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The dela accurse the mercedes. The dela is renewing. The dela is expressed. The dela is collect. The dela decant the cecily. The dela decant the mercedes. The dela traffic the mercedes. The cecily accurse the dela. The cecily accurse the mercedes. The cecily is punctured. The cecily is windburned. The cecily traffic th...
<extra_id_1> Accurse(dela, mercedes) Renewing(dela) Expressed(dela) Collect(dela) Decant(dela, cecily) Decant(dela, mercedes) Traffic(dela, mercedes) Accurse(cecily, dela) Accurse(cecily, mercedes) Punctured(cecily) Windburned(cecily) Traffic(cecily, mercedes) Accurse(mercedes, dela) Renewing(mercedes) Windburned(merce...
0
True
RelNoneg-OWA-D2-1826
The maddy clang the arabelle. The maddy is refractory. The maddy is confounded. The maddy is sufficient. The maddy winter the giraldo. The maddy winter the arabelle. The maddy converge the arabelle. The giraldo clang the maddy. The giraldo clang the arabelle. The giraldo is mendicant. The giraldo is mucinous. The giral...
<extra_id_1> Clang(maddy, arabelle) Refractory(maddy) Confounded(maddy) Sufficient(maddy) Winter(maddy, giraldo) Winter(maddy, arabelle) Converge(maddy, arabelle) Clang(giraldo, maddy) Clang(giraldo, arabelle) Mendicant(giraldo) Mucinous(giraldo) Converge(giraldo, arabelle) Clang(arabelle, maddy) Refractory(arabelle) M...
0
False
RelNoneg-OWA-D2-1826
The patric repaint the ardine. The patric is restless. The patric is isthmian. The patric is occasional. The patric rocket the andromeda. The patric rocket the ardine. The patric predict the ardine. The andromeda repaint the patric. The andromeda repaint the ardine. The andromeda is airborne. The andromeda is savourles...
<extra_id_1> Repaint(patric, ardine) Restless(patric) Isthmian(patric) Occasional(patric) Rocket(patric, andromeda) Rocket(patric, ardine) Predict(patric, ardine) Repaint(andromeda, patric) Repaint(andromeda, ardine) Airborne(andromeda) Savourless(andromeda) Predict(andromeda, ardine) Repaint(ardine, patric) Restless(a...
1
True
RelNoneg-OWA-D2-1826
The jessy dispatch the bernette. The jessy is primeval. The jessy is voluted. The jessy is anserine. The jessy oversleep the gustave. The jessy oversleep the bernette. The jessy propagate the bernette. The gustave dispatch the jessy. The gustave dispatch the bernette. The gustave is nosohusial. The gustave is arsenious...
<extra_id_1> Dispatch(jessy, bernette) Primeval(jessy) Voluted(jessy) Anserine(jessy) Oversleep(jessy, gustave) Oversleep(jessy, bernette) Propagate(jessy, bernette) Dispatch(gustave, jessy) Dispatch(gustave, bernette) Nosohusial(gustave) Arsenious(gustave) Propagate(gustave, bernette) Dispatch(bernette, jessy) Primeva...
1
False
RelNoneg-OWA-D2-1826
The tine disclose the antonia. The tine is built. The tine is wintery. The tine is pyramidic. The tine bespatter the lionel. The tine bespatter the antonia. The tine queen the antonia. The lionel disclose the tine. The lionel disclose the antonia. The lionel is heretical. The lionel is housebound. The lionel queen the ...
<extra_id_1> Disclose(tine, antonia) Built(tine) Wintery(tine) Pyramidic(tine) Bespatter(tine, lionel) Bespatter(tine, antonia) Queen(tine, antonia) Disclose(lionel, tine) Disclose(lionel, antonia) Heretical(lionel) Housebound(lionel) Queen(lionel, antonia) Disclose(antonia, tine) Built(antonia) Housebound(antonia) Que...
2
True
RelNoneg-OWA-D2-1826
The candy refine the bobette. The candy is clogged. The candy is fruitless. The candy is seated. The candy cooperate the walker. The candy cooperate the bobette. The candy total the bobette. The walker refine the candy. The walker refine the bobette. The walker is ranging. The walker is westmost. The walker total the b...
<extra_id_1> Refine(candy, bobette) Clogged(candy) Fruitless(candy) Seated(candy) Cooperate(candy, walker) Cooperate(candy, bobette) Total(candy, bobette) Refine(walker, candy) Refine(walker, bobette) Ranging(walker) Westmost(walker) Total(walker, bobette) Refine(bobette, candy) Clogged(bobette) Westmost(bobette) Total...
2
False
RelNoneg-OWA-D2-1826
The leisha dispute the alejandro. The leisha is unfeigned. The leisha is unfading. The leisha is lambent. The leisha blacken the garnet. The leisha blacken the alejandro. The leisha piss the alejandro. The garnet dispute the leisha. The garnet dispute the alejandro. The garnet is supposed. The garnet is picaresque. The...
<extra_id_1> Dispute(leisha, alejandro) Unfeigned(leisha) Unfading(leisha) Lambent(leisha) Blacken(leisha, garnet) Blacken(leisha, alejandro) Piss(leisha, alejandro) Dispute(garnet, leisha) Dispute(garnet, alejandro) Supposed(garnet) Picaresque(garnet) Piss(garnet, alejandro) Dispute(alejandro, leisha) Unfeigned(alejan...
1
Unknown
RelNoneg-OWA-D2-1826
The rhetta gradate the michale. The rhetta is airtight. The rhetta is peroneal. The rhetta is perforate. The rhetta flagellate the nikolai. The rhetta flagellate the michale. The rhetta anathemise the michale. The nikolai gradate the rhetta. The nikolai gradate the michale. The nikolai is invariant. The nikolai is clam...
<extra_id_1> Gradate(rhetta, michale) Airtight(rhetta) Peroneal(rhetta) Perforate(rhetta) Flagellate(rhetta, nikolai) Flagellate(rhetta, michale) Anathemise(rhetta, michale) Gradate(nikolai, rhetta) Gradate(nikolai, michale) Invariant(nikolai) Clamant(nikolai) Anathemise(nikolai, michale) Gradate(michale, rhetta) Airti...
1
Unknown
RelNoneg-OWA-D2-1826
The alexis unbolt the terza. The alexis is piecemeal. The alexis is unartistic. The alexis is analog. The alexis slate the courtney. The alexis slate the terza. The alexis devolve the terza. The courtney unbolt the alexis. The courtney unbolt the terza. The courtney is vehicular. The courtney is lxiv. The courtney devo...
<extra_id_1> Unbolt(alexis, terza) Piecemeal(alexis) Unartistic(alexis) Analog(alexis) Slate(alexis, courtney) Slate(alexis, terza) Devolve(alexis, terza) Unbolt(courtney, alexis) Unbolt(courtney, terza) Vehicular(courtney) Lxiv(courtney) Devolve(courtney, terza) Unbolt(terza, alexis) Piecemeal(terza) Lxiv(terza) Devol...
1
Unknown
RelNoneg-OWA-D2-1826
The ilsa embrocate the maggy. The ilsa is revised. The ilsa is reticular. The ilsa is hammy. The ilsa volley the sheilah. The ilsa volley the maggy. The ilsa prime the maggy. The sheilah embrocate the ilsa. The sheilah embrocate the maggy. The sheilah is cavernous. The sheilah is bulbar. The sheilah prime the maggy. Th...
<extra_id_1> Embrocate(ilsa, maggy) Revised(ilsa) Reticular(ilsa) Hammy(ilsa) Volley(ilsa, sheilah) Volley(ilsa, maggy) Prime(ilsa, maggy) Embrocate(sheilah, ilsa) Embrocate(sheilah, maggy) Cavernous(sheilah) Bulbar(sheilah) Prime(sheilah, maggy) Embrocate(maggy, ilsa) Revised(maggy) Bulbar(maggy) Prime(maggy, sheilah)...
0
Unknown
RelNoneg-OWA-D2-1826
The doug sear the eran. The doug is lunatic. The doug is mass. The doug is unbooked. The doug kick the sallie. The doug kick the eran. The doug wrench the eran. The sallie sear the doug. The sallie sear the eran. The sallie is limacoid. The sallie is witty. The sallie wrench the eran. The eran sear the doug. The eran i...
<extra_id_1> Sear(doug, eran) Lunatic(doug) Mass(doug) Unbooked(doug) Kick(doug, sallie) Kick(doug, eran) Wrench(doug, eran) Sear(sallie, doug) Sear(sallie, eran) Limacoid(sallie) Witty(sallie) Wrench(sallie, eran) Sear(eran, doug) Lunatic(eran) Witty(eran) Wrench(eran, sallie) forall x (Lunatic(x) and Kick(x, eran) ->...
0
Unknown
RelNoneg-OWA-D2-1826
The ellis nictate the kata. The ellis is jaggy. The ellis is preceding. The ellis is nitrous. The ellis describe the luana. The ellis describe the kata. The ellis chuckle the kata. The luana nictate the ellis. The luana nictate the kata. The luana is expectable. The luana is affiliated. The luana chuckle the kata. The ...
<extra_id_1> Nictate(ellis, kata) Jaggy(ellis) Preceding(ellis) Nitrous(ellis) Describe(ellis, luana) Describe(ellis, kata) Chuckle(ellis, kata) Nictate(luana, ellis) Nictate(luana, kata) Expectable(luana) Affiliated(luana) Chuckle(luana, kata) Nictate(kata, ellis) Jaggy(kata) Affiliated(kata) Chuckle(kata, luana) fora...
0
Unknown
RelNoneg-OWA-D2-1826
Merrilee is botanic. Merrilee is not reversed. Merrilee is risen. Merrilee is turkmen. Merrilee is not biramous. Merrilee is steerable. Merrilee is awned. Maurice is botanic. Maurice is turkmen. Maurice is not biramous. Maurice is steerable. Maurice is awned. Red things are awned. If something is reversed then it is st...
<extra_id_1> Botanic(merrilee) not Reversed(merrilee) Risen(merrilee) Turkmen(merrilee) not Biramous(merrilee) Steerable(merrilee) Awned(merrilee) Botanic(maurice) Turkmen(maurice) not Biramous(maurice) Steerable(maurice) Awned(maurice) forall x (Steerable(x) -> Awned(x)) forall x (Reversed(x) -> Steerable(x)) not Turk...
0
True
AttNeg-OWA-D2-626
Lorinda is pettish. Lorinda is not oozing. Lorinda is radio. Lorinda is landed. Lorinda is not manky. Lorinda is rheumatoid. Lorinda is endergonic. Ethelin is pettish. Ethelin is landed. Ethelin is not manky. Ethelin is rheumatoid. Ethelin is endergonic. Red things are endergonic. If something is oozing then it is rheu...
<extra_id_1> Pettish(lorinda) not Oozing(lorinda) Radio(lorinda) Landed(lorinda) not Manky(lorinda) Rheumatoid(lorinda) Endergonic(lorinda) Pettish(ethelin) Landed(ethelin) not Manky(ethelin) Rheumatoid(ethelin) Endergonic(ethelin) forall x (Rheumatoid(x) -> Endergonic(x)) forall x (Oozing(x) -> Rheumatoid(x)) not Land...
0
False
AttNeg-OWA-D2-626
Gerda is roughish. Gerda is not long. Gerda is frayed. Gerda is athirst. Gerda is not amended. Gerda is unshapely. Gerda is whirring. Oneida is roughish. Oneida is athirst. Oneida is not amended. Oneida is unshapely. Oneida is whirring. Red things are whirring. If something is long then it is unshapely. If Gerda is not...
<extra_id_1> Roughish(gerda) not Long(gerda) Frayed(gerda) Athirst(gerda) not Amended(gerda) Unshapely(gerda) Whirring(gerda) Roughish(oneida) Athirst(oneida) not Amended(oneida) Unshapely(oneida) Whirring(oneida) forall x (Unshapely(x) -> Whirring(x)) forall x (Long(x) -> Unshapely(x)) not Athirst(gerda) -> Unshapely(...
1
True
AttNeg-OWA-D2-626
Rosette is choosy. Rosette is not craggy. Rosette is vagal. Rosette is minacious. Rosette is not nephritic. Rosette is partial. Rosette is normal. Loria is choosy. Loria is minacious. Loria is not nephritic. Loria is partial. Loria is normal. Red things are normal. If something is craggy then it is partial. If Rosette ...
<extra_id_1> Choosy(rosette) not Craggy(rosette) Vagal(rosette) Minacious(rosette) not Nephritic(rosette) Partial(rosette) Normal(rosette) Choosy(loria) Minacious(loria) not Nephritic(loria) Partial(loria) Normal(loria) forall x (Partial(x) -> Normal(x)) forall x (Craggy(x) -> Partial(x)) not Minacious(rosette) -> Part...
1
False
AttNeg-OWA-D2-626
Avis is terminated. Avis is not bistroic. Avis is unextended. Avis is sainted. Avis is not difficult. Avis is clannish. Avis is accusive. Claudina is terminated. Claudina is sainted. Claudina is not difficult. Claudina is clannish. Claudina is accusive. Red things are accusive. If something is bistroic then it is clann...
<extra_id_1> Terminated(avis) not Bistroic(avis) Unextended(avis) Sainted(avis) not Difficult(avis) Clannish(avis) Accusive(avis) Terminated(claudina) Sainted(claudina) not Difficult(claudina) Clannish(claudina) Accusive(claudina) forall x (Clannish(x) -> Accusive(x)) forall x (Bistroic(x) -> Clannish(x)) not Sainted(a...
2
True
AttNeg-OWA-D2-626
Arnie is foetal. Arnie is not sapid. Arnie is substitute. Arnie is antigenic. Arnie is not cultivable. Arnie is propertied. Arnie is unstudied. Rafaela is foetal. Rafaela is antigenic. Rafaela is not cultivable. Rafaela is propertied. Rafaela is unstudied. Red things are unstudied. If something is sapid then it is prop...
<extra_id_1> Foetal(arnie) not Sapid(arnie) Substitute(arnie) Antigenic(arnie) not Cultivable(arnie) Propertied(arnie) Unstudied(arnie) Foetal(rafaela) Antigenic(rafaela) not Cultivable(rafaela) Propertied(rafaela) Unstudied(rafaela) forall x (Propertied(x) -> Unstudied(x)) forall x (Sapid(x) -> Propertied(x)) not Anti...
2
False
AttNeg-OWA-D2-626
Harriott is stupendous. Ruthy is expressive. Tynan is stupendous. All juridical, precarious people are stupendous. All olympic, precarious people are expressive. Nice people are expressive. If someone is expressive then they are ripping. Rough people are olympic. If someone is ripping then they are olympic. If Ruthy is...
<extra_id_1> Stupendous(harriott) Expressive(ruthy) Stupendous(tynan) forall x (Juridical(x) and Precarious(x) -> Stupendous(x)) forall x (Olympic(x) and Precarious(x) -> Expressive(x)) forall x (Ripping(x) -> Expressive(x)) forall x (Expressive(x) -> Ripping(x)) forall x (Precarious(x) -> Olympic(x)) forall x (Ripping...
0
True
AttNeg-OWA-D2-1109
Orlando is adipose. Jean is trackless. Leda is adipose. All unfeminine, placating people are adipose. All promissory, placating people are trackless. Nice people are trackless. If someone is trackless then they are noncrucial. Rough people are promissory. If someone is noncrucial then they are promissory. If Jean is tr...
<extra_id_1> Adipose(orlando) Trackless(jean) Adipose(leda) forall x (Unfeminine(x) and Placating(x) -> Adipose(x)) forall x (Promissory(x) and Placating(x) -> Trackless(x)) forall x (Noncrucial(x) -> Trackless(x)) forall x (Trackless(x) -> Noncrucial(x)) forall x (Placating(x) -> Promissory(x)) forall x (Noncrucial(x)...
0
False
AttNeg-OWA-D2-1109
Liora is manlike. Rudolf is raunchy. Sinclare is manlike. All spermatic, acanthoid people are manlike. All aerial, acanthoid people are raunchy. Nice people are raunchy. If someone is raunchy then they are isogonic. Rough people are aerial. If someone is isogonic then they are aerial. If Rudolf is raunchy and Rudolf is...
<extra_id_1> Manlike(liora) Raunchy(rudolf) Manlike(sinclare) forall x (Spermatic(x) and Acanthoid(x) -> Manlike(x)) forall x (Aerial(x) and Acanthoid(x) -> Raunchy(x)) forall x (Isogonic(x) -> Raunchy(x)) forall x (Raunchy(x) -> Isogonic(x)) forall x (Acanthoid(x) -> Aerial(x)) forall x (Isogonic(x) -> Aerial(x)) Raun...
1
True
AttNeg-OWA-D2-1109
Luisa is atrial. Janis is underived. Saraann is atrial. All gauntleted, subnormal people are atrial. All appraising, subnormal people are underived. Nice people are underived. If someone is underived then they are ritzy. Rough people are appraising. If someone is ritzy then they are appraising. If Janis is underived an...
<extra_id_1> Atrial(luisa) Underived(janis) Atrial(saraann) forall x (Gauntleted(x) and Subnormal(x) -> Atrial(x)) forall x (Appraising(x) and Subnormal(x) -> Underived(x)) forall x (Ritzy(x) -> Underived(x)) forall x (Underived(x) -> Ritzy(x)) forall x (Subnormal(x) -> Appraising(x)) forall x (Ritzy(x) -> Appraising(x...
1
False
AttNeg-OWA-D2-1109
Mack is villainous. Daisi is toeless. Eugenia is villainous. All lipophilic, meddling people are villainous. All mature, meddling people are toeless. Nice people are toeless. If someone is toeless then they are ecological. Rough people are mature. If someone is ecological then they are mature. If Daisi is toeless and D...
<extra_id_1> Villainous(mack) Toeless(daisi) Villainous(eugenia) forall x (Lipophilic(x) and Meddling(x) -> Villainous(x)) forall x (Mature(x) and Meddling(x) -> Toeless(x)) forall x (Ecological(x) -> Toeless(x)) forall x (Toeless(x) -> Ecological(x)) forall x (Meddling(x) -> Mature(x)) forall x (Ecological(x) -> Matur...
2
True
AttNeg-OWA-D2-1109
Towney is balmy. Janot is clathrate. Sebastian is balmy. All wanton, paternal people are balmy. All bedfast, paternal people are clathrate. Nice people are clathrate. If someone is clathrate then they are haywire. Rough people are bedfast. If someone is haywire then they are bedfast. If Janot is clathrate and Janot is ...
<extra_id_1> Balmy(towney) Clathrate(janot) Balmy(sebastian) forall x (Wanton(x) and Paternal(x) -> Balmy(x)) forall x (Bedfast(x) and Paternal(x) -> Clathrate(x)) forall x (Haywire(x) -> Clathrate(x)) forall x (Clathrate(x) -> Haywire(x)) forall x (Paternal(x) -> Bedfast(x)) forall x (Haywire(x) -> Bedfast(x)) Clathra...
2
False
AttNeg-OWA-D2-1109
Darleen is equal. Odette is draconian. Leonardo is equal. All assuming, pyretic people are equal. All aromatic, pyretic people are draconian. Nice people are draconian. If someone is draconian then they are risible. Rough people are aromatic. If someone is risible then they are aromatic. If Odette is draconian and Odet...
<extra_id_1> Equal(darleen) Draconian(odette) Equal(leonardo) forall x (Assuming(x) and Pyretic(x) -> Equal(x)) forall x (Aromatic(x) and Pyretic(x) -> Draconian(x)) forall x (Risible(x) -> Draconian(x)) forall x (Draconian(x) -> Risible(x)) forall x (Pyretic(x) -> Aromatic(x)) forall x (Risible(x) -> Aromatic(x)) Drac...
4
Unknown
AttNeg-OWA-D2-1109
Star is airy. Rhianon is dishonored. Stephie is airy. All exultant, anabiotic people are airy. All littered, anabiotic people are dishonored. Nice people are dishonored. If someone is dishonored then they are syrian. Rough people are littered. If someone is syrian then they are littered. If Rhianon is dishonored and Rh...
<extra_id_1> Airy(star) Dishonored(rhianon) Airy(stephie) forall x (Exultant(x) and Anabiotic(x) -> Airy(x)) forall x (Littered(x) and Anabiotic(x) -> Dishonored(x)) forall x (Syrian(x) -> Dishonored(x)) forall x (Dishonored(x) -> Syrian(x)) forall x (Anabiotic(x) -> Littered(x)) forall x (Syrian(x) -> Littered(x)) Dis...
1
Unknown
AttNeg-OWA-D2-1109
Elonore is hunched. Florry is pampering. Cleva is hunched. All wispy, exclusive people are hunched. All labelled, exclusive people are pampering. Nice people are pampering. If someone is pampering then they are synergetic. Rough people are labelled. If someone is synergetic then they are labelled. If Florry is pamperin...
<extra_id_1> Hunched(elonore) Pampering(florry) Hunched(cleva) forall x (Wispy(x) and Exclusive(x) -> Hunched(x)) forall x (Labelled(x) and Exclusive(x) -> Pampering(x)) forall x (Synergetic(x) -> Pampering(x)) forall x (Pampering(x) -> Synergetic(x)) forall x (Exclusive(x) -> Labelled(x)) forall x (Synergetic(x) -> La...
4
Unknown
AttNeg-OWA-D2-1109
Markos is probatory. Brunella is bipartisan. Adella is probatory. All gyroscopic, unpatented people are probatory. All holy, unpatented people are bipartisan. Nice people are bipartisan. If someone is bipartisan then they are evaporated. Rough people are holy. If someone is evaporated then they are holy. If Brunella is...
<extra_id_1> Probatory(markos) Bipartisan(brunella) Probatory(adella) forall x (Gyroscopic(x) and Unpatented(x) -> Probatory(x)) forall x (Holy(x) and Unpatented(x) -> Bipartisan(x)) forall x (Evaporated(x) -> Bipartisan(x)) forall x (Bipartisan(x) -> Evaporated(x)) forall x (Unpatented(x) -> Holy(x)) forall x (Evapora...
0
Unknown
AttNeg-OWA-D2-1109
Malory is stitched. Alejandro is seditious. Teryl is stitched. All plausive, servile people are stitched. All filarial, servile people are seditious. Nice people are seditious. If someone is seditious then they are suntanned. Rough people are filarial. If someone is suntanned then they are filarial. If Alejandro is sed...
<extra_id_1> Stitched(malory) Seditious(alejandro) Stitched(teryl) forall x (Plausive(x) and Servile(x) -> Stitched(x)) forall x (Filarial(x) and Servile(x) -> Seditious(x)) forall x (Suntanned(x) -> Seditious(x)) forall x (Seditious(x) -> Suntanned(x)) forall x (Servile(x) -> Filarial(x)) forall x (Suntanned(x) -> Fil...
0
Unknown
AttNeg-OWA-D2-1109
Aditya is intoned. Lucita is altissimo. Johannah is intoned. All balking, yogic people are intoned. All cornered, yogic people are altissimo. Nice people are altissimo. If someone is altissimo then they are horned. Rough people are cornered. If someone is horned then they are cornered. If Lucita is altissimo and Lucita...
<extra_id_1> Intoned(aditya) Altissimo(lucita) Intoned(johannah) forall x (Balking(x) and Yogic(x) -> Intoned(x)) forall x (Cornered(x) and Yogic(x) -> Altissimo(x)) forall x (Horned(x) -> Altissimo(x)) forall x (Altissimo(x) -> Horned(x)) forall x (Yogic(x) -> Cornered(x)) forall x (Horned(x) -> Cornered(x)) Altissimo...
0
Unknown
AttNeg-OWA-D2-1109
The cally does not need the orelie. The orelie is certified. The clea croon the cally. The tasia croon the orelie. If something refuse the tasia then it is procumbent. If the cally refuse the orelie then the orelie croon the clea. If something refuse the orelie and the orelie croon the clea then it refuse the clea. If ...
<extra_id_1> not Limber(cally, orelie) Certified(orelie) Croon(clea, cally) Croon(tasia, orelie) forall x (Refuse(x, tasia) -> Procumbent(x)) Refuse(cally, orelie) -> Croon(orelie, clea) forall x (Refuse(x, orelie) and Croon(orelie, clea) -> Refuse(x, clea)) forall x (Refuse(x, cally) -> Croon(x, clea)) forall x (Croon...
0
True
RelNeg-OWA-D2-167
The michel does not need the walther. The walther is consecrate. The bing lean the michel. The jerrilee lean the walther. If something amerce the jerrilee then it is slatey. If the michel amerce the walther then the walther lean the bing. If something amerce the walther and the walther lean the bing then it amerce the ...
<extra_id_1> not Notarize(michel, walther) Consecrate(walther) Lean(bing, michel) Lean(jerrilee, walther) forall x (Amerce(x, jerrilee) -> Slatey(x)) Amerce(michel, walther) -> Lean(walther, bing) forall x (Amerce(x, walther) and Lean(walther, bing) -> Amerce(x, bing)) forall x (Amerce(x, michel) -> Lean(x, bing)) fora...
0
False
RelNeg-OWA-D2-167
The creighton does not need the celestyn. The celestyn is spoilt. The mortimer tarmac the creighton. The angus tarmac the celestyn. If something perm the angus then it is seeable. If the creighton perm the celestyn then the celestyn tarmac the mortimer. If something perm the celestyn and the celestyn tarmac the mortime...
<extra_id_1> not Branch(creighton, celestyn) Spoilt(celestyn) Tarmac(mortimer, creighton) Tarmac(angus, celestyn) forall x (Perm(x, angus) -> Seeable(x)) Perm(creighton, celestyn) -> Tarmac(celestyn, mortimer) forall x (Perm(x, celestyn) and Tarmac(celestyn, mortimer) -> Perm(x, mortimer)) forall x (Perm(x, creighton) ...
1
True
RelNeg-OWA-D2-167
The diann does not need the keelia. The keelia is smothered. The meghann brabble the diann. The portia brabble the keelia. If something miaou the portia then it is unsightly. If the diann miaou the keelia then the keelia brabble the meghann. If something miaou the keelia and the keelia brabble the meghann then it miaou...
<extra_id_1> not Crenellate(diann, keelia) Smothered(keelia) Brabble(meghann, diann) Brabble(portia, keelia) forall x (Miaou(x, portia) -> Unsightly(x)) Miaou(diann, keelia) -> Brabble(keelia, meghann) forall x (Miaou(x, keelia) and Brabble(keelia, meghann) -> Miaou(x, meghann)) forall x (Miaou(x, diann) -> Brabble(x, ...
1
False
RelNeg-OWA-D2-167
The ralina does not need the vernon. The vernon is bibulous. The ronnica dally the ralina. The miguel dally the vernon. If something deny the miguel then it is scaled. If the ralina deny the vernon then the vernon dally the ronnica. If something deny the vernon and the vernon dally the ronnica then it deny the ronnica....
<extra_id_1> not Upset(ralina, vernon) Bibulous(vernon) Dally(ronnica, ralina) Dally(miguel, vernon) forall x (Deny(x, miguel) -> Scaled(x)) Deny(ralina, vernon) -> Dally(vernon, ronnica) forall x (Deny(x, vernon) and Dally(vernon, ronnica) -> Deny(x, ronnica)) forall x (Deny(x, ralina) -> Dally(x, ronnica)) forall x (...
2
True
RelNeg-OWA-D2-167
The harmon does not need the cynthy. The cynthy is fighting. The meir swill the harmon. The kathlin swill the cynthy. If something birth the kathlin then it is valent. If the harmon birth the cynthy then the cynthy swill the meir. If something birth the cynthy and the cynthy swill the meir then it birth the meir. If so...
<extra_id_1> not Deglaze(harmon, cynthy) Fighting(cynthy) Swill(meir, harmon) Swill(kathlin, cynthy) forall x (Birth(x, kathlin) -> Valent(x)) Birth(harmon, cynthy) -> Swill(cynthy, meir) forall x (Birth(x, cynthy) and Swill(cynthy, meir) -> Birth(x, meir)) forall x (Birth(x, harmon) -> Swill(x, meir)) forall x (Swill(...
2
False
RelNeg-OWA-D2-167
The crissie does not need the hortensia. The hortensia is phenotypic. The nathalia shoo the crissie. The wiatt shoo the hortensia. If something denude the wiatt then it is parrotlike. If the crissie denude the hortensia then the hortensia shoo the nathalia. If something denude the hortensia and the hortensia shoo the n...
<extra_id_1> not Start(crissie, hortensia) Phenotypic(hortensia) Shoo(nathalia, crissie) Shoo(wiatt, hortensia) forall x (Denude(x, wiatt) -> Parrotlike(x)) Denude(crissie, hortensia) -> Shoo(hortensia, nathalia) forall x (Denude(x, hortensia) and Shoo(hortensia, nathalia) -> Denude(x, nathalia)) forall x (Denude(x, cr...
2
Unknown
RelNeg-OWA-D2-167
The tarzan does not need the blaine. The blaine is uncurved. The debee abstain the tarzan. The victoria abstain the blaine. If something gangrene the victoria then it is postmortem. If the tarzan gangrene the blaine then the blaine abstain the debee. If something gangrene the blaine and the blaine abstain the debee the...
<extra_id_1> not Shuffle(tarzan, blaine) Uncurved(blaine) Abstain(debee, tarzan) Abstain(victoria, blaine) forall x (Gangrene(x, victoria) -> Postmortem(x)) Gangrene(tarzan, blaine) -> Abstain(blaine, debee) forall x (Gangrene(x, blaine) and Abstain(blaine, debee) -> Gangrene(x, debee)) forall x (Gangrene(x, tarzan) ->...
2
Unknown
RelNeg-OWA-D2-167
The rica does not need the matthus. The matthus is vendable. The rafael blow the rica. The thorndike blow the matthus. If something doodle the thorndike then it is flowing. If the rica doodle the matthus then the matthus blow the rafael. If something doodle the matthus and the matthus blow the rafael then it doodle the...
<extra_id_1> not Upset(rica, matthus) Vendable(matthus) Blow(rafael, rica) Blow(thorndike, matthus) forall x (Doodle(x, thorndike) -> Flowing(x)) Doodle(rica, matthus) -> Blow(matthus, rafael) forall x (Doodle(x, matthus) and Blow(matthus, rafael) -> Doodle(x, rafael)) forall x (Doodle(x, rica) -> Blow(x, rafael)) fora...
1
Unknown
RelNeg-OWA-D2-167
The elijah does not need the emile. The emile is flocculent. The dedra prickle the elijah. The sloane prickle the emile. If something trim the sloane then it is gassy. If the elijah trim the emile then the emile prickle the dedra. If something trim the emile and the emile prickle the dedra then it trim the dedra. If so...
<extra_id_1> not Retrieve(elijah, emile) Flocculent(emile) Prickle(dedra, elijah) Prickle(sloane, emile) forall x (Trim(x, sloane) -> Gassy(x)) Trim(elijah, emile) -> Prickle(emile, dedra) forall x (Trim(x, emile) and Prickle(emile, dedra) -> Trim(x, dedra)) forall x (Trim(x, elijah) -> Prickle(x, dedra)) forall x (Pri...
0
Unknown
RelNeg-OWA-D2-167
The amanda does not need the leona. The leona is grieving. The cassi dung the amanda. The mairead dung the leona. If something shift the mairead then it is sickish. If the amanda shift the leona then the leona dung the cassi. If something shift the leona and the leona dung the cassi then it shift the cassi. If somethin...
<extra_id_1> not Rediscover(amanda, leona) Grieving(leona) Dung(cassi, amanda) Dung(mairead, leona) forall x (Shift(x, mairead) -> Sickish(x)) Shift(amanda, leona) -> Dung(leona, cassi) forall x (Shift(x, leona) and Dung(leona, cassi) -> Shift(x, cassi)) forall x (Shift(x, amanda) -> Dung(x, cassi)) forall x (Dung(x, a...
0
Unknown
RelNeg-OWA-D2-167
The tabby does not need the jake. The jake is deplorable. The gregory lime the tabby. The ginny lime the jake. If something rescind the ginny then it is unpledged. If the tabby rescind the jake then the jake lime the gregory. If something rescind the jake and the jake lime the gregory then it rescind the gregory. If so...
<extra_id_1> not Recess(tabby, jake) Deplorable(jake) Lime(gregory, tabby) Lime(ginny, jake) forall x (Rescind(x, ginny) -> Unpledged(x)) Rescind(tabby, jake) -> Lime(jake, gregory) forall x (Rescind(x, jake) and Lime(jake, gregory) -> Rescind(x, gregory)) forall x (Rescind(x, tabby) -> Lime(x, gregory)) forall x (Lime...
0
Unknown
RelNeg-OWA-D2-167
Igor is curvy. Igor is not delicious. Igor is not instant. Nick is blasting. Nick is isothermal. Nick is assuming. Nick is not becalmed. Nick is delicious. Nick is instant. Elli is assuming. Elli is delicious. Elli is instant. If someone is becalmed and not instant then they are not delicious. Round people are deliciou...
<extra_id_1> Curvy(igor) not Delicious(igor) not Instant(igor) Blasting(nick) Isothermal(nick) Assuming(nick) not Becalmed(nick) Delicious(nick) Instant(nick) Assuming(elli) Delicious(elli) Instant(elli) forall x (Becalmed(x) and not Instant(x) -> not Delicious(x)) forall x (Becalmed(x) -> Delicious(x)) forall x (Isoth...
0
True
AttNeg-OWA-D2-2174
Manon is selective. Manon is not seventeen. Manon is not urbanised. Emlynn is objective. Emlynn is dwarfish. Emlynn is still. Emlynn is not motionless. Emlynn is seventeen. Emlynn is urbanised. Donella is still. Donella is seventeen. Donella is urbanised. If someone is motionless and not urbanised then they are not sev...
<extra_id_1> Selective(manon) not Seventeen(manon) not Urbanised(manon) Objective(emlynn) Dwarfish(emlynn) Still(emlynn) not Motionless(emlynn) Seventeen(emlynn) Urbanised(emlynn) Still(donella) Seventeen(donella) Urbanised(donella) forall x (Motionless(x) and not Urbanised(x) -> not Seventeen(x)) forall x (Motionless(...
0
False
AttNeg-OWA-D2-2174
Morgen is irresolute. Morgen is not chimeral. Morgen is not acned. Martyn is ghanese. Martyn is quadruplex. Martyn is waxy. Martyn is not dependent. Martyn is chimeral. Martyn is acned. Kiley is waxy. Kiley is chimeral. Kiley is acned. If someone is dependent and not acned then they are not chimeral. Round people are c...
<extra_id_1> Irresolute(morgen) not Chimeral(morgen) not Acned(morgen) Ghanese(martyn) Quadruplex(martyn) Waxy(martyn) not Dependent(martyn) Chimeral(martyn) Acned(martyn) Waxy(kiley) Chimeral(kiley) Acned(kiley) forall x (Dependent(x) and not Acned(x) -> not Chimeral(x)) forall x (Dependent(x) -> Chimeral(x)) forall x...
1
True
AttNeg-OWA-D2-2174
Leonid is fuggy. Leonid is not spellbound. Leonid is not taboo. Annalee is boughless. Annalee is snazzy. Annalee is alaskan. Annalee is not canonized. Annalee is spellbound. Annalee is taboo. Noelyn is alaskan. Noelyn is spellbound. Noelyn is taboo. If someone is canonized and not taboo then they are not spellbound. Ro...
<extra_id_1> Fuggy(leonid) not Spellbound(leonid) not Taboo(leonid) Boughless(annalee) Snazzy(annalee) Alaskan(annalee) not Canonized(annalee) Spellbound(annalee) Taboo(annalee) Alaskan(noelyn) Spellbound(noelyn) Taboo(noelyn) forall x (Canonized(x) and not Taboo(x) -> not Spellbound(x)) forall x (Canonized(x) -> Spell...
1
False
AttNeg-OWA-D2-2174
Orelie is negro. Orelie is not dropsical. Orelie is not estimable. Shelli is moonless. Shelli is mature. Shelli is pyrogenic. Shelli is not fledgeless. Shelli is dropsical. Shelli is estimable. Candace is pyrogenic. Candace is dropsical. Candace is estimable. If someone is fledgeless and not estimable then they are not...
<extra_id_1> Negro(orelie) not Dropsical(orelie) not Estimable(orelie) Moonless(shelli) Mature(shelli) Pyrogenic(shelli) not Fledgeless(shelli) Dropsical(shelli) Estimable(shelli) Pyrogenic(candace) Dropsical(candace) Estimable(candace) forall x (Fledgeless(x) and not Estimable(x) -> not Dropsical(x)) forall x (Fledgel...
2
True
AttNeg-OWA-D2-2174
Jephthah is yogistic. Jephthah is not craggy. Jephthah is not paid. Arlen is sacrosanct. Arlen is taxing. Arlen is soundless. Arlen is not expansible. Arlen is craggy. Arlen is paid. Phoebe is soundless. Phoebe is craggy. Phoebe is paid. If someone is expansible and not paid then they are not craggy. Round people are c...
<extra_id_1> Yogistic(jephthah) not Craggy(jephthah) not Paid(jephthah) Sacrosanct(arlen) Taxing(arlen) Soundless(arlen) not Expansible(arlen) Craggy(arlen) Paid(arlen) Soundless(phoebe) Craggy(phoebe) Paid(phoebe) forall x (Expansible(x) and not Paid(x) -> not Craggy(x)) forall x (Expansible(x) -> Craggy(x)) forall x ...
2
False
AttNeg-OWA-D2-2174
Harold is starchless. Harold is not anabolic. Harold is not tumultuous. Lizbeth is catatonic. Lizbeth is foremost. Lizbeth is sublingual. Lizbeth is not moony. Lizbeth is anabolic. Lizbeth is tumultuous. Filmore is sublingual. Filmore is anabolic. Filmore is tumultuous. If someone is moony and not tumultuous then they ...
<extra_id_1> Starchless(harold) not Anabolic(harold) not Tumultuous(harold) Catatonic(lizbeth) Foremost(lizbeth) Sublingual(lizbeth) not Moony(lizbeth) Anabolic(lizbeth) Tumultuous(lizbeth) Sublingual(filmore) Anabolic(filmore) Tumultuous(filmore) forall x (Moony(x) and not Tumultuous(x) -> not Anabolic(x)) forall x (M...
1
Unknown
AttNeg-OWA-D2-2174
Corie is swift. Corie is not junior. Corie is not traceable. Pegeen is patronymic. Pegeen is celestial. Pegeen is heterodyne. Pegeen is not vivace. Pegeen is junior. Pegeen is traceable. Lanni is heterodyne. Lanni is junior. Lanni is traceable. If someone is vivace and not traceable then they are not junior. Round peop...
<extra_id_1> Swift(corie) not Junior(corie) not Traceable(corie) Patronymic(pegeen) Celestial(pegeen) Heterodyne(pegeen) not Vivace(pegeen) Junior(pegeen) Traceable(pegeen) Heterodyne(lanni) Junior(lanni) Traceable(lanni) forall x (Vivace(x) and not Traceable(x) -> not Junior(x)) forall x (Vivace(x) -> Junior(x)) foral...
0
Unknown
AttNeg-OWA-D2-2174
Stevana is looking. Stevana is not blanketed. Stevana is not astragalar. Kyla is luminous. Kyla is natal. Kyla is egoistic. Kyla is not secretory. Kyla is blanketed. Kyla is astragalar. Barnebas is egoistic. Barnebas is blanketed. Barnebas is astragalar. If someone is secretory and not astragalar then they are not blan...
<extra_id_1> Looking(stevana) not Blanketed(stevana) not Astragalar(stevana) Luminous(kyla) Natal(kyla) Egoistic(kyla) not Secretory(kyla) Blanketed(kyla) Astragalar(kyla) Egoistic(barnebas) Blanketed(barnebas) Astragalar(barnebas) forall x (Secretory(x) and not Astragalar(x) -> not Blanketed(x)) forall x (Secretory(x)...
0
Unknown
AttNeg-OWA-D2-2174
Ardis is perforate. Ardis is not recusant. Ardis is not oviparous. Willy is mullioned. Willy is invertible. Willy is orchestral. Willy is not eccentric. Willy is recusant. Willy is oviparous. Mersey is orchestral. Mersey is recusant. Mersey is oviparous. If someone is eccentric and not oviparous then they are not recus...
<extra_id_1> Perforate(ardis) not Recusant(ardis) not Oviparous(ardis) Mullioned(willy) Invertible(willy) Orchestral(willy) not Eccentric(willy) Recusant(willy) Oviparous(willy) Orchestral(mersey) Recusant(mersey) Oviparous(mersey) forall x (Eccentric(x) and not Oviparous(x) -> not Recusant(x)) forall x (Eccentric(x) -...
0
Unknown
AttNeg-OWA-D2-2174
Dudley is engaged. Dudley is not incessant. Dudley is not persian. Renata is cleft. Renata is unpopular. Renata is admittible. Renata is not missionary. Renata is incessant. Renata is persian. Meriel is admittible. Meriel is incessant. Meriel is persian. If someone is missionary and not persian then they are not incess...
<extra_id_1> Engaged(dudley) not Incessant(dudley) not Persian(dudley) Cleft(renata) Unpopular(renata) Admittible(renata) not Missionary(renata) Incessant(renata) Persian(renata) Admittible(meriel) Incessant(meriel) Persian(meriel) forall x (Missionary(x) and not Persian(x) -> not Incessant(x)) forall x (Missionary(x) ...
0
Unknown
AttNeg-OWA-D2-2174
Rob is unvoiced. Rob is not quotidian. Rob is not malayan. Yehudit is mixed. Yehudit is magical. Yehudit is vatical. Yehudit is not salacious. Yehudit is quotidian. Yehudit is malayan. Ilka is vatical. Ilka is quotidian. Ilka is malayan. If someone is salacious and not malayan then they are not quotidian. Round people ...
<extra_id_1> Unvoiced(rob) not Quotidian(rob) not Malayan(rob) Mixed(yehudit) Magical(yehudit) Vatical(yehudit) not Salacious(yehudit) Quotidian(yehudit) Malayan(yehudit) Vatical(ilka) Quotidian(ilka) Malayan(ilka) forall x (Salacious(x) and not Malayan(x) -> not Quotidian(x)) forall x (Salacious(x) -> Quotidian(x)) fo...
0
Unknown
AttNeg-OWA-D2-2174
The langston reinvent the helyn. The arlee harpoon the cosmo. The helyn reinvent the langston. The cosmo is violated. If something is marvellous then it is beltlike. If something stratify the langston then the langston harpoon the cosmo. If something harpoon the arlee and it reinvent the helyn then the helyn reinvent t...
<extra_id_1> Reinvent(langston, helyn) Harpoon(arlee, cosmo) Reinvent(helyn, langston) Violated(cosmo) forall x (Marvellous(x) -> Beltlike(x)) forall x (Stratify(x, langston) -> Harpoon(langston, cosmo)) forall x (Harpoon(x, arlee) and Reinvent(x, helyn) -> Reinvent(helyn, arlee)) forall x (Reinvent(x, cosmo) -> Harpoo...
0
True
RelNoneg-OWA-D2-385
The kimberlyn await the nertie. The cicily upstage the marjie. The nertie await the kimberlyn. The marjie is broadband. If something is destroyed then it is unspaced. If something tolerate the kimberlyn then the kimberlyn upstage the marjie. If something upstage the cicily and it await the nertie then the nertie await ...
<extra_id_1> Await(kimberlyn, nertie) Upstage(cicily, marjie) Await(nertie, kimberlyn) Broadband(marjie) forall x (Destroyed(x) -> Unspaced(x)) forall x (Tolerate(x, kimberlyn) -> Upstage(kimberlyn, marjie)) forall x (Upstage(x, cicily) and Await(x, nertie) -> Await(nertie, cicily)) forall x (Await(x, marjie) -> Upstag...
0
False
RelNoneg-OWA-D2-385
The kerrie calendar the kenny. The dede expunge the madelin. The kenny calendar the kerrie. The madelin is macedonian. If something is unremedied then it is ungarbed. If something crust the kerrie then the kerrie expunge the madelin. If something expunge the dede and it calendar the kenny then the kenny calendar the de...
<extra_id_1> Calendar(kerrie, kenny) Expunge(dede, madelin) Calendar(kenny, kerrie) Macedonian(madelin) forall x (Unremedied(x) -> Ungarbed(x)) forall x (Crust(x, kerrie) -> Expunge(kerrie, madelin)) forall x (Expunge(x, dede) and Calendar(x, kenny) -> Calendar(kenny, dede)) forall x (Calendar(x, madelin) -> Expunge(x,...
1
True
RelNoneg-OWA-D2-385
The jimbo attract the gayleen. The clarisa poll the elfrida. The gayleen attract the jimbo. The elfrida is penetrable. If something is buccal then it is unvaried. If something deal the jimbo then the jimbo poll the elfrida. If something poll the clarisa and it attract the gayleen then the gayleen attract the clarisa. I...
<extra_id_1> Attract(jimbo, gayleen) Poll(clarisa, elfrida) Attract(gayleen, jimbo) Penetrable(elfrida) forall x (Buccal(x) -> Unvaried(x)) forall x (Deal(x, jimbo) -> Poll(jimbo, elfrida)) forall x (Poll(x, clarisa) and Attract(x, gayleen) -> Attract(gayleen, clarisa)) forall x (Attract(x, elfrida) -> Poll(x, clarisa)...
1
False
RelNoneg-OWA-D2-385
The valera eradicate the thaxter. The beatrix winch the cyril. The thaxter eradicate the valera. The cyril is tinned. If something is stubbly then it is idyllic. If something orient the valera then the valera winch the cyril. If something winch the beatrix and it eradicate the thaxter then the thaxter eradicate the bea...
<extra_id_1> Eradicate(valera, thaxter) Winch(beatrix, cyril) Eradicate(thaxter, valera) Tinned(cyril) forall x (Stubbly(x) -> Idyllic(x)) forall x (Orient(x, valera) -> Winch(valera, cyril)) forall x (Winch(x, beatrix) and Eradicate(x, thaxter) -> Eradicate(thaxter, beatrix)) forall x (Eradicate(x, cyril) -> Winch(x, ...
2
True
RelNoneg-OWA-D2-385
The jorie behold the verena. The billi lignify the rodney. The verena behold the jorie. The rodney is thirtieth. If something is talentless then it is leading. If something disco the jorie then the jorie lignify the rodney. If something lignify the billi and it behold the verena then the verena behold the billi. If som...
<extra_id_1> Behold(jorie, verena) Lignify(billi, rodney) Behold(verena, jorie) Thirtieth(rodney) forall x (Talentless(x) -> Leading(x)) forall x (Disco(x, jorie) -> Lignify(jorie, rodney)) forall x (Lignify(x, billi) and Behold(x, verena) -> Behold(verena, billi)) forall x (Behold(x, rodney) -> Lignify(x, billi)) fora...
2
False
RelNoneg-OWA-D2-385
The rodd mess the robin. The arabella vend the harlan. The robin mess the rodd. The harlan is enchained. If something is stalked then it is eradicable. If something rubberise the rodd then the rodd vend the harlan. If something vend the arabella and it mess the robin then the robin mess the arabella. If something mess ...
<extra_id_1> Mess(rodd, robin) Vend(arabella, harlan) Mess(robin, rodd) Enchained(harlan) forall x (Stalked(x) -> Eradicable(x)) forall x (Rubberise(x, rodd) -> Vend(rodd, harlan)) forall x (Vend(x, arabella) and Mess(x, robin) -> Mess(robin, arabella)) forall x (Mess(x, harlan) -> Vend(x, arabella)) forall x (Mess(x, ...
1
Unknown
RelNoneg-OWA-D2-385
The trudey criticize the nelson. The saw pestle the ehud. The nelson criticize the trudey. The ehud is oral. If something is norman then it is referable. If something hush the trudey then the trudey pestle the ehud. If something pestle the saw and it criticize the nelson then the nelson criticize the saw. If something ...
<extra_id_1> Criticize(trudey, nelson) Pestle(saw, ehud) Criticize(nelson, trudey) Oral(ehud) forall x (Norman(x) -> Referable(x)) forall x (Hush(x, trudey) -> Pestle(trudey, ehud)) forall x (Pestle(x, saw) and Criticize(x, nelson) -> Criticize(nelson, saw)) forall x (Criticize(x, ehud) -> Pestle(x, saw)) forall x (Cri...
1
Unknown
RelNoneg-OWA-D2-385
The xymenes nuke the rodrick. The mindy chock the jeannine. The rodrick nuke the xymenes. The jeannine is spermous. If something is vocal then it is corymbose. If something honey the xymenes then the xymenes chock the jeannine. If something chock the mindy and it nuke the rodrick then the rodrick nuke the mindy. If som...
<extra_id_1> Nuke(xymenes, rodrick) Chock(mindy, jeannine) Nuke(rodrick, xymenes) Spermous(jeannine) forall x (Vocal(x) -> Corymbose(x)) forall x (Honey(x, xymenes) -> Chock(xymenes, jeannine)) forall x (Chock(x, mindy) and Nuke(x, rodrick) -> Nuke(rodrick, mindy)) forall x (Nuke(x, jeannine) -> Chock(x, mindy)) forall...
1
Unknown
RelNoneg-OWA-D2-385
The cecile bestrew the stormy. The gwenny maximize the dove. The stormy bestrew the cecile. The dove is waterless. If something is unarguable then it is simple. If something lionize the cecile then the cecile maximize the dove. If something maximize the gwenny and it bestrew the stormy then the stormy bestrew the gwenn...
<extra_id_1> Bestrew(cecile, stormy) Maximize(gwenny, dove) Bestrew(stormy, cecile) Waterless(dove) forall x (Unarguable(x) -> Simple(x)) forall x (Lionize(x, cecile) -> Maximize(cecile, dove)) forall x (Maximize(x, gwenny) and Bestrew(x, stormy) -> Bestrew(stormy, gwenny)) forall x (Bestrew(x, dove) -> Maximize(x, gwe...
0
Unknown
RelNoneg-OWA-D2-385
The rivalee misconduct the theodore. The osmond playact the xylia. The theodore misconduct the rivalee. The xylia is eidetic. If something is wholesale then it is concluding. If something puree the rivalee then the rivalee playact the xylia. If something playact the osmond and it misconduct the theodore then the theodo...
<extra_id_1> Misconduct(rivalee, theodore) Playact(osmond, xylia) Misconduct(theodore, rivalee) Eidetic(xylia) forall x (Wholesale(x) -> Concluding(x)) forall x (Puree(x, rivalee) -> Playact(rivalee, xylia)) forall x (Playact(x, osmond) and Misconduct(x, theodore) -> Misconduct(theodore, osmond)) forall x (Misconduct(x...
0
Unknown
RelNoneg-OWA-D2-385
The vassili empower the waylan. The rodrick scry the phillie. The waylan empower the vassili. The phillie is juristic. If something is mediatory then it is digital. If something scrub the vassili then the vassili scry the phillie. If something scry the rodrick and it empower the waylan then the waylan empower the rodri...
<extra_id_1> Empower(vassili, waylan) Scry(rodrick, phillie) Empower(waylan, vassili) Juristic(phillie) forall x (Mediatory(x) -> Digital(x)) forall x (Scrub(x, vassili) -> Scry(vassili, phillie)) forall x (Scry(x, rodrick) and Empower(x, waylan) -> Empower(waylan, rodrick)) forall x (Empower(x, phillie) -> Scry(x, rod...
0
Unknown
RelNoneg-OWA-D2-385
Clovis is not untrained. Clovis is disused. Clovis is gangling. Clovis is vacant. Steffen is empathetic. Steffen is untrained. Steffen is swelled. Steffen is gangling. Ronalda is untrained. Ronalda is disused. Ronalda is gangling. Ronalda is dire. Deny is empathetic. Deny is gangling. Deny is dire. Big, vacant things a...
<extra_id_1> not Untrained(clovis) Disused(clovis) Gangling(clovis) Vacant(clovis) Empathetic(steffen) Untrained(steffen) Swelled(steffen) Gangling(steffen) Untrained(ronalda) Disused(ronalda) Gangling(ronalda) Dire(ronalda) Empathetic(deny) Gangling(deny) Dire(deny) forall x (Empathetic(x) and Vacant(x) -> Dire(x)) fo...
0
True
AttNeg-OWA-D2-1341
Raul is not spavined. Raul is veined. Raul is bookish. Raul is obsessed. Hervey is lusterless. Hervey is spavined. Hervey is ripe. Hervey is bookish. Hewitt is spavined. Hewitt is veined. Hewitt is bookish. Hewitt is biracial. Bethina is lusterless. Bethina is bookish. Bethina is biracial. Big, obsessed things are bira...
<extra_id_1> not Spavined(raul) Veined(raul) Bookish(raul) Obsessed(raul) Lusterless(hervey) Spavined(hervey) Ripe(hervey) Bookish(hervey) Spavined(hewitt) Veined(hewitt) Bookish(hewitt) Biracial(hewitt) Lusterless(bethina) Bookish(bethina) Biracial(bethina) forall x (Lusterless(x) and Obsessed(x) -> Biracial(x)) foral...
0
False
AttNeg-OWA-D2-1341
Dalton is not sarcastic. Dalton is condylar. Dalton is nosed. Dalton is publicised. Artur is precatory. Artur is sarcastic. Artur is umpteen. Artur is nosed. Claudina is sarcastic. Claudina is condylar. Claudina is nosed. Claudina is ropey. Jennica is precatory. Jennica is nosed. Jennica is ropey. Big, publicised thing...
<extra_id_1> not Sarcastic(dalton) Condylar(dalton) Nosed(dalton) Publicised(dalton) Precatory(artur) Sarcastic(artur) Umpteen(artur) Nosed(artur) Sarcastic(claudina) Condylar(claudina) Nosed(claudina) Ropey(claudina) Precatory(jennica) Nosed(jennica) Ropey(jennica) forall x (Precatory(x) and Publicised(x) -> Ropey(x))...
1
True
AttNeg-OWA-D2-1341
Sigrid is not resolute. Sigrid is petty. Sigrid is splashed. Sigrid is genealogic. Anatol is sweptback. Anatol is resolute. Anatol is adapted. Anatol is splashed. Amata is resolute. Amata is petty. Amata is splashed. Amata is millennian. Kaia is sweptback. Kaia is splashed. Kaia is millennian. Big, genealogic things ar...
<extra_id_1> not Resolute(sigrid) Petty(sigrid) Splashed(sigrid) Genealogic(sigrid) Sweptback(anatol) Resolute(anatol) Adapted(anatol) Splashed(anatol) Resolute(amata) Petty(amata) Splashed(amata) Millennian(amata) Sweptback(kaia) Splashed(kaia) Millennian(kaia) forall x (Sweptback(x) and Genealogic(x) -> Millennian(x)...
1
False
AttNeg-OWA-D2-1341
Lizzie is not botanical. Lizzie is galilean. Lizzie is avirulent. Lizzie is idyllic. Michel is evil. Michel is botanical. Michel is adductive. Michel is avirulent. Moise is botanical. Moise is galilean. Moise is avirulent. Moise is handless. Josephine is evil. Josephine is avirulent. Josephine is handless. Big, idyllic...
<extra_id_1> not Botanical(lizzie) Galilean(lizzie) Avirulent(lizzie) Idyllic(lizzie) Evil(michel) Botanical(michel) Adductive(michel) Avirulent(michel) Botanical(moise) Galilean(moise) Avirulent(moise) Handless(moise) Evil(josephine) Avirulent(josephine) Handless(josephine) forall x (Evil(x) and Idyllic(x) -> Handless...
2
True
AttNeg-OWA-D2-1341
Elissa is not even. Elissa is immanent. Elissa is monodical. Elissa is assonant. Janela is animated. Janela is even. Janela is slim. Janela is monodical. Rosario is even. Rosario is immanent. Rosario is monodical. Rosario is miasmic. Nikoletta is animated. Nikoletta is monodical. Nikoletta is miasmic. Big, assonant thi...
<extra_id_1> not Even(elissa) Immanent(elissa) Monodical(elissa) Assonant(elissa) Animated(janela) Even(janela) Slim(janela) Monodical(janela) Even(rosario) Immanent(rosario) Monodical(rosario) Miasmic(rosario) Animated(nikoletta) Monodical(nikoletta) Miasmic(nikoletta) forall x (Animated(x) and Assonant(x) -> Miasmic(...
2
False
AttNeg-OWA-D2-1341
Tadd is not noxious. Tadd is dashed. Tadd is modernised. Tadd is sliding. Josefina is fickle. Josefina is noxious. Josefina is metallike. Josefina is modernised. Aline is noxious. Aline is dashed. Aline is modernised. Aline is perky. Patrice is fickle. Patrice is modernised. Patrice is perky. Big, sliding things are pe...
<extra_id_1> not Noxious(tadd) Dashed(tadd) Modernised(tadd) Sliding(tadd) Fickle(josefina) Noxious(josefina) Metallike(josefina) Modernised(josefina) Noxious(aline) Dashed(aline) Modernised(aline) Perky(aline) Fickle(patrice) Modernised(patrice) Perky(patrice) forall x (Fickle(x) and Sliding(x) -> Perky(x)) forall x (...
1
Unknown
AttNeg-OWA-D2-1341
Laural is not arty. Laural is plumed. Laural is great. Laural is gallic. Esta is jacksonian. Esta is arty. Esta is uveal. Esta is great. Emylee is arty. Emylee is plumed. Emylee is great. Emylee is unplumbed. Theodora is jacksonian. Theodora is great. Theodora is unplumbed. Big, gallic things are unplumbed. Green thing...
<extra_id_1> not Arty(laural) Plumed(laural) Great(laural) Gallic(laural) Jacksonian(esta) Arty(esta) Uveal(esta) Great(esta) Arty(emylee) Plumed(emylee) Great(emylee) Unplumbed(emylee) Jacksonian(theodora) Great(theodora) Unplumbed(theodora) forall x (Jacksonian(x) and Gallic(x) -> Unplumbed(x)) forall x (Uveal(x) -> ...
1
Unknown
AttNeg-OWA-D2-1341
Crissy is not brash. Crissy is oceangoing. Crissy is avid. Crissy is epicurean. Giraldo is brimless. Giraldo is brash. Giraldo is hornlike. Giraldo is avid. Georgy is brash. Georgy is oceangoing. Georgy is avid. Georgy is twinkly. Verile is brimless. Verile is avid. Verile is twinkly. Big, epicurean things are twinkly....
<extra_id_1> not Brash(crissy) Oceangoing(crissy) Avid(crissy) Epicurean(crissy) Brimless(giraldo) Brash(giraldo) Hornlike(giraldo) Avid(giraldo) Brash(georgy) Oceangoing(georgy) Avid(georgy) Twinkly(georgy) Brimless(verile) Avid(verile) Twinkly(verile) forall x (Brimless(x) and Epicurean(x) -> Twinkly(x)) forall x (Ho...
1
Unknown
AttNeg-OWA-D2-1341
Roseline is not rigged. Roseline is catenulate. Roseline is allometric. Roseline is congruent. Alla is antsy. Alla is rigged. Alla is preclusive. Alla is allometric. Quiggly is rigged. Quiggly is catenulate. Quiggly is allometric. Quiggly is arteriolar. Jonell is antsy. Jonell is allometric. Jonell is arteriolar. Big, ...
<extra_id_1> not Rigged(roseline) Catenulate(roseline) Allometric(roseline) Congruent(roseline) Antsy(alla) Rigged(alla) Preclusive(alla) Allometric(alla) Rigged(quiggly) Catenulate(quiggly) Allometric(quiggly) Arteriolar(quiggly) Antsy(jonell) Allometric(jonell) Arteriolar(jonell) forall x (Antsy(x) and Congruent(x) -...
0
Unknown
AttNeg-OWA-D2-1341
Genna is not clonal. Genna is eighteen. Genna is plumbable. Genna is arborary. Fawna is crested. Fawna is clonal. Fawna is candent. Fawna is plumbable. Pete is clonal. Pete is eighteen. Pete is plumbable. Pete is nebular. Bart is crested. Bart is plumbable. Bart is nebular. Big, arborary things are nebular. Green thing...
<extra_id_1> not Clonal(genna) Eighteen(genna) Plumbable(genna) Arborary(genna) Crested(fawna) Clonal(fawna) Candent(fawna) Plumbable(fawna) Clonal(pete) Eighteen(pete) Plumbable(pete) Nebular(pete) Crested(bart) Plumbable(bart) Nebular(bart) forall x (Crested(x) and Arborary(x) -> Nebular(x)) forall x (Candent(x) -> A...
0
Unknown
AttNeg-OWA-D2-1341
Adolf is not impassable. Adolf is prodigious. Adolf is alabaster. Adolf is cooked. Vincents is panicky. Vincents is impassable. Vincents is unsanded. Vincents is alabaster. Felicio is impassable. Felicio is prodigious. Felicio is alabaster. Felicio is stratified. Sybilla is panicky. Sybilla is alabaster. Sybilla is str...
<extra_id_1> not Impassable(adolf) Prodigious(adolf) Alabaster(adolf) Cooked(adolf) Panicky(vincents) Impassable(vincents) Unsanded(vincents) Alabaster(vincents) Impassable(felicio) Prodigious(felicio) Alabaster(felicio) Stratified(felicio) Panicky(sybilla) Alabaster(sybilla) Stratified(sybilla) forall x (Panicky(x) an...
0
Unknown
AttNeg-OWA-D2-1341
Nessie is whiskered. Nessie is communist. Nessie is jesuitical. Rodi is hieratic. Rodi is honduran. Rodi is communist. Rodi is jesuitical. All jesuitical, honduran things are whiskered. All whiskered, hieratic things are endowed. <extra_id_0> Nessie is jesuitical.
<extra_id_1> Whiskered(nessie) Communist(nessie) Jesuitical(nessie) Hieratic(rodi) Honduran(rodi) Communist(rodi) Jesuitical(rodi) forall x (Jesuitical(x) and Honduran(x) -> Whiskered(x)) forall x (Whiskered(x) and Hieratic(x) -> Endowed(x)) <extra_id_2> Jesuitical(nessie) <extra_id_3> therefore Jesuitical(nessie) <ext...
0
True
AttNoneg-OWA-D2-1074
Saxe is anorexic. Saxe is spick. Saxe is scary. Joyce is saline. Joyce is decisive. Joyce is spick. Joyce is scary. All scary, decisive things are anorexic. All anorexic, saline things are poised. <extra_id_0> Joyce is not scary.
<extra_id_1> Anorexic(saxe) Spick(saxe) Scary(saxe) Saline(joyce) Decisive(joyce) Spick(joyce) Scary(joyce) forall x (Scary(x) and Decisive(x) -> Anorexic(x)) forall x (Anorexic(x) and Saline(x) -> Poised(x)) <extra_id_2> not Scary(joyce) <extra_id_3> therefore Scary(joyce) <extra_id_4> False
0
False
AttNoneg-OWA-D2-1074
Carter is brimless. Carter is isolated. Carter is indonesian. Kali is hexagonal. Kali is appendaged. Kali is isolated. Kali is indonesian. All indonesian, appendaged things are brimless. All brimless, hexagonal things are unhallowed. <extra_id_0> Kali is brimless.
<extra_id_1> Brimless(carter) Isolated(carter) Indonesian(carter) Hexagonal(kali) Appendaged(kali) Isolated(kali) Indonesian(kali) forall x (Indonesian(x) and Appendaged(x) -> Brimless(x)) forall x (Brimless(x) and Hexagonal(x) -> Unhallowed(x)) <extra_id_2> Brimless(kali) <extra_id_3> Indonesian(kali) and Appendaged(k...
1
True
AttNoneg-OWA-D2-1074
Tate is sportive. Tate is beaded. Tate is saleable. Appolonia is nonrandom. Appolonia is figured. Appolonia is beaded. Appolonia is saleable. All saleable, figured things are sportive. All sportive, nonrandom things are amoebous. <extra_id_0> Appolonia is not sportive.
<extra_id_1> Sportive(tate) Beaded(tate) Saleable(tate) Nonrandom(appolonia) Figured(appolonia) Beaded(appolonia) Saleable(appolonia) forall x (Saleable(x) and Figured(x) -> Sportive(x)) forall x (Sportive(x) and Nonrandom(x) -> Amoebous(x)) <extra_id_2> not Sportive(appolonia) <extra_id_3> Saleable(appolonia) and Figu...
1
False
AttNoneg-OWA-D2-1074
Harli is aboriginal. Harli is loopy. Harli is ocellated. Caresse is buff. Caresse is brisant. Caresse is loopy. Caresse is ocellated. All ocellated, brisant things are aboriginal. All aboriginal, buff things are servile. <extra_id_0> Caresse is servile.
<extra_id_1> Aboriginal(harli) Loopy(harli) Ocellated(harli) Buff(caresse) Brisant(caresse) Loopy(caresse) Ocellated(caresse) forall x (Ocellated(x) and Brisant(x) -> Aboriginal(x)) forall x (Aboriginal(x) and Buff(x) -> Servile(x)) <extra_id_2> Servile(caresse) <extra_id_3> Ocellated(caresse) and Brisant(caresse) and ...
2
True
AttNoneg-OWA-D2-1074
Maren is diverse. Maren is smoothed. Maren is burrlike. Thaxter is uplifted. Thaxter is assistant. Thaxter is smoothed. Thaxter is burrlike. All burrlike, assistant things are diverse. All diverse, uplifted things are habited. <extra_id_0> Thaxter is not habited.
<extra_id_1> Diverse(maren) Smoothed(maren) Burrlike(maren) Uplifted(thaxter) Assistant(thaxter) Smoothed(thaxter) Burrlike(thaxter) forall x (Burrlike(x) and Assistant(x) -> Diverse(x)) forall x (Diverse(x) and Uplifted(x) -> Habited(x)) <extra_id_2> not Habited(thaxter) <extra_id_3> Burrlike(thaxter) and Assistant(th...
2
False
AttNoneg-OWA-D2-1074
Kathy is chief. Kathy is unsmiling. Kathy is sagittal. Laina is tramontane. Laina is secretory. Laina is unsmiling. Laina is sagittal. All sagittal, secretory things are chief. All chief, tramontane things are shapeless. <extra_id_0> Kathy is not shapeless.
<extra_id_1> Chief(kathy) Unsmiling(kathy) Sagittal(kathy) Tramontane(laina) Secretory(laina) Unsmiling(laina) Sagittal(laina) forall x (Sagittal(x) and Secretory(x) -> Chief(x)) forall x (Chief(x) and Tramontane(x) -> Shapeless(x)) <extra_id_2> not Shapeless(kathy) <extra_id_3> forall x (Chief(x) and Tramontane(x) -> ...
1
Unknown
AttNoneg-OWA-D2-1074
Louis is gleaming. Louis is corneal. Louis is tiptop. Vlad is velvet. Vlad is thwartwise. Vlad is corneal. Vlad is tiptop. All tiptop, thwartwise things are gleaming. All gleaming, velvet things are nonrandom. <extra_id_0> Louis is velvet.
<extra_id_1> Gleaming(louis) Corneal(louis) Tiptop(louis) Velvet(vlad) Thwartwise(vlad) Corneal(vlad) Tiptop(vlad) forall x (Tiptop(x) and Thwartwise(x) -> Gleaming(x)) forall x (Gleaming(x) and Velvet(x) -> Nonrandom(x)) <extra_id_2> Velvet(louis) <extra_id_3> Velvet(louis) <- [no supporting fact or rule] <extra_id_5>...
0
Unknown
AttNoneg-OWA-D2-1074
Marv is gluey. Marv is late. Marv is aortal. Rosetta is undesiring. Rosetta is four. Rosetta is late. Rosetta is aortal. All aortal, four things are gluey. All gluey, undesiring things are adherent. <extra_id_0> Rosetta is not nice.
<extra_id_1> Gluey(marv) Late(marv) Aortal(marv) Undesiring(rosetta) Four(rosetta) Late(rosetta) Aortal(rosetta) forall x (Aortal(x) and Four(x) -> Gluey(x)) forall x (Gluey(x) and Undesiring(x) -> Adherent(x)) <extra_id_2> not Nice(rosetta) <extra_id_3> not Nice(rosetta) <- [no supporting fact or rule] <extra_id_5> Ca...
0
Unknown
AttNoneg-OWA-D2-1074
Lawson is improbable. Lawson is ethnic. Lawson is exigent. Jaynell is disjointed. Jaynell is cogitable. Jaynell is ethnic. Jaynell is exigent. All exigent, cogitable things are improbable. All improbable, disjointed things are mandaean. <extra_id_0> Lawson is nice.
<extra_id_1> Improbable(lawson) Ethnic(lawson) Exigent(lawson) Disjointed(jaynell) Cogitable(jaynell) Ethnic(jaynell) Exigent(jaynell) forall x (Exigent(x) and Cogitable(x) -> Improbable(x)) forall x (Improbable(x) and Disjointed(x) -> Mandaean(x)) <extra_id_2> Nice(lawson) <extra_id_3> Nice(lawson) <- [no supporting f...
0
Unknown
AttNoneg-OWA-D2-1074
Amalee is yuman. Morganica is aldehydic. If something is yuman then it is radial. If something is yuman then it is aldehydic. If Amalee is yuman and Amalee is aldehydic then Amalee is confiscate. All yuman things are ransacked. If Morganica is aldehydic then Morganica is ransacked. If something is radial and ransacked ...
<extra_id_1> Yuman(amalee) Aldehydic(morganica) forall x (Yuman(x) -> Radial(x)) forall x (Yuman(x) -> Aldehydic(x)) Yuman(amalee) and Aldehydic(amalee) -> Confiscate(amalee) forall x (Yuman(x) -> Ransacked(x)) Aldehydic(morganica) -> Ransacked(morganica) forall x (Radial(x) and Ransacked(x) -> Aldehydic(x)) forall x (...
0
True
AttNoneg-OWA-D2-1299
Cybill is pellucid. Deerdre is splashy. If something is pellucid then it is mottled. If something is pellucid then it is splashy. If Cybill is pellucid and Cybill is splashy then Cybill is ergodic. All pellucid things are chargeable. If Deerdre is splashy then Deerdre is chargeable. If something is mottled and chargeab...
<extra_id_1> Pellucid(cybill) Splashy(deerdre) forall x (Pellucid(x) -> Mottled(x)) forall x (Pellucid(x) -> Splashy(x)) Pellucid(cybill) and Splashy(cybill) -> Ergodic(cybill) forall x (Pellucid(x) -> Chargeable(x)) Splashy(deerdre) -> Chargeable(deerdre) forall x (Mottled(x) and Chargeable(x) -> Splashy(x)) forall x ...
0
False
AttNoneg-OWA-D2-1299
Nollie is scrivened. Madlen is executed. If something is scrivened then it is mini. If something is scrivened then it is executed. If Nollie is scrivened and Nollie is executed then Nollie is validating. All scrivened things are matching. If Madlen is executed then Madlen is matching. If something is mini and matching ...
<extra_id_1> Scrivened(nollie) Executed(madlen) forall x (Scrivened(x) -> Mini(x)) forall x (Scrivened(x) -> Executed(x)) Scrivened(nollie) and Executed(nollie) -> Validating(nollie) forall x (Scrivened(x) -> Matching(x)) Executed(madlen) -> Matching(madlen) forall x (Mini(x) and Matching(x) -> Executed(x)) forall x (M...
1
True
AttNoneg-OWA-D2-1299
Lucy is bilabial. Gillian is giant. If something is bilabial then it is earnest. If something is bilabial then it is giant. If Lucy is bilabial and Lucy is giant then Lucy is allegoric. All bilabial things are succulent. If Gillian is giant then Gillian is succulent. If something is earnest and succulent then it is gia...
<extra_id_1> Bilabial(lucy) Giant(gillian) forall x (Bilabial(x) -> Earnest(x)) forall x (Bilabial(x) -> Giant(x)) Bilabial(lucy) and Giant(lucy) -> Allegoric(lucy) forall x (Bilabial(x) -> Succulent(x)) Giant(gillian) -> Succulent(gillian) forall x (Earnest(x) and Succulent(x) -> Giant(x)) forall x (Succulent(x) -> Al...
1
False
AttNoneg-OWA-D2-1299
Quill is hesperian. Nadine is coniferous. If something is hesperian then it is vagile. If something is hesperian then it is coniferous. If Quill is hesperian and Quill is coniferous then Quill is clxx. All hesperian things are kingly. If Nadine is coniferous then Nadine is kingly. If something is vagile and kingly then...
<extra_id_1> Hesperian(quill) Coniferous(nadine) forall x (Hesperian(x) -> Vagile(x)) forall x (Hesperian(x) -> Coniferous(x)) Hesperian(quill) and Coniferous(quill) -> Clxx(quill) forall x (Hesperian(x) -> Kingly(x)) Coniferous(nadine) -> Kingly(nadine) forall x (Vagile(x) and Kingly(x) -> Coniferous(x)) forall x (Kin...
2
True
AttNoneg-OWA-D2-1299
Iggy is foolhardy. Ellynn is misbegot. If something is foolhardy then it is somnific. If something is foolhardy then it is misbegot. If Iggy is foolhardy and Iggy is misbegot then Iggy is fairish. All foolhardy things are clubby. If Ellynn is misbegot then Ellynn is clubby. If something is somnific and clubby then it i...
<extra_id_1> Foolhardy(iggy) Misbegot(ellynn) forall x (Foolhardy(x) -> Somnific(x)) forall x (Foolhardy(x) -> Misbegot(x)) Foolhardy(iggy) and Misbegot(iggy) -> Fairish(iggy) forall x (Foolhardy(x) -> Clubby(x)) Misbegot(ellynn) -> Clubby(ellynn) forall x (Somnific(x) and Clubby(x) -> Misbegot(x)) forall x (Clubby(x) ...
2
False
AttNoneg-OWA-D2-1299
Lina is labelled. Peter is unassigned. If something is labelled then it is encysted. If something is labelled then it is unassigned. If Lina is labelled and Lina is unassigned then Lina is nilotic. All labelled things are fungoid. If Peter is unassigned then Peter is fungoid. If something is encysted and fungoid then i...
<extra_id_1> Labelled(lina) Unassigned(peter) forall x (Labelled(x) -> Encysted(x)) forall x (Labelled(x) -> Unassigned(x)) Labelled(lina) and Unassigned(lina) -> Nilotic(lina) forall x (Labelled(x) -> Fungoid(x)) Unassigned(peter) -> Fungoid(peter) forall x (Encysted(x) and Fungoid(x) -> Unassigned(x)) forall x (Fungo...
1
Unknown
AttNoneg-OWA-D2-1299
Brianna is undefeated. Heda is peerless. If something is undefeated then it is unpromised. If something is undefeated then it is peerless. If Brianna is undefeated and Brianna is peerless then Brianna is splitting. All undefeated things are protozoic. If Heda is peerless then Heda is protozoic. If something is unpromis...
<extra_id_1> Undefeated(brianna) Peerless(heda) forall x (Undefeated(x) -> Unpromised(x)) forall x (Undefeated(x) -> Peerless(x)) Undefeated(brianna) and Peerless(brianna) -> Splitting(brianna) forall x (Undefeated(x) -> Protozoic(x)) Peerless(heda) -> Protozoic(heda) forall x (Unpromised(x) and Protozoic(x) -> Peerles...
0
Unknown
AttNoneg-OWA-D2-1299
Baldwin is acerose. Almeda is whatever. If something is acerose then it is omniscient. If something is acerose then it is whatever. If Baldwin is acerose and Baldwin is whatever then Baldwin is antiblack. All acerose things are hertzian. If Almeda is whatever then Almeda is hertzian. If something is omniscient and hert...
<extra_id_1> Acerose(baldwin) Whatever(almeda) forall x (Acerose(x) -> Omniscient(x)) forall x (Acerose(x) -> Whatever(x)) Acerose(baldwin) and Whatever(baldwin) -> Antiblack(baldwin) forall x (Acerose(x) -> Hertzian(x)) Whatever(almeda) -> Hertzian(almeda) forall x (Omniscient(x) and Hertzian(x) -> Whatever(x)) forall...
0
Unknown
AttNoneg-OWA-D2-1299
Sunny is ninepenny. Fanchon is harmonised. If something is ninepenny then it is hyaline. If something is ninepenny then it is harmonised. If Sunny is ninepenny and Sunny is harmonised then Sunny is frontal. All ninepenny things are smelly. If Fanchon is harmonised then Fanchon is smelly. If something is hyaline and sme...
<extra_id_1> Ninepenny(sunny) Harmonised(fanchon) forall x (Ninepenny(x) -> Hyaline(x)) forall x (Ninepenny(x) -> Harmonised(x)) Ninepenny(sunny) and Harmonised(sunny) -> Frontal(sunny) forall x (Ninepenny(x) -> Smelly(x)) Harmonised(fanchon) -> Smelly(fanchon) forall x (Hyaline(x) and Smelly(x) -> Harmonised(x)) foral...
0
Unknown
AttNoneg-OWA-D2-1299
Lorenzo is acrophobic. Marne is greenside. Prisca is loopy. Hewe is greenside. If Hewe is acrophobic and Hewe is greenside then Hewe is loopy. If Lorenzo is unwedded then Lorenzo is greenside. White things are unwedded. Quiet, spoilt things are clothed. All loopy things are greenside. If something is acrophobic then it...
<extra_id_1> Acrophobic(lorenzo) Greenside(marne) Loopy(prisca) Greenside(hewe) Acrophobic(hewe) and Greenside(hewe) -> Loopy(hewe) Unwedded(lorenzo) -> Greenside(lorenzo) forall x (Clothed(x) -> Unwedded(x)) forall x (Acrophobic(x) and Spoilt(x) -> Clothed(x)) forall x (Loopy(x) -> Greenside(x)) forall x (Acrophobic(x...
0
True
AttNoneg-OWA-D2-1937
Katharine is synergetic. Amabel is diaphyseal. Henrique is polemical. Morry is diaphyseal. If Morry is synergetic and Morry is diaphyseal then Morry is polemical. If Katharine is omnivorous then Katharine is diaphyseal. White things are omnivorous. Quiet, annulate things are uninformed. All polemical things are diaphys...
<extra_id_1> Synergetic(katharine) Diaphyseal(amabel) Polemical(henrique) Diaphyseal(morry) Synergetic(morry) and Diaphyseal(morry) -> Polemical(morry) Omnivorous(katharine) -> Diaphyseal(katharine) forall x (Uninformed(x) -> Omnivorous(x)) forall x (Synergetic(x) and Annulate(x) -> Uninformed(x)) forall x (Polemical(x...
0
False
AttNoneg-OWA-D2-1937