(x))
forall x (Spermous(x) and Seasoned(x) -> Unmarked(x))
forall x (Amethyst(x) -> Spermous(x))
Amethyst(gil) -> Seasoned(gil)
forall x (Unma... | 2 | False | AttNoneg-OWA-D2-362 |
Boyce is jolting. Ephrem is jolting. Ephrem is welcome. All jolting things are fledgling. If something is cupular and jolting then it is welcome. Big things are sandalled. All sandalled, jolting things are pellucid. All fledgling things are sandalled. If Boyce is fledgling then Boyce is jolting. White things are joltin... | <extra_id_1>
Jolting(boyce)
Jolting(ephrem)
Welcome(ephrem)
forall x (Jolting(x) -> Fledgling(x))
forall x (Cupular(x) and Jolting(x) -> Welcome(x))
forall x (Permissive(x) -> Sandalled(x))
forall x (Sandalled(x) and Jolting(x) -> Pellucid(x))
forall x (Fledgling(x) -> Sandalled(x))
Fledgling(boyce) -> Jolting(boyce)
f... | 1 | Unknown | AttNoneg-OWA-D2-362 |
Norine is minimalist. Dru is minimalist. Dru is muscovite. All minimalist things are picky. If something is unicameral and minimalist then it is muscovite. Big things are wrecked. All wrecked, minimalist things are apogamic. All picky things are wrecked. If Norine is picky then Norine is minimalist. White things are mi... | <extra_id_1>
Minimalist(norine)
Minimalist(dru)
Muscovite(dru)
forall x (Minimalist(x) -> Picky(x))
forall x (Unicameral(x) and Minimalist(x) -> Muscovite(x))
forall x (Climatic(x) -> Wrecked(x))
forall x (Wrecked(x) and Minimalist(x) -> Apogamic(x))
forall x (Picky(x) -> Wrecked(x))
Picky(norine) -> Minimalist(norine)... | 1 | Unknown | AttNoneg-OWA-D2-362 |
Tilda is laboring. Barnaby is laboring. Barnaby is eudaemonic. All laboring things are amateur. If something is metatarsal and laboring then it is eudaemonic. Big things are spellbound. All spellbound, laboring things are streaming. All amateur things are spellbound. If Tilda is amateur then Tilda is laboring. White th... | <extra_id_1>
Laboring(tilda)
Laboring(barnaby)
Eudaemonic(barnaby)
forall x (Laboring(x) -> Amateur(x))
forall x (Metatarsal(x) and Laboring(x) -> Eudaemonic(x))
forall x (Unmedical(x) -> Spellbound(x))
forall x (Spellbound(x) and Laboring(x) -> Streaming(x))
forall x (Amateur(x) -> Spellbound(x))
Amateur(tilda) -> Lab... | 1 | Unknown | AttNoneg-OWA-D2-362 |
Brent is raped. Agnesse is raped. Agnesse is maxi. All raped things are corporal. If something is must and raped then it is maxi. Big things are resentful. All resentful, raped things are metrical. All corporal things are resentful. If Brent is corporal then Brent is raped. White things are raped. If something is must ... | <extra_id_1>
Raped(brent)
Raped(agnesse)
Maxi(agnesse)
forall x (Raped(x) -> Corporal(x))
forall x (Must(x) and Raped(x) -> Maxi(x))
forall x (Tinny(x) -> Resentful(x))
forall x (Resentful(x) and Raped(x) -> Metrical(x))
forall x (Corporal(x) -> Resentful(x))
Corporal(brent) -> Raped(brent)
forall x (Metrical(x) -> Rap... | 0 | Unknown | AttNoneg-OWA-D2-362 |
The laina is buttery. The laina is actuarial. The laina is abundant. Nice people are doctoral. Cold people are not lithuanian. All lithuanian people are actuarial. If someone is lithuanian and not doctoral then they are buttery. Nice, doctoral people are buttery. If someone is actuarial and not doctoral then they are a... | <extra_id_1>
Buttery(laina)
Actuarial(laina)
Abundant(laina)
forall x (Actuarial(x) -> Doctoral(x))
forall x (Doctoral(x) -> not Lithuanian(x))
forall x (Lithuanian(x) -> Actuarial(x))
forall x (Lithuanian(x) and not Doctoral(x) -> Buttery(x))
forall x (Actuarial(x) and Doctoral(x) -> Buttery(x))
forall x (Actuarial(x)... | 0 | True | RelNeg-OWA-D2-183 |
The kiele is ruffled. The kiele is just. The kiele is racking. Nice people are exterior. Cold people are not wondrous. All wondrous people are just. If someone is wondrous and not exterior then they are ruffled. Nice, exterior people are ruffled. If someone is just and not exterior then they are racking. If someone is ... | <extra_id_1>
Ruffled(kiele)
Just(kiele)
Racking(kiele)
forall x (Just(x) -> Exterior(x))
forall x (Exterior(x) -> not Wondrous(x))
forall x (Wondrous(x) -> Just(x))
forall x (Wondrous(x) and not Exterior(x) -> Ruffled(x))
forall x (Just(x) and Exterior(x) -> Ruffled(x))
forall x (Just(x) and not Exterior(x) -> Racking(... | 0 | False | RelNeg-OWA-D2-183 |
The prince is squinched. The prince is pyloric. The prince is ravishing. Nice people are dreaded. Cold people are not impolite. All impolite people are pyloric. If someone is impolite and not dreaded then they are squinched. Nice, dreaded people are squinched. If someone is pyloric and not dreaded then they are ravishi... | <extra_id_1>
Squinched(prince)
Pyloric(prince)
Ravishing(prince)
forall x (Pyloric(x) -> Dreaded(x))
forall x (Dreaded(x) -> not Impolite(x))
forall x (Impolite(x) -> Pyloric(x))
forall x (Impolite(x) and not Dreaded(x) -> Squinched(x))
forall x (Pyloric(x) and Dreaded(x) -> Squinched(x))
forall x (Pyloric(x) and not D... | 1 | True | RelNeg-OWA-D2-183 |
The celina is cloying. The celina is sonsie. The celina is dowerless. Nice people are metallic. Cold people are not wicked. All wicked people are sonsie. If someone is wicked and not metallic then they are cloying. Nice, metallic people are cloying. If someone is sonsie and not metallic then they are dowerless. If some... | <extra_id_1>
Cloying(celina)
Sonsie(celina)
Dowerless(celina)
forall x (Sonsie(x) -> Metallic(x))
forall x (Metallic(x) -> not Wicked(x))
forall x (Wicked(x) -> Sonsie(x))
forall x (Wicked(x) and not Metallic(x) -> Cloying(x))
forall x (Sonsie(x) and Metallic(x) -> Cloying(x))
forall x (Sonsie(x) and not Metallic(x) ->... | 1 | False | RelNeg-OWA-D2-183 |
The manish is anicteric. The manish is unthawed. The manish is untraveled. Nice people are quelled. Cold people are not unmerited. All unmerited people are unthawed. If someone is unmerited and not quelled then they are anicteric. Nice, quelled people are anicteric. If someone is unthawed and not quelled then they are ... | <extra_id_1>
Anicteric(manish)
Unthawed(manish)
Untraveled(manish)
forall x (Unthawed(x) -> Quelled(x))
forall x (Quelled(x) -> not Unmerited(x))
forall x (Unmerited(x) -> Unthawed(x))
forall x (Unmerited(x) and not Quelled(x) -> Anicteric(x))
forall x (Unthawed(x) and Quelled(x) -> Anicteric(x))
forall x (Unthawed(x) ... | 2 | True | RelNeg-OWA-D2-183 |
The leonore is untended. The leonore is pasteurian. The leonore is embonpoint. Nice people are diachronic. Cold people are not revelatory. All revelatory people are pasteurian. If someone is revelatory and not diachronic then they are untended. Nice, diachronic people are untended. If someone is pasteurian and not diac... | <extra_id_1>
Untended(leonore)
Pasteurian(leonore)
Embonpoint(leonore)
forall x (Pasteurian(x) -> Diachronic(x))
forall x (Diachronic(x) -> not Revelatory(x))
forall x (Revelatory(x) -> Pasteurian(x))
forall x (Revelatory(x) and not Diachronic(x) -> Untended(x))
forall x (Pasteurian(x) and Diachronic(x) -> Untended(x))... | 2 | False | RelNeg-OWA-D2-183 |
The alain is pointless. The alain is unportable. The alain is lxxi. Nice people are savorless. Cold people are not subocean. All subocean people are unportable. If someone is subocean and not savorless then they are pointless. Nice, savorless people are pointless. If someone is unportable and not savorless then they ar... | <extra_id_1>
Pointless(alain)
Unportable(alain)
Lxxi(alain)
forall x (Unportable(x) -> Savorless(x))
forall x (Savorless(x) -> not Subocean(x))
forall x (Subocean(x) -> Unportable(x))
forall x (Subocean(x) and not Savorless(x) -> Pointless(x))
forall x (Unportable(x) and Savorless(x) -> Pointless(x))
forall x (Unportab... | 0 | Unknown | RelNeg-OWA-D2-183 |
The franklin is calycine. The franklin is epicene. The franklin is volar. Nice people are circinate. Cold people are not carpal. All carpal people are epicene. If someone is carpal and not circinate then they are calycine. Nice, circinate people are calycine. If someone is epicene and not circinate then they are volar.... | <extra_id_1>
Calycine(franklin)
Epicene(franklin)
Volar(franklin)
forall x (Epicene(x) -> Circinate(x))
forall x (Circinate(x) -> not Carpal(x))
forall x (Carpal(x) -> Epicene(x))
forall x (Carpal(x) and not Circinate(x) -> Calycine(x))
forall x (Epicene(x) and Circinate(x) -> Calycine(x))
forall x (Epicene(x) and not ... | 0 | Unknown | RelNeg-OWA-D2-183 |
The muriel permute the tracy. The muriel is clad. The muriel is not gymnastic. The muriel desalinise the srinivas. The srinivas permute the tracy. The srinivas permute the camille. The srinivas overreact the muriel. The srinivas overreact the camille. The srinivas is clad. The tracy overreact the muriel. The tracy over... | <extra_id_1>
Permute(muriel, tracy)
Clad(muriel)
not Gymnastic(muriel)
Desalinise(muriel, srinivas)
Permute(srinivas, tracy)
Permute(srinivas, camille)
Overreact(srinivas, muriel)
Overreact(srinivas, camille)
Clad(srinivas)
Overreact(tracy, muriel)
Overreact(tracy, srinivas)
Overreact(tracy, camille)
Desalinise(tracy, ... | 0 | True | RelNeg-OWA-D2-1629 |
The devonne stupefy the eliott. The devonne is vinaceous. The devonne is not bondable. The devonne swap the gustavus. The gustavus stupefy the eliott. The gustavus stupefy the katya. The gustavus dumbfound the devonne. The gustavus dumbfound the katya. The gustavus is vinaceous. The eliott dumbfound the devonne. The el... | <extra_id_1>
Stupefy(devonne, eliott)
Vinaceous(devonne)
not Bondable(devonne)
Swap(devonne, gustavus)
Stupefy(gustavus, eliott)
Stupefy(gustavus, katya)
Dumbfound(gustavus, devonne)
Dumbfound(gustavus, katya)
Vinaceous(gustavus)
Dumbfound(eliott, devonne)
Dumbfound(eliott, gustavus)
Dumbfound(eliott, katya)
Swap(eliot... | 0 | False | RelNeg-OWA-D2-1629 |
The orville patch the garvin. The orville is just. The orville is not cathartic. The orville pound the meade. The meade patch the garvin. The meade patch the nona. The meade entwine the orville. The meade entwine the nona. The meade is just. The garvin entwine the orville. The garvin entwine the meade. The garvin entwi... | <extra_id_1>
Patch(orville, garvin)
Just(orville)
not Cathartic(orville)
Pound(orville, meade)
Patch(meade, garvin)
Patch(meade, nona)
Entwine(meade, orville)
Entwine(meade, nona)
Just(meade)
Entwine(garvin, orville)
Entwine(garvin, meade)
Entwine(garvin, nona)
Pound(garvin, meade)
Entwine(nona, garvin)
not Cathartic(n... | 1 | True | RelNeg-OWA-D2-1629 |
The eolande satellite the berta. The eolande is methodical. The eolande is not anonymous. The eolande vouchsafe the miguel. The miguel satellite the berta. The miguel satellite the marcio. The miguel overhang the eolande. The miguel overhang the marcio. The miguel is methodical. The berta overhang the eolande. The bert... | <extra_id_1>
Satellite(eolande, berta)
Methodical(eolande)
not Anonymous(eolande)
Vouchsafe(eolande, miguel)
Satellite(miguel, berta)
Satellite(miguel, marcio)
Overhang(miguel, eolande)
Overhang(miguel, marcio)
Methodical(miguel)
Overhang(berta, eolande)
Overhang(berta, miguel)
Overhang(berta, marcio)
Vouchsafe(berta, ... | 1 | False | RelNeg-OWA-D2-1629 |
The zorana parley the milt. The zorana is bogartian. The zorana is not turbaned. The zorana manure the monty. The monty parley the milt. The monty parley the clarita. The monty lighten the zorana. The monty lighten the clarita. The monty is bogartian. The milt lighten the zorana. The milt lighten the monty. The milt li... | <extra_id_1>
Parley(zorana, milt)
Bogartian(zorana)
not Turbaned(zorana)
Manure(zorana, monty)
Parley(monty, milt)
Parley(monty, clarita)
Lighten(monty, zorana)
Lighten(monty, clarita)
Bogartian(monty)
Lighten(milt, zorana)
Lighten(milt, monty)
Lighten(milt, clarita)
Manure(milt, monty)
Lighten(clarita, milt)
not Turba... | 2 | True | RelNeg-OWA-D2-1629 |
The tremain equip the shayne. The tremain is allegro. The tremain is not deictic. The tremain estrange the zia. The zia equip the shayne. The zia equip the meaghan. The zia jellify the tremain. The zia jellify the meaghan. The zia is allegro. The shayne jellify the tremain. The shayne jellify the zia. The shayne jellif... | <extra_id_1>
Equip(tremain, shayne)
Allegro(tremain)
not Deictic(tremain)
Estrange(tremain, zia)
Equip(zia, shayne)
Equip(zia, meaghan)
Jellify(zia, tremain)
Jellify(zia, meaghan)
Allegro(zia)
Jellify(shayne, tremain)
Jellify(shayne, zia)
Jellify(shayne, meaghan)
Estrange(shayne, zia)
Jellify(meaghan, shayne)
not Deict... | 2 | False | RelNeg-OWA-D2-1629 |
The melba pique the anatole. The melba is damask. The melba is not unsung. The melba supplicate the andra. The andra pique the anatole. The andra pique the sibbie. The andra perjure the melba. The andra perjure the sibbie. The andra is damask. The anatole perjure the melba. The anatole perjure the andra. The anatole pe... | <extra_id_1>
Pique(melba, anatole)
Damask(melba)
not Unsung(melba)
Supplicate(melba, andra)
Pique(andra, anatole)
Pique(andra, sibbie)
Perjure(andra, melba)
Perjure(andra, sibbie)
Damask(andra)
Perjure(anatole, melba)
Perjure(anatole, andra)
Perjure(anatole, sibbie)
Supplicate(anatole, andra)
Perjure(sibbie, anatole)
n... | 1 | Unknown | RelNeg-OWA-D2-1629 |
The aubert combust the pincus. The aubert is phonic. The aubert is not ripened. The aubert channel the doe. The doe combust the pincus. The doe combust the marybeth. The doe feign the aubert. The doe feign the marybeth. The doe is phonic. The pincus feign the aubert. The pincus feign the doe. The pincus feign the maryb... | <extra_id_1>
Combust(aubert, pincus)
Phonic(aubert)
not Ripened(aubert)
Channel(aubert, doe)
Combust(doe, pincus)
Combust(doe, marybeth)
Feign(doe, aubert)
Feign(doe, marybeth)
Phonic(doe)
Feign(pincus, aubert)
Feign(pincus, doe)
Feign(pincus, marybeth)
Channel(pincus, doe)
Feign(marybeth, pincus)
not Ripened(marybeth)... | 0 | Unknown | RelNeg-OWA-D2-1629 |
The holly shoo the cacilie. The holly is unreported. The holly is not fecal. The holly tremor the emmery. The emmery shoo the cacilie. The emmery shoo the cordelie. The emmery fluoridate the holly. The emmery fluoridate the cordelie. The emmery is unreported. The cacilie fluoridate the holly. The cacilie fluoridate the... | <extra_id_1>
Shoo(holly, cacilie)
Unreported(holly)
not Fecal(holly)
Tremor(holly, emmery)
Shoo(emmery, cacilie)
Shoo(emmery, cordelie)
Fluoridate(emmery, holly)
Fluoridate(emmery, cordelie)
Unreported(emmery)
Fluoridate(cacilie, holly)
Fluoridate(cacilie, emmery)
Fluoridate(cacilie, cordelie)
Tremor(cacilie, emmery)
F... | 0 | Unknown | RelNeg-OWA-D2-1629 |
The wadsworth archaise the reba. The wadsworth is unipolar. The wadsworth is not understood. The wadsworth blacklead the dollie. The dollie archaise the reba. The dollie archaise the wrennie. The dollie emulate the wadsworth. The dollie emulate the wrennie. The dollie is unipolar. The reba emulate the wadsworth. The re... | <extra_id_1>
Archaise(wadsworth, reba)
Unipolar(wadsworth)
not Understood(wadsworth)
Blacklead(wadsworth, dollie)
Archaise(dollie, reba)
Archaise(dollie, wrennie)
Emulate(dollie, wadsworth)
Emulate(dollie, wrennie)
Unipolar(dollie)
Emulate(reba, wadsworth)
Emulate(reba, dollie)
Emulate(reba, wrennie)
Blacklead(reba, do... | 0 | Unknown | RelNeg-OWA-D2-1629 |
The claudetta unseat the adolph. The claudetta is chylous. The claudetta is not deciding. The claudetta untie the thornie. The thornie unseat the adolph. The thornie unseat the leeann. The thornie unbrace the claudetta. The thornie unbrace the leeann. The thornie is chylous. The adolph unbrace the claudetta. The adolph... | <extra_id_1>
Unseat(claudetta, adolph)
Chylous(claudetta)
not Deciding(claudetta)
Untie(claudetta, thornie)
Unseat(thornie, adolph)
Unseat(thornie, leeann)
Unbrace(thornie, claudetta)
Unbrace(thornie, leeann)
Chylous(thornie)
Unbrace(adolph, claudetta)
Unbrace(adolph, thornie)
Unbrace(adolph, leeann)
Untie(adolph, thor... | 0 | Unknown | RelNeg-OWA-D2-1629 |
The fanchon bike the simon. The fanchon is taxable. The fanchon is not hasidic. The fanchon ditch the felecia. The felecia bike the simon. The felecia bike the geeta. The felecia acidulate the fanchon. The felecia acidulate the geeta. The felecia is taxable. The simon acidulate the fanchon. The simon acidulate the fele... | <extra_id_1>
Bike(fanchon, simon)
Taxable(fanchon)
not Hasidic(fanchon)
Ditch(fanchon, felecia)
Bike(felecia, simon)
Bike(felecia, geeta)
Acidulate(felecia, fanchon)
Acidulate(felecia, geeta)
Taxable(felecia)
Acidulate(simon, fanchon)
Acidulate(simon, felecia)
Acidulate(simon, geeta)
Ditch(simon, felecia)
Acidulate(gee... | 0 | Unknown | RelNeg-OWA-D2-1629 |
Verena is katabolic. Verena is wriggly. Chris is timeless. If Chris is chirpy then Chris is wriggly. If something is dressy then it is katabolic. All dressy, rowdy things are chirpy. If Verena is wriggly and Verena is timeless then Verena is rowdy. If something is rowdy and timeless then it is ruminant. All timeless th... | <extra_id_1>
Katabolic(verena)
Wriggly(verena)
Timeless(chris)
Chirpy(chris) -> Wriggly(chris)
forall x (Dressy(x) -> Katabolic(x))
forall x (Dressy(x) and Rowdy(x) -> Chirpy(x))
Wriggly(verena) and Timeless(verena) -> Rowdy(verena)
forall x (Rowdy(x) and Timeless(x) -> Ruminant(x))
forall x (Timeless(x) -> Katabolic(x... | 0 | True | AttNoneg-OWA-D2-1664 |
Guenna is impulsive. Guenna is cloudlike. Nikoletta is contrived. If Nikoletta is feverish then Nikoletta is cloudlike. If something is qatari then it is impulsive. All qatari, kittenish things are feverish. If Guenna is cloudlike and Guenna is contrived then Guenna is kittenish. If something is kittenish and contrived... | <extra_id_1>
Impulsive(guenna)
Cloudlike(guenna)
Contrived(nikoletta)
Feverish(nikoletta) -> Cloudlike(nikoletta)
forall x (Qatari(x) -> Impulsive(x))
forall x (Qatari(x) and Kittenish(x) -> Feverish(x))
Cloudlike(guenna) and Contrived(guenna) -> Kittenish(guenna)
forall x (Kittenish(x) and Contrived(x) -> Mousey(x))
f... | 0 | False | AttNoneg-OWA-D2-1664 |
Briny is straw. Briny is afoot. Mike is aggravated. If Mike is riotous then Mike is afoot. If something is biotypic then it is straw. All biotypic, executive things are riotous. If Briny is afoot and Briny is aggravated then Briny is executive. If something is executive and aggravated then it is avoidable. All aggravat... | <extra_id_1>
Straw(briny)
Afoot(briny)
Aggravated(mike)
Riotous(mike) -> Afoot(mike)
forall x (Biotypic(x) -> Straw(x))
forall x (Biotypic(x) and Executive(x) -> Riotous(x))
Afoot(briny) and Aggravated(briny) -> Executive(briny)
forall x (Executive(x) and Aggravated(x) -> Avoidable(x))
forall x (Aggravated(x) -> Straw(... | 1 | True | AttNoneg-OWA-D2-1664 |
Noni is knackered. Noni is much. Luna is oppressive. If Luna is tangerine then Luna is much. If something is unwitting then it is knackered. All unwitting, ninefold things are tangerine. If Noni is much and Noni is oppressive then Noni is ninefold. If something is ninefold and oppressive then it is wayfaring. All oppre... | <extra_id_1>
Knackered(noni)
Much(noni)
Oppressive(luna)
Tangerine(luna) -> Much(luna)
forall x (Unwitting(x) -> Knackered(x))
forall x (Unwitting(x) and Ninefold(x) -> Tangerine(x))
Much(noni) and Oppressive(noni) -> Ninefold(noni)
forall x (Ninefold(x) and Oppressive(x) -> Wayfaring(x))
forall x (Oppressive(x) -> Kna... | 1 | False | AttNoneg-OWA-D2-1664 |
Kirstie is cypriote. Kirstie is alkahestic. Townsend is extinct. If Townsend is iodised then Townsend is alkahestic. If something is jaded then it is cypriote. All jaded, lipophilic things are iodised. If Kirstie is alkahestic and Kirstie is extinct then Kirstie is lipophilic. If something is lipophilic and extinct the... | <extra_id_1>
Cypriote(kirstie)
Alkahestic(kirstie)
Extinct(townsend)
Iodised(townsend) -> Alkahestic(townsend)
forall x (Jaded(x) -> Cypriote(x))
forall x (Jaded(x) and Lipophilic(x) -> Iodised(x))
Alkahestic(kirstie) and Extinct(kirstie) -> Lipophilic(kirstie)
forall x (Lipophilic(x) and Extinct(x) -> Invitatory(x))
f... | 2 | True | AttNoneg-OWA-D2-1664 |
Jordon is untouched. Jordon is attenuated. Hank is capsular. If Hank is conserved then Hank is attenuated. If something is glomerular then it is untouched. All glomerular, caller things are conserved. If Jordon is attenuated and Jordon is capsular then Jordon is caller. If something is caller and capsular then it is ev... | <extra_id_1>
Untouched(jordon)
Attenuated(jordon)
Capsular(hank)
Conserved(hank) -> Attenuated(hank)
forall x (Glomerular(x) -> Untouched(x))
forall x (Glomerular(x) and Caller(x) -> Conserved(x))
Attenuated(jordon) and Capsular(jordon) -> Caller(jordon)
forall x (Caller(x) and Capsular(x) -> Everyday(x))
forall x (Cap... | 2 | False | AttNoneg-OWA-D2-1664 |
Gilligan is petty. Gilligan is scenic. Blakeley is subsidised. If Blakeley is bust then Blakeley is scenic. If something is jealous then it is petty. All jealous, fugal things are bust. If Gilligan is scenic and Gilligan is subsidised then Gilligan is fugal. If something is fugal and subsidised then it is inverse. All ... | <extra_id_1>
Petty(gilligan)
Scenic(gilligan)
Subsidised(blakeley)
Bust(blakeley) -> Scenic(blakeley)
forall x (Jealous(x) -> Petty(x))
forall x (Jealous(x) and Fugal(x) -> Bust(x))
Scenic(gilligan) and Subsidised(gilligan) -> Fugal(gilligan)
forall x (Fugal(x) and Subsidised(x) -> Inverse(x))
forall x (Subsidised(x) -... | 1 | Unknown | AttNoneg-OWA-D2-1664 |
Celle is vernal. Celle is ventilated. Stella is bicuspid. If Stella is lxiii then Stella is ventilated. If something is subsurface then it is vernal. All subsurface, sentient things are lxiii. If Celle is ventilated and Celle is bicuspid then Celle is sentient. If something is sentient and bicuspid then it is featured.... | <extra_id_1>
Vernal(celle)
Ventilated(celle)
Bicuspid(stella)
Lxiii(stella) -> Ventilated(stella)
forall x (Subsurface(x) -> Vernal(x))
forall x (Subsurface(x) and Sentient(x) -> Lxiii(x))
Ventilated(celle) and Bicuspid(celle) -> Sentient(celle)
forall x (Sentient(x) and Bicuspid(x) -> Featured(x))
forall x (Bicuspid(x... | 2 | Unknown | AttNoneg-OWA-D2-1664 |
Lay is actinal. Lay is akimbo. Ottilie is unable. If Ottilie is dumbstruck then Ottilie is akimbo. If something is familiar then it is actinal. All familiar, harmonised things are dumbstruck. If Lay is akimbo and Lay is unable then Lay is harmonised. If something is harmonised and unable then it is homosexual. All unab... | <extra_id_1>
Actinal(lay)
Akimbo(lay)
Unable(ottilie)
Dumbstruck(ottilie) -> Akimbo(ottilie)
forall x (Familiar(x) -> Actinal(x))
forall x (Familiar(x) and Harmonised(x) -> Dumbstruck(x))
Akimbo(lay) and Unable(lay) -> Harmonised(lay)
forall x (Harmonised(x) and Unable(x) -> Homosexual(x))
forall x (Unable(x) -> Actina... | 1 | Unknown | AttNoneg-OWA-D2-1664 |
Zenia is stalinist. Zenia is bionic. Andree is goddam. If Andree is eerie then Andree is bionic. If something is unbending then it is stalinist. All unbending, flimsy things are eerie. If Zenia is bionic and Zenia is goddam then Zenia is flimsy. If something is flimsy and goddam then it is bilabiate. All goddam things ... | <extra_id_1>
Stalinist(zenia)
Bionic(zenia)
Goddam(andree)
Eerie(andree) -> Bionic(andree)
forall x (Unbending(x) -> Stalinist(x))
forall x (Unbending(x) and Flimsy(x) -> Eerie(x))
Bionic(zenia) and Goddam(zenia) -> Flimsy(zenia)
forall x (Flimsy(x) and Goddam(x) -> Bilabiate(x))
forall x (Goddam(x) -> Stalinist(x))
fo... | 0 | Unknown | AttNoneg-OWA-D2-1664 |
Ingram is genic. Ingram is geologic. Leora is honorable. If Leora is pedigreed then Leora is geologic. If something is togged then it is genic. All togged, tiled things are pedigreed. If Ingram is geologic and Ingram is honorable then Ingram is tiled. If something is tiled and honorable then it is little. All honorable... | <extra_id_1>
Genic(ingram)
Geologic(ingram)
Honorable(leora)
Pedigreed(leora) -> Geologic(leora)
forall x (Togged(x) -> Genic(x))
forall x (Togged(x) and Tiled(x) -> Pedigreed(x))
Geologic(ingram) and Honorable(ingram) -> Tiled(ingram)
forall x (Tiled(x) and Honorable(x) -> Little(x))
forall x (Honorable(x) -> Genic(x)... | 0 | Unknown | AttNoneg-OWA-D2-1664 |
Pembroke is envious. Pembroke is spermatic. Fatima is scalene. If Fatima is degrading then Fatima is spermatic. If something is sewed then it is envious. All sewed, colorless things are degrading. If Pembroke is spermatic and Pembroke is scalene then Pembroke is colorless. If something is colorless and scalene then it ... | <extra_id_1>
Envious(pembroke)
Spermatic(pembroke)
Scalene(fatima)
Degrading(fatima) -> Spermatic(fatima)
forall x (Sewed(x) -> Envious(x))
forall x (Sewed(x) and Colorless(x) -> Degrading(x))
Spermatic(pembroke) and Scalene(pembroke) -> Colorless(pembroke)
forall x (Colorless(x) and Scalene(x) -> Productive(x))
forall... | 0 | Unknown | AttNoneg-OWA-D2-1664 |
The feodora encode the garvin. The feodora is opencut. The feodora is djiboutian. The feodora is starry. The feodora is correlate. The feodora abolish the garvin. The feodora enervate the garvin. The garvin encode the feodora. The garvin is starry. The garvin is correlate. The garvin abolish the feodora. The garvin ene... | <extra_id_1>
Encode(feodora, garvin)
Opencut(feodora)
Djiboutian(feodora)
Starry(feodora)
Correlate(feodora)
Abolish(feodora, garvin)
Enervate(feodora, garvin)
Encode(garvin, feodora)
Starry(garvin)
Correlate(garvin)
Abolish(garvin, feodora)
Enervate(garvin, feodora)
forall x (Encode(x, feodora) -> Encode(feodora, garv... | 0 | True | RelNoneg-OWA-D2-1992 |
The margi stifle the mauritz. The margi is most. The margi is bottommost. The margi is furthest. The margi is isotropic. The margi versify the mauritz. The margi biodegrade the mauritz. The mauritz stifle the margi. The mauritz is furthest. The mauritz is isotropic. The mauritz versify the margi. The mauritz biodegrade... | <extra_id_1>
Stifle(margi, mauritz)
Most(margi)
Bottommost(margi)
Furthest(margi)
Isotropic(margi)
Versify(margi, mauritz)
Biodegrade(margi, mauritz)
Stifle(mauritz, margi)
Furthest(mauritz)
Isotropic(mauritz)
Versify(mauritz, margi)
Biodegrade(mauritz, margi)
forall x (Stifle(x, margi) -> Stifle(margi, mauritz))
foral... | 0 | False | RelNoneg-OWA-D2-1992 |
The missie demolish the nicola. The missie is punic. The missie is unvented. The missie is leafless. The missie is prudish. The missie mistake the nicola. The missie subsist the nicola. The nicola demolish the missie. The nicola is leafless. The nicola is prudish. The nicola mistake the missie. The nicola subsist the m... | <extra_id_1>
Demolish(missie, nicola)
Punic(missie)
Unvented(missie)
Leafless(missie)
Prudish(missie)
Mistake(missie, nicola)
Subsist(missie, nicola)
Demolish(nicola, missie)
Leafless(nicola)
Prudish(nicola)
Mistake(nicola, missie)
Subsist(nicola, missie)
forall x (Demolish(x, missie) -> Demolish(missie, nicola))
foral... | 1 | True | RelNoneg-OWA-D2-1992 |
The theo salve the dell. The theo is imaginary. The theo is hornless. The theo is vengeful. The theo is virtuous. The theo tremor the dell. The theo charge the dell. The dell salve the theo. The dell is vengeful. The dell is virtuous. The dell tremor the theo. The dell charge the theo. If someone salve the theo then th... | <extra_id_1>
Salve(theo, dell)
Imaginary(theo)
Hornless(theo)
Vengeful(theo)
Virtuous(theo)
Tremor(theo, dell)
Charge(theo, dell)
Salve(dell, theo)
Vengeful(dell)
Virtuous(dell)
Tremor(dell, theo)
Charge(dell, theo)
forall x (Salve(x, theo) -> Salve(theo, dell))
forall x (Impendent(x) -> Salve(x, dell))
forall x (Tremo... | 1 | False | RelNoneg-OWA-D2-1992 |
The linnet cram the jeremiah. The linnet is romish. The linnet is pathless. The linnet is clenched. The linnet is clipped. The linnet baronetize the jeremiah. The linnet eruct the jeremiah. The jeremiah cram the linnet. The jeremiah is clenched. The jeremiah is clipped. The jeremiah baronetize the linnet. The jeremiah ... | <extra_id_1>
Cram(linnet, jeremiah)
Romish(linnet)
Pathless(linnet)
Clenched(linnet)
Clipped(linnet)
Baronetize(linnet, jeremiah)
Eruct(linnet, jeremiah)
Cram(jeremiah, linnet)
Clenched(jeremiah)
Clipped(jeremiah)
Baronetize(jeremiah, linnet)
Eruct(jeremiah, linnet)
forall x (Cram(x, linnet) -> Cram(linnet, jeremiah))
... | 2 | True | RelNoneg-OWA-D2-1992 |
The jef depreciate the kent. The jef is uncritical. The jef is umbellar. The jef is inbound. The jef is pickled. The jef announce the kent. The jef broom the kent. The kent depreciate the jef. The kent is inbound. The kent is pickled. The kent announce the jef. The kent broom the jef. If someone depreciate the jef then... | <extra_id_1>
Depreciate(jef, kent)
Uncritical(jef)
Umbellar(jef)
Inbound(jef)
Pickled(jef)
Announce(jef, kent)
Broom(jef, kent)
Depreciate(kent, jef)
Inbound(kent)
Pickled(kent)
Announce(kent, jef)
Broom(kent, jef)
forall x (Depreciate(x, jef) -> Depreciate(jef, kent))
forall x (Maddened(x) -> Depreciate(x, kent))
fora... | 2 | False | RelNoneg-OWA-D2-1992 |
The rebekah dispute the gwynne. The rebekah is crispate. The rebekah is unoriented. The rebekah is hertzian. The rebekah is subaltern. The rebekah scraunch the gwynne. The rebekah retool the gwynne. The gwynne dispute the rebekah. The gwynne is hertzian. The gwynne is subaltern. The gwynne scraunch the rebekah. The gwy... | <extra_id_1>
Dispute(rebekah, gwynne)
Crispate(rebekah)
Unoriented(rebekah)
Hertzian(rebekah)
Subaltern(rebekah)
Scraunch(rebekah, gwynne)
Retool(rebekah, gwynne)
Dispute(gwynne, rebekah)
Hertzian(gwynne)
Subaltern(gwynne)
Scraunch(gwynne, rebekah)
Retool(gwynne, rebekah)
forall x (Dispute(x, rebekah) -> Dispute(rebeka... | 1 | Unknown | RelNoneg-OWA-D2-1992 |
The grissel novelise the aditya. The grissel is shelled. The grissel is unwrapped. The grissel is ubiquitous. The grissel is directive. The grissel struggle the aditya. The grissel ratify the aditya. The aditya novelise the grissel. The aditya is ubiquitous. The aditya is directive. The aditya struggle the grissel. The... | <extra_id_1>
Novelise(grissel, aditya)
Shelled(grissel)
Unwrapped(grissel)
Ubiquitous(grissel)
Directive(grissel)
Struggle(grissel, aditya)
Ratify(grissel, aditya)
Novelise(aditya, grissel)
Ubiquitous(aditya)
Directive(aditya)
Struggle(aditya, grissel)
Ratify(aditya, grissel)
forall x (Novelise(x, grissel) -> Novelise(... | 0 | Unknown | RelNoneg-OWA-D2-1992 |
The antonin reappraise the gretta. The antonin is rebellious. The antonin is european. The antonin is unopened. The antonin is draconian. The antonin whisk the gretta. The antonin chaffer the gretta. The gretta reappraise the antonin. The gretta is unopened. The gretta is draconian. The gretta whisk the antonin. The gr... | <extra_id_1>
Reappraise(antonin, gretta)
Rebellious(antonin)
European(antonin)
Unopened(antonin)
Draconian(antonin)
Whisk(antonin, gretta)
Chaffer(antonin, gretta)
Reappraise(gretta, antonin)
Unopened(gretta)
Draconian(gretta)
Whisk(gretta, antonin)
Chaffer(gretta, antonin)
forall x (Reappraise(x, antonin) -> Reapprais... | 0 | Unknown | RelNoneg-OWA-D2-1992 |
The elihu boomerang the boniface. The elihu is polar. The elihu is articular. The elihu is agonizing. The elihu is oral. The elihu swamp the boniface. The elihu twitch the boniface. The boniface boomerang the elihu. The boniface is agonizing. The boniface is oral. The boniface swamp the elihu. The boniface twitch the e... | <extra_id_1>
Boomerang(elihu, boniface)
Polar(elihu)
Articular(elihu)
Agonizing(elihu)
Oral(elihu)
Swamp(elihu, boniface)
Twitch(elihu, boniface)
Boomerang(boniface, elihu)
Agonizing(boniface)
Oral(boniface)
Swamp(boniface, elihu)
Twitch(boniface, elihu)
forall x (Boomerang(x, elihu) -> Boomerang(elihu, boniface))
fora... | 0 | Unknown | RelNoneg-OWA-D2-1992 |
The sephira cyclostyle the sunny. The sephira is crannied. The sephira is argentous. The sephira is glued. The sephira is dandified. The sephira unclutter the sunny. The sephira cakewalk the sunny. The sunny cyclostyle the sephira. The sunny is glued. The sunny is dandified. The sunny unclutter the sephira. The sunny c... | <extra_id_1>
Cyclostyle(sephira, sunny)
Crannied(sephira)
Argentous(sephira)
Glued(sephira)
Dandified(sephira)
Unclutter(sephira, sunny)
Cakewalk(sephira, sunny)
Cyclostyle(sunny, sephira)
Glued(sunny)
Dandified(sunny)
Unclutter(sunny, sephira)
Cakewalk(sunny, sephira)
forall x (Cyclostyle(x, sephira) -> Cyclostyle(sep... | 0 | Unknown | RelNoneg-OWA-D2-1992 |
The ileana confute the nesta. The ileana is knowing. The ileana is aforesaid. The ileana is timbered. The ileana is lacustrine. The ileana detick the nesta. The ileana daub the nesta. The nesta confute the ileana. The nesta is timbered. The nesta is lacustrine. The nesta detick the ileana. The nesta daub the ileana. If... | <extra_id_1>
Confute(ileana, nesta)
Knowing(ileana)
Aforesaid(ileana)
Timbered(ileana)
Lacustrine(ileana)
Detick(ileana, nesta)
Daub(ileana, nesta)
Confute(nesta, ileana)
Timbered(nesta)
Lacustrine(nesta)
Detick(nesta, ileana)
Daub(nesta, ileana)
forall x (Confute(x, ileana) -> Confute(ileana, nesta))
forall x (Alterat... | 0 | Unknown | RelNoneg-OWA-D2-1992 |
Bambie is untracked. Cesar is crenulate. Storey is seagoing. Tina is automated. All untracked, crowing people are not enmeshed. Kind people are crowing. <extra_id_0> Tina is automated. | <extra_id_1>
Untracked(bambie)
Crenulate(cesar)
Seagoing(storey)
Automated(tina)
forall x (Untracked(x) and Crowing(x) -> not Enmeshed(x))
forall x (Untracked(x) -> Crowing(x))
<extra_id_2>
Automated(tina)
<extra_id_3>
therefore Automated(tina)
<extra_id_4>
True | 0 | True | AttNeg-OWA-D2-2247 |
Alaa is unsalted. Erasmus is stirring. Danit is unpaid. Noami is lenitive. All unsalted, caecilian people are not noncurrent. Kind people are caecilian. <extra_id_0> Alaa is not unsalted. | <extra_id_1>
Unsalted(alaa)
Stirring(erasmus)
Unpaid(danit)
Lenitive(noami)
forall x (Unsalted(x) and Caecilian(x) -> not Noncurrent(x))
forall x (Unsalted(x) -> Caecilian(x))
<extra_id_2>
not Unsalted(alaa)
<extra_id_3>
therefore Unsalted(alaa)
<extra_id_4>
False | 0 | False | AttNeg-OWA-D2-2247 |
Tibold is awake. Neddy is instinct. Piotr is braided. Perl is spangly. All awake, worrying people are not pretorial. Kind people are worrying. <extra_id_0> Tibold is worrying. | <extra_id_1>
Awake(tibold)
Instinct(neddy)
Braided(piotr)
Spangly(perl)
forall x (Awake(x) and Worrying(x) -> not Pretorial(x))
forall x (Awake(x) -> Worrying(x))
<extra_id_2>
Worrying(tibold)
<extra_id_3>
Awake(tibold) and forall x (Awake(x) -> Worrying(x)) -> therefore Worrying(tibold)
<extra_id_4>
True | 1 | True | AttNeg-OWA-D2-2247 |
Englebert is chordate. Thorsten is unwed. Annabelle is triplex. Piggy is quack. All chordate, morphemic people are not envious. Kind people are morphemic. <extra_id_0> Englebert is not morphemic. | <extra_id_1>
Chordate(englebert)
Unwed(thorsten)
Triplex(annabelle)
Quack(piggy)
forall x (Chordate(x) and Morphemic(x) -> not Envious(x))
forall x (Chordate(x) -> Morphemic(x))
<extra_id_2>
not Morphemic(englebert)
<extra_id_3>
Chordate(englebert) and forall x (Chordate(x) -> Morphemic(x)) -> therefore Morphemic(engle... | 1 | False | AttNeg-OWA-D2-2247 |
Mark is choosy. Roxanne is near. Shamit is gnostic. Trescha is drafty. All choosy, calculous people are not raging. Kind people are calculous. <extra_id_0> Mark is not raging. | <extra_id_1>
Choosy(mark)
Near(roxanne)
Gnostic(shamit)
Drafty(trescha)
forall x (Choosy(x) and Calculous(x) -> not Raging(x))
forall x (Choosy(x) -> Calculous(x))
<extra_id_2>
not Raging(mark)
<extra_id_3>
Choosy(mark) and forall x (Choosy(x) -> Calculous(x)) -> therefore Calculous(mark) <extra_id_5> Choosy(mark) and ... | 2 | True | AttNeg-OWA-D2-2247 |
Hilliary is retrorse. Joaquin is pelecypod. Arianne is maidenly. Hershel is cetacean. All retrorse, acanthotic people are not kingly. Kind people are acanthotic. <extra_id_0> Hilliary is kingly. | <extra_id_1>
Retrorse(hilliary)
Pelecypod(joaquin)
Maidenly(arianne)
Cetacean(hershel)
forall x (Retrorse(x) and Acanthotic(x) -> not Kingly(x))
forall x (Retrorse(x) -> Acanthotic(x))
<extra_id_2>
Kingly(hilliary)
<extra_id_3>
Retrorse(hilliary) and forall x (Retrorse(x) -> Acanthotic(x)) -> therefore Acanthotic(hilli... | 2 | False | AttNeg-OWA-D2-2247 |
Agretha is chintzy. Darline is uptight. Kym is amphibious. Gracia is inaccurate. All chintzy, adducting people are not xerophytic. Kind people are adducting. <extra_id_0> Gracia is not adducting. | <extra_id_1>
Chintzy(agretha)
Uptight(darline)
Amphibious(kym)
Inaccurate(gracia)
forall x (Chintzy(x) and Adducting(x) -> not Xerophytic(x))
forall x (Chintzy(x) -> Adducting(x))
<extra_id_2>
not Adducting(gracia)
<extra_id_3>
forall x (Chintzy(x) -> Adducting(x)) <- [no base fact] <extra_id_5> Cannot be determined fr... | 1 | Unknown | AttNeg-OWA-D2-2247 |
Orel is pistillate. Etienne is devious. Chantalle is minimalist. Gilbert is upstair. All pistillate, bicolored people are not analgetic. Kind people are bicolored. <extra_id_0> Etienne is bicolored. | <extra_id_1>
Pistillate(orel)
Devious(etienne)
Minimalist(chantalle)
Upstair(gilbert)
forall x (Pistillate(x) and Bicolored(x) -> not Analgetic(x))
forall x (Pistillate(x) -> Bicolored(x))
<extra_id_2>
Bicolored(etienne)
<extra_id_3>
forall x (Pistillate(x) -> Bicolored(x)) <- [no base fact] <extra_id_5> Cannot be dete... | 1 | Unknown | AttNeg-OWA-D2-2247 |
Winona is weaned. Stanleigh is boggy. Andrea is ephesian. Suzan is done. All weaned, eviscerate people are not validated. Kind people are eviscerate. <extra_id_0> Andrea is not eviscerate. | <extra_id_1>
Weaned(winona)
Boggy(stanleigh)
Ephesian(andrea)
Done(suzan)
forall x (Weaned(x) and Eviscerate(x) -> not Validated(x))
forall x (Weaned(x) -> Eviscerate(x))
<extra_id_2>
not Eviscerate(andrea)
<extra_id_3>
forall x (Weaned(x) -> Eviscerate(x)) <- [no base fact] <extra_id_5> Cannot be determined from given... | 1 | Unknown | AttNeg-OWA-D2-2247 |
Hesther is accumbent. Floyd is anoxic. Ric is bipartisan. Teena is antigenic. All accumbent, embedded people are not monogenic. Kind people are embedded. <extra_id_0> Teena is anoxic. | <extra_id_1>
Accumbent(hesther)
Anoxic(floyd)
Bipartisan(ric)
Antigenic(teena)
forall x (Accumbent(x) and Embedded(x) -> not Monogenic(x))
forall x (Accumbent(x) -> Embedded(x))
<extra_id_2>
Anoxic(teena)
<extra_id_3>
Anoxic(teena) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<... | 0 | Unknown | AttNeg-OWA-D2-2247 |
Nahum is fatless. Otho is assessable. Poul is threepenny. Rodina is unselected. All fatless, fetid people are not extra. Kind people are fetid. <extra_id_0> Poul is not extra. | <extra_id_1>
Fatless(nahum)
Assessable(otho)
Threepenny(poul)
Unselected(rodina)
forall x (Fatless(x) and Fetid(x) -> not Extra(x))
forall x (Fatless(x) -> Fetid(x))
<extra_id_2>
not Extra(poul)
<extra_id_3>
not Extra(poul) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id... | 0 | Unknown | AttNeg-OWA-D2-2247 |
Simmonds is glistening. Fanechka is moblike. Cacilia is bracted. Mauricio is godless. All glistening, faustian people are not caudated. Kind people are faustian. <extra_id_0> Simmonds is nice. | <extra_id_1>
Glistening(simmonds)
Moblike(fanechka)
Bracted(cacilia)
Godless(mauricio)
forall x (Glistening(x) and Faustian(x) -> not Caudated(x))
forall x (Glistening(x) -> Faustian(x))
<extra_id_2>
Nice(simmonds)
<extra_id_3>
Nice(simmonds) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given ... | 0 | Unknown | AttNeg-OWA-D2-2247 |
Cleopatra is fourteen. Sherrie is daunting. Big things are innermost. All daunting things are assuring. Smart things are daunting. <extra_id_0> Cleopatra is fourteen. | <extra_id_1>
Fourteen(cleopatra)
Daunting(sherrie)
forall x (Daunting(x) -> Innermost(x))
forall x (Daunting(x) -> Assuring(x))
forall x (Fourteen(x) -> Daunting(x))
<extra_id_2>
Fourteen(cleopatra)
<extra_id_3>
therefore Fourteen(cleopatra)
<extra_id_4>
True | 0 | True | AttNeg-OWA-D2-1523 |
Maribeth is prurient. Lucie is pilary. Big things are inexplicit. All pilary things are bicoloured. Smart things are pilary. <extra_id_0> Maribeth is not prurient. | <extra_id_1>
Prurient(maribeth)
Pilary(lucie)
forall x (Pilary(x) -> Inexplicit(x))
forall x (Pilary(x) -> Bicoloured(x))
forall x (Prurient(x) -> Pilary(x))
<extra_id_2>
not Prurient(maribeth)
<extra_id_3>
therefore Prurient(maribeth)
<extra_id_4>
False | 0 | False | AttNeg-OWA-D2-1523 |
Mohamad is erratic. Nelie is pissed. Big things are diabolic. All pissed things are unarguable. Smart things are pissed. <extra_id_0> Mohamad is pissed. | <extra_id_1>
Erratic(mohamad)
Pissed(nelie)
forall x (Pissed(x) -> Diabolic(x))
forall x (Pissed(x) -> Unarguable(x))
forall x (Erratic(x) -> Pissed(x))
<extra_id_2>
Pissed(mohamad)
<extra_id_3>
Erratic(mohamad) and forall x (Erratic(x) -> Pissed(x)) -> therefore Pissed(mohamad)
<extra_id_4>
True | 1 | True | AttNeg-OWA-D2-1523 |
Westbrook is dressy. Paige is infrared. Big things are invariable. All infrared things are quadrate. Smart things are infrared. <extra_id_0> Westbrook is not infrared. | <extra_id_1>
Dressy(westbrook)
Infrared(paige)
forall x (Infrared(x) -> Invariable(x))
forall x (Infrared(x) -> Quadrate(x))
forall x (Dressy(x) -> Infrared(x))
<extra_id_2>
not Infrared(westbrook)
<extra_id_3>
Dressy(westbrook) and forall x (Dressy(x) -> Infrared(x)) -> therefore Infrared(westbrook)
<extra_id_4>
False | 1 | False | AttNeg-OWA-D2-1523 |
Bryant is postal. Thad is bridal. Big things are moonlit. All bridal things are mock. Smart things are bridal. <extra_id_0> Bryant is mock. | <extra_id_1>
Postal(bryant)
Bridal(thad)
forall x (Bridal(x) -> Moonlit(x))
forall x (Bridal(x) -> Mock(x))
forall x (Postal(x) -> Bridal(x))
<extra_id_2>
Mock(bryant)
<extra_id_3>
Postal(bryant) and forall x (Postal(x) -> Bridal(x)) -> therefore Bridal(bryant) <extra_id_5> Bridal(bryant) and forall x (Bridal(x) -> Moc... | 2 | True | AttNeg-OWA-D2-1523 |
Leann is ataraxic. Leigha is comose. Big things are pitiful. All comose things are wishful. Smart things are comose. <extra_id_0> Leann is not wishful. | <extra_id_1>
Ataraxic(leann)
Comose(leigha)
forall x (Comose(x) -> Pitiful(x))
forall x (Comose(x) -> Wishful(x))
forall x (Ataraxic(x) -> Comose(x))
<extra_id_2>
not Wishful(leann)
<extra_id_3>
Ataraxic(leann) and forall x (Ataraxic(x) -> Comose(x)) -> therefore Comose(leann) <extra_id_5> Comose(leann) and forall x (C... | 2 | False | AttNeg-OWA-D2-1523 |
Wolfram is straplike. Edward is anorectic. Big things are acarpous. All anorectic things are dishy. Smart things are anorectic. <extra_id_0> Edward is not blue. | <extra_id_1>
Straplike(wolfram)
Anorectic(edward)
forall x (Anorectic(x) -> Acarpous(x))
forall x (Anorectic(x) -> Dishy(x))
forall x (Straplike(x) -> Anorectic(x))
<extra_id_2>
not Blue(edward)
<extra_id_3>
not Blue(edward) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_i... | 0 | Unknown | AttNeg-OWA-D2-1523 |
Claude is nonkosher. Beaufort is unaltered. Big things are dire. All unaltered things are myelinic. Smart things are unaltered. <extra_id_0> Beaufort is nonkosher. | <extra_id_1>
Nonkosher(claude)
Unaltered(beaufort)
forall x (Unaltered(x) -> Dire(x))
forall x (Unaltered(x) -> Myelinic(x))
forall x (Nonkosher(x) -> Unaltered(x))
<extra_id_2>
Nonkosher(beaufort)
<extra_id_3>
Nonkosher(beaufort) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<e... | 0 | Unknown | AttNeg-OWA-D2-1523 |
Lizabeth is gooey. Odetta is enigmatic. Big things are doltish. All enigmatic things are unmoving. Smart things are enigmatic. <extra_id_0> Odetta is not cold. | <extra_id_1>
Gooey(lizabeth)
Enigmatic(odetta)
forall x (Enigmatic(x) -> Doltish(x))
forall x (Enigmatic(x) -> Unmoving(x))
forall x (Gooey(x) -> Enigmatic(x))
<extra_id_2>
not Cold(odetta)
<extra_id_3>
not Cold(odetta) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
... | 0 | Unknown | AttNeg-OWA-D2-1523 |
Lea is putative. Delly is huxleian. Big things are virile. All huxleian things are angry. Smart things are huxleian. <extra_id_0> Lea is cold. | <extra_id_1>
Putative(lea)
Huxleian(delly)
forall x (Huxleian(x) -> Virile(x))
forall x (Huxleian(x) -> Angry(x))
forall x (Putative(x) -> Huxleian(x))
<extra_id_2>
Cold(lea)
<extra_id_3>
Cold(lea) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Unknown | 0 | Unknown | AttNeg-OWA-D2-1523 |
Jaclyn is petty. Oberon is stearic. Big things are attainable. All stearic things are piteous. Smart things are stearic. <extra_id_0> Jaclyn is not blue. | <extra_id_1>
Petty(jaclyn)
Stearic(oberon)
forall x (Stearic(x) -> Attainable(x))
forall x (Stearic(x) -> Piteous(x))
forall x (Petty(x) -> Stearic(x))
<extra_id_2>
not Blue(jaclyn)
<extra_id_3>
not Blue(jaclyn) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Unknown | 0 | Unknown | AttNeg-OWA-D2-1523 |
Steffi is pally. Nadine is operant. Big things are comfy. All operant things are authorized. Smart things are operant. <extra_id_0> Nadine is red. | <extra_id_1>
Pally(steffi)
Operant(nadine)
forall x (Operant(x) -> Comfy(x))
forall x (Operant(x) -> Authorized(x))
forall x (Pally(x) -> Operant(x))
<extra_id_2>
Red(nadine)
<extra_id_3>
Red(nadine) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Unknown | 0 | Unknown | AttNeg-OWA-D2-1523 |
Olaf is bluff. Star is elemental. Star is zoophagous. Star is peppery. Velma is pimply. Velma is zoophagous. Velma is peppery. If something is greek then it is not bluff. If Velma is amylolytic and Velma is not peppery then Velma is pimply. Round things are amylolytic. If Star is pimply then Star is amylolytic. Blue th... | <extra_id_1>
Bluff(olaf)
Elemental(star)
Zoophagous(star)
Peppery(star)
Pimply(velma)
Zoophagous(velma)
Peppery(velma)
forall x (Greek(x) -> not Bluff(x))
Amylolytic(velma) and not Peppery(velma) -> Pimply(velma)
forall x (Bluff(x) -> Amylolytic(x))
Pimply(star) -> Amylolytic(star)
forall x (Amylolytic(x) -> not Zoopha... | 0 | True | AttNeg-OWA-D2-662 |
Gregory is fabulous. Derrek is telescopic. Derrek is traitorous. Derrek is uncured. Meredithe is monarchal. Meredithe is traitorous. Meredithe is uncured. If something is loose then it is not fabulous. If Meredithe is tyrolese and Meredithe is not uncured then Meredithe is monarchal. Round things are tyrolese. If Derre... | <extra_id_1>
Fabulous(gregory)
Telescopic(derrek)
Traitorous(derrek)
Uncured(derrek)
Monarchal(meredithe)
Traitorous(meredithe)
Uncured(meredithe)
forall x (Loose(x) -> not Fabulous(x))
Tyrolese(meredithe) and not Uncured(meredithe) -> Monarchal(meredithe)
forall x (Fabulous(x) -> Tyrolese(x))
Monarchal(derrek) -> Tyro... | 0 | False | AttNeg-OWA-D2-662 |
Constance is punished. Jeannie is large. Jeannie is unpurified. Jeannie is alarmed. Carola is thready. Carola is unpurified. Carola is alarmed. If something is swell then it is not punished. If Carola is multicolor and Carola is not alarmed then Carola is thready. Round things are multicolor. If Jeannie is thready then... | <extra_id_1>
Punished(constance)
Large(jeannie)
Unpurified(jeannie)
Alarmed(jeannie)
Thready(carola)
Unpurified(carola)
Alarmed(carola)
forall x (Swell(x) -> not Punished(x))
Multicolor(carola) and not Alarmed(carola) -> Thready(carola)
forall x (Punished(x) -> Multicolor(x))
Thready(jeannie) -> Multicolor(jeannie)
for... | 1 | True | AttNeg-OWA-D2-662 |
Barny is heathlike. Lucinda is swept. Lucinda is jamesian. Lucinda is courteous. Erny is unlucky. Erny is jamesian. Erny is courteous. If something is referent then it is not heathlike. If Erny is greyish and Erny is not courteous then Erny is unlucky. Round things are greyish. If Lucinda is unlucky then Lucinda is gre... | <extra_id_1>
Heathlike(barny)
Swept(lucinda)
Jamesian(lucinda)
Courteous(lucinda)
Unlucky(erny)
Jamesian(erny)
Courteous(erny)
forall x (Referent(x) -> not Heathlike(x))
Greyish(erny) and not Courteous(erny) -> Unlucky(erny)
forall x (Heathlike(x) -> Greyish(x))
Unlucky(lucinda) -> Greyish(lucinda)
forall x (Greyish(x)... | 1 | False | AttNeg-OWA-D2-662 |
Teodoro is planless. Jeanette is french. Jeanette is islamic. Jeanette is trabecular. Nils is smelly. Nils is islamic. Nils is trabecular. If something is prissy then it is not planless. If Nils is quenched and Nils is not trabecular then Nils is smelly. Round things are quenched. If Jeanette is smelly then Jeanette is... | <extra_id_1>
Planless(teodoro)
French(jeanette)
Islamic(jeanette)
Trabecular(jeanette)
Smelly(nils)
Islamic(nils)
Trabecular(nils)
forall x (Prissy(x) -> not Planless(x))
Quenched(nils) and not Trabecular(nils) -> Smelly(nils)
forall x (Planless(x) -> Quenched(x))
Smelly(jeanette) -> Quenched(jeanette)
forall x (Quench... | 2 | True | AttNeg-OWA-D2-662 |
Karla is unshadowed. Orelle is carinated. Orelle is taillike. Orelle is colorful. Herman is existent. Herman is taillike. Herman is colorful. If something is accoutred then it is not unshadowed. If Herman is slavic and Herman is not colorful then Herman is existent. Round things are slavic. If Orelle is existent then O... | <extra_id_1>
Unshadowed(karla)
Carinated(orelle)
Taillike(orelle)
Colorful(orelle)
Existent(herman)
Taillike(herman)
Colorful(herman)
forall x (Accoutred(x) -> not Unshadowed(x))
Slavic(herman) and not Colorful(herman) -> Existent(herman)
forall x (Unshadowed(x) -> Slavic(x))
Existent(orelle) -> Slavic(orelle)
forall x... | 2 | False | AttNeg-OWA-D2-662 |
Dante is each. Ikey is uncivil. Ikey is arranged. Ikey is scopal. Gunilla is remiss. Gunilla is arranged. Gunilla is scopal. If something is handelian then it is not each. If Gunilla is unwritten and Gunilla is not scopal then Gunilla is remiss. Round things are unwritten. If Ikey is remiss then Ikey is unwritten. Blue... | <extra_id_1>
Each(dante)
Uncivil(ikey)
Arranged(ikey)
Scopal(ikey)
Remiss(gunilla)
Arranged(gunilla)
Scopal(gunilla)
forall x (Handelian(x) -> not Each(x))
Unwritten(gunilla) and not Scopal(gunilla) -> Remiss(gunilla)
forall x (Each(x) -> Unwritten(x))
Remiss(ikey) -> Unwritten(ikey)
forall x (Unwritten(x) -> not Arran... | 1 | Unknown | AttNeg-OWA-D2-662 |
Lavinie is lovelorn. Dwaine is blastular. Dwaine is wilted. Dwaine is photic. Terri is comical. Terri is wilted. Terri is photic. If something is fazed then it is not lovelorn. If Terri is bashful and Terri is not photic then Terri is comical. Round things are bashful. If Dwaine is comical then Dwaine is bashful. Blue ... | <extra_id_1>
Lovelorn(lavinie)
Blastular(dwaine)
Wilted(dwaine)
Photic(dwaine)
Comical(terri)
Wilted(terri)
Photic(terri)
forall x (Fazed(x) -> not Lovelorn(x))
Bashful(terri) and not Photic(terri) -> Comical(terri)
forall x (Lovelorn(x) -> Bashful(x))
Comical(dwaine) -> Bashful(dwaine)
forall x (Bashful(x) -> not Wilt... | 1 | Unknown | AttNeg-OWA-D2-662 |
Rickard is anoxic. Levon is unequal. Levon is subnormal. Levon is upstanding. Jilleen is jurassic. Jilleen is subnormal. Jilleen is upstanding. If something is chasidic then it is not anoxic. If Jilleen is receding and Jilleen is not upstanding then Jilleen is jurassic. Round things are receding. If Levon is jurassic t... | <extra_id_1>
Anoxic(rickard)
Unequal(levon)
Subnormal(levon)
Upstanding(levon)
Jurassic(jilleen)
Subnormal(jilleen)
Upstanding(jilleen)
forall x (Chasidic(x) -> not Anoxic(x))
Receding(jilleen) and not Upstanding(jilleen) -> Jurassic(jilleen)
forall x (Anoxic(x) -> Receding(x))
Jurassic(levon) -> Receding(levon)
forall... | 1 | Unknown | AttNeg-OWA-D2-662 |
Tobiah is propellant. Arie is antiquated. Arie is magnified. Arie is excessive. Davin is batholitic. Davin is magnified. Davin is excessive. If something is unordered then it is not propellant. If Davin is rustproof and Davin is not excessive then Davin is batholitic. Round things are rustproof. If Arie is batholitic t... | <extra_id_1>
Propellant(tobiah)
Antiquated(arie)
Magnified(arie)
Excessive(arie)
Batholitic(davin)
Magnified(davin)
Excessive(davin)
forall x (Unordered(x) -> not Propellant(x))
Rustproof(davin) and not Excessive(davin) -> Batholitic(davin)
forall x (Propellant(x) -> Rustproof(x))
Batholitic(arie) -> Rustproof(arie)
fo... | 0 | Unknown | AttNeg-OWA-D2-662 |
Lawton is romany. Jojo is hottish. Jojo is gothic. Jojo is wizardly. Roger is husbandly. Roger is gothic. Roger is wizardly. If something is frowsy then it is not romany. If Roger is rawboned and Roger is not wizardly then Roger is husbandly. Round things are rawboned. If Jojo is husbandly then Jojo is rawboned. Blue t... | <extra_id_1>
Romany(lawton)
Hottish(jojo)
Gothic(jojo)
Wizardly(jojo)
Husbandly(roger)
Gothic(roger)
Wizardly(roger)
forall x (Frowsy(x) -> not Romany(x))
Rawboned(roger) and not Wizardly(roger) -> Husbandly(roger)
forall x (Romany(x) -> Rawboned(x))
Husbandly(jojo) -> Rawboned(jojo)
forall x (Rawboned(x) -> not Gothic... | 0 | Unknown | AttNeg-OWA-D2-662 |
Frankie is arable. Roice is forfeited. Roice is idiotic. Roice is pleasant. Cherice is expanded. Cherice is idiotic. Cherice is pleasant. If something is localised then it is not arable. If Cherice is contracted and Cherice is not pleasant then Cherice is expanded. Round things are contracted. If Roice is expanded then... | <extra_id_1>
Arable(frankie)
Forfeited(roice)
Idiotic(roice)
Pleasant(roice)
Expanded(cherice)
Idiotic(cherice)
Pleasant(cherice)
forall x (Localised(x) -> not Arable(x))
Contracted(cherice) and not Pleasant(cherice) -> Expanded(cherice)
forall x (Arable(x) -> Contracted(x))
Expanded(roice) -> Contracted(roice)
forall ... | 0 | Unknown | AttNeg-OWA-D2-662 |
The gleda is undated. The gleda is motley. The gleda abolish the domenico. The gleda chin the domenico. The domenico pyramid the gleda. The domenico is congested. The domenico is toed. The domenico is dominated. The domenico is undated. The domenico is motley. The domenico abolish the gleda. The domenico chin the gleda... | <extra_id_1>
Undated(gleda)
Motley(gleda)
Abolish(gleda, domenico)
Chin(gleda, domenico)
Pyramid(domenico, gleda)
Congested(domenico)
Toed(domenico)
Dominated(domenico)
Undated(domenico)
Motley(domenico)
Abolish(domenico, gleda)
Chin(domenico, gleda)
forall x (Undated(x) and Chin(x, gleda) -> Abolish(x, domenico))
fora... | 0 | True | RelNoneg-OWA-D2-360 |
The gerti is tinselly. The gerti is unraised. The gerti tent the rosamund. The gerti porter the rosamund. The rosamund wiretap the gerti. The rosamund is onymous. The rosamund is clubbable. The rosamund is thrown. The rosamund is tinselly. The rosamund is unraised. The rosamund tent the gerti. The rosamund porter the g... | <extra_id_1>
Tinselly(gerti)
Unraised(gerti)
Tent(gerti, rosamund)
Porter(gerti, rosamund)
Wiretap(rosamund, gerti)
Onymous(rosamund)
Clubbable(rosamund)
Thrown(rosamund)
Tinselly(rosamund)
Unraised(rosamund)
Tent(rosamund, gerti)
Porter(rosamund, gerti)
forall x (Tinselly(x) and Porter(x, gerti) -> Tent(x, rosamund))
... | 0 | False | RelNoneg-OWA-D2-360 |
The russ is scrotal. The russ is nonplused. The russ poultice the agnesse. The russ honey the agnesse. The agnesse dwindle the russ. The agnesse is knobby. The agnesse is sublimate. The agnesse is calyceal. The agnesse is scrotal. The agnesse is nonplused. The agnesse poultice the russ. The agnesse honey the russ. If s... | <extra_id_1>
Scrotal(russ)
Nonplused(russ)
Poultice(russ, agnesse)
Honey(russ, agnesse)
Dwindle(agnesse, russ)
Knobby(agnesse)
Sublimate(agnesse)
Calyceal(agnesse)
Scrotal(agnesse)
Nonplused(agnesse)
Poultice(agnesse, russ)
Honey(agnesse, russ)
forall x (Scrotal(x) and Honey(x, russ) -> Poultice(x, agnesse))
forall x (... | 1 | True | RelNoneg-OWA-D2-360 |
The dmitri is darned. The dmitri is prehensile. The dmitri snarf the bianka. The dmitri spur the bianka. The bianka dismay the dmitri. The bianka is ghanese. The bianka is unironed. The bianka is allegoric. The bianka is darned. The bianka is prehensile. The bianka snarf the dmitri. The bianka spur the dmitri. If someo... | <extra_id_1>
Darned(dmitri)
Prehensile(dmitri)
Snarf(dmitri, bianka)
Spur(dmitri, bianka)
Dismay(bianka, dmitri)
Ghanese(bianka)
Unironed(bianka)
Allegoric(bianka)
Darned(bianka)
Prehensile(bianka)
Snarf(bianka, dmitri)
Spur(bianka, dmitri)
forall x (Darned(x) and Spur(x, dmitri) -> Snarf(x, bianka))
forall x (Dismay(x... | 1 | False | RelNoneg-OWA-D2-360 |
The duncan is pointless. The duncan is playable. The duncan actualise the fyodor. The duncan warp the fyodor. The fyodor rebuke the duncan. The fyodor is uncouth. The fyodor is oldish. The fyodor is prosperous. The fyodor is pointless. The fyodor is playable. The fyodor actualise the duncan. The fyodor warp the duncan.... | <extra_id_1>
Pointless(duncan)
Playable(duncan)
Actualise(duncan, fyodor)
Warp(duncan, fyodor)
Rebuke(fyodor, duncan)
Uncouth(fyodor)
Oldish(fyodor)
Prosperous(fyodor)
Pointless(fyodor)
Playable(fyodor)
Actualise(fyodor, duncan)
Warp(fyodor, duncan)
forall x (Pointless(x) and Warp(x, duncan) -> Actualise(x, fyodor))
fo... | 2 | True | RelNoneg-OWA-D2-360 |
The alf is unclean. The alf is taupe. The alf brag the jeanelle. The alf flavour the jeanelle. The jeanelle fink the alf. The jeanelle is lame. The jeanelle is sudden. The jeanelle is faced. The jeanelle is unclean. The jeanelle is taupe. The jeanelle brag the alf. The jeanelle flavour the alf. If someone is unclean an... | <extra_id_1>
Unclean(alf)
Taupe(alf)
Brag(alf, jeanelle)
Flavour(alf, jeanelle)
Fink(jeanelle, alf)
Lame(jeanelle)
Sudden(jeanelle)
Faced(jeanelle)
Unclean(jeanelle)
Taupe(jeanelle)
Brag(jeanelle, alf)
Flavour(jeanelle, alf)
forall x (Unclean(x) and Flavour(x, alf) -> Brag(x, jeanelle))
forall x (Fink(x, alf) and Fink(... | 2 | False | RelNoneg-OWA-D2-360 |
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