premises stringlengths 67 1.36k | logic stringlengths 141 1.82k | qdep int64 0 7 | answer stringclasses 3
values | source stringlengths 15 20 |
|---|---|---|---|---|
Alden is incognito. Humphrey is anaclinal. Nate is anaclinal. If something is incognito then it is wedged. If something is wedged and incognito then it is cautionary. <extra_id_0> Alden is cautionary. | <extra_id_1>
Incognito(alden)
Anaclinal(humphrey)
Anaclinal(nate)
forall x (Incognito(x) -> Wedged(x))
forall x (Wedged(x) and Incognito(x) -> Cautionary(x))
<extra_id_2>
Cautionary(alden)
<extra_id_3>
Incognito(alden) and forall x (Incognito(x) -> Wedged(x)) -> therefore Wedged(alden) <extra_id_5> Wedged(alden) and In... | 2 | True | AttNeg-OWA-D2-276 |
Talbert is hypnotic. Adriana is peckish. Zandra is peckish. If something is hypnotic then it is agrestic. If something is agrestic and hypnotic then it is canonist. <extra_id_0> Talbert is not canonist. | <extra_id_1>
Hypnotic(talbert)
Peckish(adriana)
Peckish(zandra)
forall x (Hypnotic(x) -> Agrestic(x))
forall x (Agrestic(x) and Hypnotic(x) -> Canonist(x))
<extra_id_2>
not Canonist(talbert)
<extra_id_3>
Hypnotic(talbert) and forall x (Hypnotic(x) -> Agrestic(x)) -> therefore Agrestic(talbert) <extra_id_5> Agrestic(tal... | 2 | False | AttNeg-OWA-D2-276 |
Dael is unfocussed. Katusha is unlobed. Eada is unlobed. If something is unfocussed then it is mauve. If something is mauve and unfocussed then it is redheaded. <extra_id_0> Katusha is not mauve. | <extra_id_1>
Unfocussed(dael)
Unlobed(katusha)
Unlobed(eada)
forall x (Unfocussed(x) -> Mauve(x))
forall x (Mauve(x) and Unfocussed(x) -> Redheaded(x))
<extra_id_2>
not Mauve(katusha)
<extra_id_3>
forall x (Unfocussed(x) -> Mauve(x)) <- [no base fact] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
... | 1 | Unknown | AttNeg-OWA-D2-276 |
Marline is fatherless. Antone is uruguayan. Sarine is uruguayan. If something is fatherless then it is pleonastic. If something is pleonastic and fatherless then it is socialist. <extra_id_0> Sarine is pleonastic. | <extra_id_1>
Fatherless(marline)
Uruguayan(antone)
Uruguayan(sarine)
forall x (Fatherless(x) -> Pleonastic(x))
forall x (Pleonastic(x) and Fatherless(x) -> Socialist(x))
<extra_id_2>
Pleonastic(sarine)
<extra_id_3>
forall x (Fatherless(x) -> Pleonastic(x)) <- [no base fact] <extra_id_5> Cannot be determined from given ... | 1 | Unknown | AttNeg-OWA-D2-276 |
Hana is defamatory. Simeon is hearable. Teddy is hearable. If something is defamatory then it is doubtful. If something is doubtful and defamatory then it is ghastly. <extra_id_0> Simeon is not ghastly. | <extra_id_1>
Defamatory(hana)
Hearable(simeon)
Hearable(teddy)
forall x (Defamatory(x) -> Doubtful(x))
forall x (Doubtful(x) and Defamatory(x) -> Ghastly(x))
<extra_id_2>
not Ghastly(simeon)
<extra_id_3>
forall x (Doubtful(x) and Defamatory(x) -> Ghastly(x)) <- [no base fact] <extra_id_5> Cannot be determined from give... | 1 | Unknown | AttNeg-OWA-D2-276 |
Deva is craved. Estele is endoergic. Nadia is endoergic. If something is craved then it is flavorful. If something is flavorful and craved then it is analytical. <extra_id_0> Deva is round. | <extra_id_1>
Craved(deva)
Endoergic(estele)
Endoergic(nadia)
forall x (Craved(x) -> Flavorful(x))
forall x (Flavorful(x) and Craved(x) -> Analytical(x))
<extra_id_2>
Round(deva)
<extra_id_3>
Round(deva) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Unknown | 0 | Unknown | AttNeg-OWA-D2-276 |
Sidnee is combustive. Jillian is hungarian. Persis is hungarian. If something is combustive then it is universal. If something is universal and combustive then it is arteriolar. <extra_id_0> Sidnee is not hungarian. | <extra_id_1>
Combustive(sidnee)
Hungarian(jillian)
Hungarian(persis)
forall x (Combustive(x) -> Universal(x))
forall x (Universal(x) and Combustive(x) -> Arteriolar(x))
<extra_id_2>
not Hungarian(sidnee)
<extra_id_3>
not Hungarian(sidnee) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given prem... | 0 | Unknown | AttNeg-OWA-D2-276 |
Donielle is slavelike. Lilly is heartfelt. Solange is heartfelt. If something is slavelike then it is debile. If something is debile and slavelike then it is unoccupied. <extra_id_0> Lilly is rough. | <extra_id_1>
Slavelike(donielle)
Heartfelt(lilly)
Heartfelt(solange)
forall x (Slavelike(x) -> Debile(x))
forall x (Debile(x) and Slavelike(x) -> Unoccupied(x))
<extra_id_2>
Rough(lilly)
<extra_id_3>
Rough(lilly) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Unknown | 0 | Unknown | AttNeg-OWA-D2-276 |
Betti is insurgent. Betti is tentacled. Betti is sandpapery. If Betti is alpine then Betti is sadistic. Blue things are sadistic. Blue things are sadistic. Green things are alpine. If something is tentacled then it is murderous. If Betti is tentacled then Betti is not doubled. If something is tentacled and not sadistic... | <extra_id_1>
Insurgent(betti)
Tentacled(betti)
Sandpapery(betti)
Alpine(betti) -> Sadistic(betti)
forall x (Tentacled(x) -> Sadistic(x))
forall x (Tentacled(x) -> Sadistic(x))
forall x (Murderous(x) -> Alpine(x))
forall x (Tentacled(x) -> Murderous(x))
Tentacled(betti) -> not Doubled(betti)
forall x (Tentacled(x) and n... | 0 | True | AttNeg-OWA-D2-309 |
Kaile is ablaze. Kaile is caudal. Kaile is completing. If Kaile is subacute then Kaile is cashable. Blue things are cashable. Blue things are cashable. Green things are subacute. If something is caudal then it is valent. If Kaile is caudal then Kaile is not colorful. If something is caudal and not cashable then it is n... | <extra_id_1>
Ablaze(kaile)
Caudal(kaile)
Completing(kaile)
Subacute(kaile) -> Cashable(kaile)
forall x (Caudal(x) -> Cashable(x))
forall x (Caudal(x) -> Cashable(x))
forall x (Valent(x) -> Subacute(x))
forall x (Caudal(x) -> Valent(x))
Caudal(kaile) -> not Colorful(kaile)
forall x (Caudal(x) and not Cashable(x) -> not ... | 0 | False | AttNeg-OWA-D2-309 |
Darleen is biyearly. Darleen is unmolested. Darleen is agile. If Darleen is raring then Darleen is sloshed. Blue things are sloshed. Blue things are sloshed. Green things are raring. If something is unmolested then it is unwanted. If Darleen is unmolested then Darleen is not guarded. If something is unmolested and not ... | <extra_id_1>
Biyearly(darleen)
Unmolested(darleen)
Agile(darleen)
Raring(darleen) -> Sloshed(darleen)
forall x (Unmolested(x) -> Sloshed(x))
forall x (Unmolested(x) -> Sloshed(x))
forall x (Unwanted(x) -> Raring(x))
forall x (Unmolested(x) -> Unwanted(x))
Unmolested(darleen) -> not Guarded(darleen)
forall x (Unmolested... | 1 | True | AttNeg-OWA-D2-309 |
Garp is ruritanian. Garp is caramel. Garp is transpolar. If Garp is zany then Garp is adoptive. Blue things are adoptive. Blue things are adoptive. Green things are zany. If something is caramel then it is outback. If Garp is caramel then Garp is not reckless. If something is caramel and not adoptive then it is not tra... | <extra_id_1>
Ruritanian(garp)
Caramel(garp)
Transpolar(garp)
Zany(garp) -> Adoptive(garp)
forall x (Caramel(x) -> Adoptive(x))
forall x (Caramel(x) -> Adoptive(x))
forall x (Outback(x) -> Zany(x))
forall x (Caramel(x) -> Outback(x))
Caramel(garp) -> not Reckless(garp)
forall x (Caramel(x) and not Adoptive(x) -> not Tra... | 1 | False | AttNeg-OWA-D2-309 |
Peggy is roily. Peggy is hobnailed. Peggy is biotitic. If Peggy is unrouged then Peggy is reflecting. Blue things are reflecting. Blue things are reflecting. Green things are unrouged. If something is hobnailed then it is concrete. If Peggy is hobnailed then Peggy is not buteonine. If something is hobnailed and not ref... | <extra_id_1>
Roily(peggy)
Hobnailed(peggy)
Biotitic(peggy)
Unrouged(peggy) -> Reflecting(peggy)
forall x (Hobnailed(x) -> Reflecting(x))
forall x (Hobnailed(x) -> Reflecting(x))
forall x (Concrete(x) -> Unrouged(x))
forall x (Hobnailed(x) -> Concrete(x))
Hobnailed(peggy) -> not Buteonine(peggy)
forall x (Hobnailed(x) a... | 2 | True | AttNeg-OWA-D2-309 |
Meyer is untrod. Meyer is casteless. Meyer is diadromous. If Meyer is deductive then Meyer is cyan. Blue things are cyan. Blue things are cyan. Green things are deductive. If something is casteless then it is syllabic. If Meyer is casteless then Meyer is not chained. If something is casteless and not cyan then it is no... | <extra_id_1>
Untrod(meyer)
Casteless(meyer)
Diadromous(meyer)
Deductive(meyer) -> Cyan(meyer)
forall x (Casteless(x) -> Cyan(x))
forall x (Casteless(x) -> Cyan(x))
forall x (Syllabic(x) -> Deductive(x))
forall x (Casteless(x) -> Syllabic(x))
Casteless(meyer) -> not Chained(meyer)
forall x (Casteless(x) and not Cyan(x) ... | 2 | False | AttNeg-OWA-D2-309 |
The avram scrabble the brunhilde. The brunhilde eviscerate the florry. The florry backstop the brunhilde. If something backstop the avram and the avram scrabble the florry then it is strenuous. If something backstop the avram and the avram scrabble the brunhilde then it is packed. If something backstop the brunhilde th... | <extra_id_1>
Scrabble(avram, brunhilde)
Eviscerate(brunhilde, florry)
Backstop(florry, brunhilde)
forall x (Backstop(x, avram) and Scrabble(avram, florry) -> Strenuous(x))
forall x (Backstop(x, avram) and Scrabble(avram, brunhilde) -> Packed(x))
forall x (Backstop(x, brunhilde) -> Backstop(x, avram))
<extra_id_2>
Evisc... | 0 | True | RelNoneg-OWA-D2-1300 |
The brandais adorn the mairead. The mairead detour the aggy. The aggy infuscate the mairead. If something infuscate the brandais and the brandais adorn the aggy then it is icteric. If something infuscate the brandais and the brandais adorn the mairead then it is milklike. If something infuscate the mairead then it infu... | <extra_id_1>
Adorn(brandais, mairead)
Detour(mairead, aggy)
Infuscate(aggy, mairead)
forall x (Infuscate(x, brandais) and Adorn(brandais, aggy) -> Icteric(x))
forall x (Infuscate(x, brandais) and Adorn(brandais, mairead) -> Milklike(x))
forall x (Infuscate(x, mairead) -> Infuscate(x, brandais))
<extra_id_2>
not Detour(... | 0 | False | RelNoneg-OWA-D2-1300 |
The andre subtract the terra. The terra cremate the jerrine. The jerrine gear the terra. If something gear the andre and the andre subtract the jerrine then it is persistent. If something gear the andre and the andre subtract the terra then it is surpliced. If something gear the terra then it gear the andre. <extra_id_... | <extra_id_1>
Subtract(andre, terra)
Cremate(terra, jerrine)
Gear(jerrine, terra)
forall x (Gear(x, andre) and Subtract(andre, jerrine) -> Persistent(x))
forall x (Gear(x, andre) and Subtract(andre, terra) -> Surpliced(x))
forall x (Gear(x, terra) -> Gear(x, andre))
<extra_id_2>
Gear(jerrine, andre)
<extra_id_3>
Gear(je... | 1 | True | RelNoneg-OWA-D2-1300 |
The tray subsist the mylo. The mylo overrefine the emmeline. The emmeline pivot the mylo. If something pivot the tray and the tray subsist the emmeline then it is knockabout. If something pivot the tray and the tray subsist the mylo then it is flaccid. If something pivot the mylo then it pivot the tray. <extra_id_0> Th... | <extra_id_1>
Subsist(tray, mylo)
Overrefine(mylo, emmeline)
Pivot(emmeline, mylo)
forall x (Pivot(x, tray) and Subsist(tray, emmeline) -> Knockabout(x))
forall x (Pivot(x, tray) and Subsist(tray, mylo) -> Flaccid(x))
forall x (Pivot(x, mylo) -> Pivot(x, tray))
<extra_id_2>
not Pivot(emmeline, tray)
<extra_id_3>
Pivot(e... | 1 | False | RelNoneg-OWA-D2-1300 |
The ellene pawn the lisette. The lisette junket the crista. The crista agnize the lisette. If something agnize the ellene and the ellene pawn the crista then it is unroofed. If something agnize the ellene and the ellene pawn the lisette then it is empyreal. If something agnize the lisette then it agnize the ellene. <ex... | <extra_id_1>
Pawn(ellene, lisette)
Junket(lisette, crista)
Agnize(crista, lisette)
forall x (Agnize(x, ellene) and Pawn(ellene, crista) -> Unroofed(x))
forall x (Agnize(x, ellene) and Pawn(ellene, lisette) -> Empyreal(x))
forall x (Agnize(x, lisette) -> Agnize(x, ellene))
<extra_id_2>
Empyreal(crista)
<extra_id_3>
Agni... | 2 | True | RelNoneg-OWA-D2-1300 |
The cassy devilize the sancho. The sancho bugger the alexia. The alexia fullback the sancho. If something fullback the cassy and the cassy devilize the alexia then it is ranking. If something fullback the cassy and the cassy devilize the sancho then it is aimless. If something fullback the sancho then it fullback the c... | <extra_id_1>
Devilize(cassy, sancho)
Bugger(sancho, alexia)
Fullback(alexia, sancho)
forall x (Fullback(x, cassy) and Devilize(cassy, alexia) -> Ranking(x))
forall x (Fullback(x, cassy) and Devilize(cassy, sancho) -> Aimless(x))
forall x (Fullback(x, sancho) -> Fullback(x, cassy))
<extra_id_2>
not Aimless(alexia)
<extr... | 2 | False | RelNoneg-OWA-D2-1300 |
The cathrine stultify the gabriele. The gabriele benefact the connolly. The connolly kick the gabriele. If something kick the cathrine and the cathrine stultify the connolly then it is lxvii. If something kick the cathrine and the cathrine stultify the gabriele then it is tactless. If something kick the gabriele then i... | <extra_id_1>
Stultify(cathrine, gabriele)
Benefact(gabriele, connolly)
Kick(connolly, gabriele)
forall x (Kick(x, cathrine) and Stultify(cathrine, connolly) -> Lxvii(x))
forall x (Kick(x, cathrine) and Stultify(cathrine, gabriele) -> Tactless(x))
forall x (Kick(x, gabriele) -> Kick(x, cathrine))
<extra_id_2>
not Lxvii(... | 1 | Unknown | RelNoneg-OWA-D2-1300 |
The pattie squawk the karmen. The karmen reconfirm the claudius. The claudius catapult the karmen. If something catapult the pattie and the pattie squawk the claudius then it is dyadic. If something catapult the pattie and the pattie squawk the karmen then it is unipolar. If something catapult the karmen then it catapu... | <extra_id_1>
Squawk(pattie, karmen)
Reconfirm(karmen, claudius)
Catapult(claudius, karmen)
forall x (Catapult(x, pattie) and Squawk(pattie, claudius) -> Dyadic(x))
forall x (Catapult(x, pattie) and Squawk(pattie, karmen) -> Unipolar(x))
forall x (Catapult(x, karmen) -> Catapult(x, pattie))
<extra_id_2>
Dyadic(pattie)
<... | 1 | Unknown | RelNoneg-OWA-D2-1300 |
The richardo exhume the josh. The josh caricature the fonzie. The fonzie shift the josh. If something shift the richardo and the richardo exhume the fonzie then it is unimproved. If something shift the richardo and the richardo exhume the josh then it is multiplex. If something shift the josh then it shift the richardo... | <extra_id_1>
Exhume(richardo, josh)
Caricature(josh, fonzie)
Shift(fonzie, josh)
forall x (Shift(x, richardo) and Exhume(richardo, fonzie) -> Unimproved(x))
forall x (Shift(x, richardo) and Exhume(richardo, josh) -> Multiplex(x))
forall x (Shift(x, josh) -> Shift(x, richardo))
<extra_id_2>
not Multiplex(richardo)
<extr... | 2 | Unknown | RelNoneg-OWA-D2-1300 |
The hetti sulk the marje. The marje point the lucita. The lucita preisolate the marje. If something preisolate the hetti and the hetti sulk the lucita then it is squarish. If something preisolate the hetti and the hetti sulk the marje then it is fleshy. If something preisolate the marje then it preisolate the hetti. <e... | <extra_id_1>
Sulk(hetti, marje)
Point(marje, lucita)
Preisolate(lucita, marje)
forall x (Preisolate(x, hetti) and Sulk(hetti, lucita) -> Squarish(x))
forall x (Preisolate(x, hetti) and Sulk(hetti, marje) -> Fleshy(x))
forall x (Preisolate(x, marje) -> Preisolate(x, hetti))
<extra_id_2>
Sulk(hetti, lucita)
<extra_id_3>
... | 0 | Unknown | RelNoneg-OWA-D2-1300 |
The bernita populate the laraine. The laraine categorize the leia. The leia sift the laraine. If something sift the bernita and the bernita populate the leia then it is postmortal. If something sift the bernita and the bernita populate the laraine then it is erudite. If something sift the laraine then it sift the berni... | <extra_id_1>
Populate(bernita, laraine)
Categorize(laraine, leia)
Sift(leia, laraine)
forall x (Sift(x, bernita) and Populate(bernita, leia) -> Postmortal(x))
forall x (Sift(x, bernita) and Populate(bernita, laraine) -> Erudite(x))
forall x (Sift(x, laraine) -> Sift(x, bernita))
<extra_id_2>
not Populate(leia, bernita)... | 0 | Unknown | RelNoneg-OWA-D2-1300 |
The alfred adjure the gusella. The gusella idealise the odelle. The odelle lament the gusella. If something lament the alfred and the alfred adjure the odelle then it is xxvi. If something lament the alfred and the alfred adjure the gusella then it is parietal. If something lament the gusella then it lament the alfred.... | <extra_id_1>
Adjure(alfred, gusella)
Idealise(gusella, odelle)
Lament(odelle, gusella)
forall x (Lament(x, alfred) and Adjure(alfred, odelle) -> Xxvi(x))
forall x (Lament(x, alfred) and Adjure(alfred, gusella) -> Parietal(x))
forall x (Lament(x, gusella) -> Lament(x, alfred))
<extra_id_2>
Lament(alfred, odelle)
<extra_... | 0 | Unknown | RelNoneg-OWA-D2-1300 |
Myrah is recovered. Talbot is viviparous. Ninnetta is bribable. Big, bribable things are piteous. If something is viviparous and piteous then it is bribable. Blue things are piteous. If Myrah is viviparous then Myrah is bribable. If something is priestly and recovered then it is piteous. All piteous things are priestly... | <extra_id_1>
Recovered(myrah)
Viviparous(talbot)
Bribable(ninnetta)
forall x (Recovered(x) and Bribable(x) -> Piteous(x))
forall x (Viviparous(x) and Piteous(x) -> Bribable(x))
forall x (Bribable(x) -> Piteous(x))
Viviparous(myrah) -> Bribable(myrah)
forall x (Priestly(x) and Recovered(x) -> Piteous(x))
forall x (Piteo... | 0 | True | AttNoneg-OWA-D2-2048 |
Gianna is aeriferous. Guthrie is incan. Fannie is stalemated. Big, stalemated things are halal. If something is incan and halal then it is stalemated. Blue things are halal. If Gianna is incan then Gianna is stalemated. If something is collinear and aeriferous then it is halal. All halal things are collinear. <extra_id... | <extra_id_1>
Aeriferous(gianna)
Incan(guthrie)
Stalemated(fannie)
forall x (Aeriferous(x) and Stalemated(x) -> Halal(x))
forall x (Incan(x) and Halal(x) -> Stalemated(x))
forall x (Stalemated(x) -> Halal(x))
Incan(gianna) -> Stalemated(gianna)
forall x (Collinear(x) and Aeriferous(x) -> Halal(x))
forall x (Halal(x) -> ... | 0 | False | AttNoneg-OWA-D2-2048 |
Etienne is askew. Stearn is inshore. Stillman is etiolated. Big, etiolated things are confirming. If something is inshore and confirming then it is etiolated. Blue things are confirming. If Etienne is inshore then Etienne is etiolated. If something is seafaring and askew then it is confirming. All confirming things are... | <extra_id_1>
Askew(etienne)
Inshore(stearn)
Etiolated(stillman)
forall x (Askew(x) and Etiolated(x) -> Confirming(x))
forall x (Inshore(x) and Confirming(x) -> Etiolated(x))
forall x (Etiolated(x) -> Confirming(x))
Inshore(etienne) -> Etiolated(etienne)
forall x (Seafaring(x) and Askew(x) -> Confirming(x))
forall x (Co... | 1 | True | AttNoneg-OWA-D2-2048 |
Brina is molten. Torin is bitchy. Janette is recondite. Big, recondite things are chinless. If something is bitchy and chinless then it is recondite. Blue things are chinless. If Brina is bitchy then Brina is recondite. If something is brusque and molten then it is chinless. All chinless things are brusque. <extra_id_0... | <extra_id_1>
Molten(brina)
Bitchy(torin)
Recondite(janette)
forall x (Molten(x) and Recondite(x) -> Chinless(x))
forall x (Bitchy(x) and Chinless(x) -> Recondite(x))
forall x (Recondite(x) -> Chinless(x))
Bitchy(brina) -> Recondite(brina)
forall x (Brusque(x) and Molten(x) -> Chinless(x))
forall x (Chinless(x) -> Brusq... | 1 | False | AttNoneg-OWA-D2-2048 |
Devora is rotated. Waite is edgy. Rhoda is genoese. Big, genoese things are rife. If something is edgy and rife then it is genoese. Blue things are rife. If Devora is edgy then Devora is genoese. If something is canned and rotated then it is rife. All rife things are canned. <extra_id_0> Rhoda is canned. | <extra_id_1>
Rotated(devora)
Edgy(waite)
Genoese(rhoda)
forall x (Rotated(x) and Genoese(x) -> Rife(x))
forall x (Edgy(x) and Rife(x) -> Genoese(x))
forall x (Genoese(x) -> Rife(x))
Edgy(devora) -> Genoese(devora)
forall x (Canned(x) and Rotated(x) -> Rife(x))
forall x (Rife(x) -> Canned(x))
<extra_id_2>
Canned(rhoda)
... | 2 | True | AttNoneg-OWA-D2-2048 |
Keeley is staminate. Leeanne is unimodal. Marten is abaxial. Big, abaxial things are winded. If something is unimodal and winded then it is abaxial. Blue things are winded. If Keeley is unimodal then Keeley is abaxial. If something is vaulted and staminate then it is winded. All winded things are vaulted. <extra_id_0> ... | <extra_id_1>
Staminate(keeley)
Unimodal(leeanne)
Abaxial(marten)
forall x (Staminate(x) and Abaxial(x) -> Winded(x))
forall x (Unimodal(x) and Winded(x) -> Abaxial(x))
forall x (Abaxial(x) -> Winded(x))
Unimodal(keeley) -> Abaxial(keeley)
forall x (Vaulted(x) and Staminate(x) -> Winded(x))
forall x (Winded(x) -> Vaulte... | 2 | False | AttNoneg-OWA-D2-2048 |
Davidson is pockmarked. Leroy is monistic. Nerti is canonic. Big, canonic things are affine. If something is monistic and affine then it is canonic. Blue things are affine. If Davidson is monistic then Davidson is canonic. If something is nomothetic and pockmarked then it is affine. All affine things are nomothetic. <e... | <extra_id_1>
Pockmarked(davidson)
Monistic(leroy)
Canonic(nerti)
forall x (Pockmarked(x) and Canonic(x) -> Affine(x))
forall x (Monistic(x) and Affine(x) -> Canonic(x))
forall x (Canonic(x) -> Affine(x))
Monistic(davidson) -> Canonic(davidson)
forall x (Nomothetic(x) and Pockmarked(x) -> Affine(x))
forall x (Affine(x) ... | 4 | Unknown | AttNoneg-OWA-D2-2048 |
Skipper is cryptic. Bud is mistaken. Doralia is bonkers. Big, bonkers things are tributary. If something is mistaken and tributary then it is bonkers. Blue things are tributary. If Skipper is mistaken then Skipper is bonkers. If something is thready and cryptic then it is tributary. All tributary things are thready. <e... | <extra_id_1>
Cryptic(skipper)
Mistaken(bud)
Bonkers(doralia)
forall x (Cryptic(x) and Bonkers(x) -> Tributary(x))
forall x (Mistaken(x) and Tributary(x) -> Bonkers(x))
forall x (Bonkers(x) -> Tributary(x))
Mistaken(skipper) -> Bonkers(skipper)
forall x (Thready(x) and Cryptic(x) -> Tributary(x))
forall x (Tributary(x) ... | 3 | Unknown | AttNoneg-OWA-D2-2048 |
Geoffrey is topical. Virgil is allomerous. Ezra is odorous. Big, odorous things are speedy. If something is allomerous and speedy then it is odorous. Blue things are speedy. If Geoffrey is allomerous then Geoffrey is odorous. If something is mannered and topical then it is speedy. All speedy things are mannered. <extra... | <extra_id_1>
Topical(geoffrey)
Allomerous(virgil)
Odorous(ezra)
forall x (Topical(x) and Odorous(x) -> Speedy(x))
forall x (Allomerous(x) and Speedy(x) -> Odorous(x))
forall x (Odorous(x) -> Speedy(x))
Allomerous(geoffrey) -> Odorous(geoffrey)
forall x (Mannered(x) and Topical(x) -> Speedy(x))
forall x (Speedy(x) -> Ma... | 4 | Unknown | AttNoneg-OWA-D2-2048 |
Zia is perfect. Cami is runny. Ramsey is pugilistic. Big, pugilistic things are postpaid. If something is runny and postpaid then it is pugilistic. Blue things are postpaid. If Zia is runny then Zia is pugilistic. If something is comate and perfect then it is postpaid. All postpaid things are comate. <extra_id_0> Zia i... | <extra_id_1>
Perfect(zia)
Runny(cami)
Pugilistic(ramsey)
forall x (Perfect(x) and Pugilistic(x) -> Postpaid(x))
forall x (Runny(x) and Postpaid(x) -> Pugilistic(x))
forall x (Pugilistic(x) -> Postpaid(x))
Runny(zia) -> Pugilistic(zia)
forall x (Comate(x) and Perfect(x) -> Postpaid(x))
forall x (Postpaid(x) -> Comate(x)... | 0 | Unknown | AttNoneg-OWA-D2-2048 |
Valentine is aplacental. Gilberto is ambiguous. Christyna is stannous. Big, stannous things are achromous. If something is ambiguous and achromous then it is stannous. Blue things are achromous. If Valentine is ambiguous then Valentine is stannous. If something is genuine and aplacental then it is achromous. All achrom... | <extra_id_1>
Aplacental(valentine)
Ambiguous(gilberto)
Stannous(christyna)
forall x (Aplacental(x) and Stannous(x) -> Achromous(x))
forall x (Ambiguous(x) and Achromous(x) -> Stannous(x))
forall x (Stannous(x) -> Achromous(x))
Ambiguous(valentine) -> Stannous(valentine)
forall x (Genuine(x) and Aplacental(x) -> Achromo... | 0 | Unknown | AttNoneg-OWA-D2-2048 |
Margette is beatific. Tamma is frightful. Curtice is gullible. Big, gullible things are daylong. If something is frightful and daylong then it is gullible. Blue things are daylong. If Margette is frightful then Margette is gullible. If something is senile and beatific then it is daylong. All daylong things are senile. ... | <extra_id_1>
Beatific(margette)
Frightful(tamma)
Gullible(curtice)
forall x (Beatific(x) and Gullible(x) -> Daylong(x))
forall x (Frightful(x) and Daylong(x) -> Gullible(x))
forall x (Gullible(x) -> Daylong(x))
Frightful(margette) -> Gullible(margette)
forall x (Senile(x) and Beatific(x) -> Daylong(x))
forall x (Daylon... | 0 | Unknown | AttNoneg-OWA-D2-2048 |
The bernadine jubilate the vernon. The marinna jubilate the joab. The joab does not visit the vernon. The vernon jubilate the marinna. If the marinna subvert the bernadine then the bernadine is not zestful. If someone is mensal then they do not like the bernadine. If someone jubilate the joab and they are not mensal th... | <extra_id_1>
Jubilate(bernadine, vernon)
Jubilate(marinna, joab)
not Subvert(joab, vernon)
Jubilate(vernon, marinna)
Subvert(marinna, bernadine) -> not Zestful(bernadine)
forall x (Mensal(x) -> not Jubilate(x, bernadine))
forall x (Jubilate(x, joab) and not Mensal(x) -> Glistering(x))
forall x (Uxorial(x) -> Zestful(x)... | 0 | True | RelNeg-OWA-D2-1569 |
The gerhard vacillate the broddy. The marybelle vacillate the florencia. The florencia does not visit the broddy. The broddy vacillate the marybelle. If the marybelle manure the gerhard then the gerhard is not delayed. If someone is floury then they do not like the gerhard. If someone vacillate the florencia and they a... | <extra_id_1>
Vacillate(gerhard, broddy)
Vacillate(marybelle, florencia)
not Manure(florencia, broddy)
Vacillate(broddy, marybelle)
Manure(marybelle, gerhard) -> not Delayed(gerhard)
forall x (Floury(x) -> not Vacillate(x, gerhard))
forall x (Vacillate(x, florencia) and not Floury(x) -> Manorial(x))
forall x (Swart(x) -... | 0 | False | RelNeg-OWA-D2-1569 |
The clarette loan the sheena. The odessa loan the napoleon. The napoleon does not visit the sheena. The sheena loan the odessa. If the odessa pout the clarette then the clarette is not flossy. If someone is childly then they do not like the clarette. If someone loan the napoleon and they are not childly then they are s... | <extra_id_1>
Loan(clarette, sheena)
Loan(odessa, napoleon)
not Pout(napoleon, sheena)
Loan(sheena, odessa)
Pout(odessa, clarette) -> not Flossy(clarette)
forall x (Childly(x) -> not Loan(x, clarette))
forall x (Loan(x, napoleon) and not Childly(x) -> Surreal(x))
forall x (Rococo(x) -> Flossy(x))
Loan(clarette, sheena) ... | 1 | True | RelNeg-OWA-D2-1569 |
The coleman impose the wilt. The rochette impose the caryn. The caryn does not visit the wilt. The wilt impose the rochette. If the rochette hesitate the coleman then the coleman is not hurtful. If someone is wireless then they do not like the coleman. If someone impose the caryn and they are not wireless then they are... | <extra_id_1>
Impose(coleman, wilt)
Impose(rochette, caryn)
not Hesitate(caryn, wilt)
Impose(wilt, rochette)
Hesitate(rochette, coleman) -> not Hurtful(coleman)
forall x (Wireless(x) -> not Impose(x, coleman))
forall x (Impose(x, caryn) and not Wireless(x) -> Studied(x))
forall x (Magnetised(x) -> Hurtful(x))
Impose(col... | 1 | False | RelNeg-OWA-D2-1569 |
The cass manifest the greta. The raynor manifest the morissa. The morissa does not visit the greta. The greta manifest the raynor. If the raynor halt the cass then the cass is not mozartean. If someone is purging then they do not like the cass. If someone manifest the morissa and they are not purging then they are volt... | <extra_id_1>
Manifest(cass, greta)
Manifest(raynor, morissa)
not Halt(morissa, greta)
Manifest(greta, raynor)
Halt(raynor, cass) -> not Mozartean(cass)
forall x (Purging(x) -> not Manifest(x, cass))
forall x (Manifest(x, morissa) and not Purging(x) -> Voltarean(x))
forall x (Squashed(x) -> Mozartean(x))
Manifest(cass, ... | 2 | True | RelNeg-OWA-D2-1569 |
The corenda interlude the janet. The diamond interlude the rhody. The rhody does not visit the janet. The janet interlude the diamond. If the diamond strain the corenda then the corenda is not informal. If someone is animistic then they do not like the corenda. If someone interlude the rhody and they are not animistic ... | <extra_id_1>
Interlude(corenda, janet)
Interlude(diamond, rhody)
not Strain(rhody, janet)
Interlude(janet, diamond)
Strain(diamond, corenda) -> not Informal(corenda)
forall x (Animistic(x) -> not Interlude(x, corenda))
forall x (Interlude(x, rhody) and not Animistic(x) -> Columnar(x))
forall x (Cyclic(x) -> Informal(x)... | 2 | False | RelNeg-OWA-D2-1569 |
The audrie vindicate the tessie. The willamina vindicate the brooks. The brooks does not visit the tessie. The tessie vindicate the willamina. If the willamina expatiate the audrie then the audrie is not snarly. If someone is provoking then they do not like the audrie. If someone vindicate the brooks and they are not p... | <extra_id_1>
Vindicate(audrie, tessie)
Vindicate(willamina, brooks)
not Expatiate(brooks, tessie)
Vindicate(tessie, willamina)
Expatiate(willamina, audrie) -> not Snarly(audrie)
forall x (Provoking(x) -> not Vindicate(x, audrie))
forall x (Vindicate(x, brooks) and not Provoking(x) -> Unknowing(x))
forall x (Polynesian(... | 1 | Unknown | RelNeg-OWA-D2-1569 |
The lyndon sabre the morgana. The frazier sabre the peria. The peria does not visit the morgana. The morgana sabre the frazier. If the frazier devaluate the lyndon then the lyndon is not weedy. If someone is humorous then they do not like the lyndon. If someone sabre the peria and they are not humorous then they are si... | <extra_id_1>
Sabre(lyndon, morgana)
Sabre(frazier, peria)
not Devaluate(peria, morgana)
Sabre(morgana, frazier)
Devaluate(frazier, lyndon) -> not Weedy(lyndon)
forall x (Humorous(x) -> not Sabre(x, lyndon))
forall x (Sabre(x, peria) and not Humorous(x) -> Sidearm(x))
forall x (Expandible(x) -> Weedy(x))
Sabre(lyndon, m... | 1 | Unknown | RelNeg-OWA-D2-1569 |
The mart subedit the emanuel. The bobbi subedit the zechariah. The zechariah does not visit the emanuel. The emanuel subedit the bobbi. If the bobbi candle the mart then the mart is not buttoned. If someone is loved then they do not like the mart. If someone subedit the zechariah and they are not loved then they are un... | <extra_id_1>
Subedit(mart, emanuel)
Subedit(bobbi, zechariah)
not Candle(zechariah, emanuel)
Subedit(emanuel, bobbi)
Candle(bobbi, mart) -> not Buttoned(mart)
forall x (Loved(x) -> not Subedit(x, mart))
forall x (Subedit(x, zechariah) and not Loved(x) -> Unhewn(x))
forall x (Inboard(x) -> Buttoned(x))
Subedit(mart, ema... | 1 | Unknown | RelNeg-OWA-D2-1569 |
The tuck refurnish the nicky. The anselm refurnish the lucila. The lucila does not visit the nicky. The nicky refurnish the anselm. If the anselm refuel the tuck then the tuck is not uppercase. If someone is pressed then they do not like the tuck. If someone refurnish the lucila and they are not pressed then they are a... | <extra_id_1>
Refurnish(tuck, nicky)
Refurnish(anselm, lucila)
not Refuel(lucila, nicky)
Refurnish(nicky, anselm)
Refuel(anselm, tuck) -> not Uppercase(tuck)
forall x (Pressed(x) -> not Refurnish(x, tuck))
forall x (Refurnish(x, lucila) and not Pressed(x) -> Ascendible(x))
forall x (Collect(x) -> Uppercase(x))
Refurnish... | 0 | Unknown | RelNeg-OWA-D2-1569 |
The arabella ingest the licha. The elisa ingest the cain. The cain does not visit the licha. The licha ingest the elisa. If the elisa habilitate the arabella then the arabella is not juiceless. If someone is waterproof then they do not like the arabella. If someone ingest the cain and they are not waterproof then they ... | <extra_id_1>
Ingest(arabella, licha)
Ingest(elisa, cain)
not Habilitate(cain, licha)
Ingest(licha, elisa)
Habilitate(elisa, arabella) -> not Juiceless(arabella)
forall x (Waterproof(x) -> not Ingest(x, arabella))
forall x (Ingest(x, cain) and not Waterproof(x) -> Merciful(x))
forall x (Aforesaid(x) -> Juiceless(x))
Ing... | 0 | Unknown | RelNeg-OWA-D2-1569 |
The catherine shame the hercule. The merilyn shame the danita. The danita does not visit the hercule. The hercule shame the merilyn. If the merilyn urticate the catherine then the catherine is not cracking. If someone is wavelike then they do not like the catherine. If someone shame the danita and they are not wavelike... | <extra_id_1>
Shame(catherine, hercule)
Shame(merilyn, danita)
not Urticate(danita, hercule)
Shame(hercule, merilyn)
Urticate(merilyn, catherine) -> not Cracking(catherine)
forall x (Wavelike(x) -> not Shame(x, catherine))
forall x (Shame(x, danita) and not Wavelike(x) -> Subacid(x))
forall x (Unwrapped(x) -> Cracking(x... | 0 | Unknown | RelNeg-OWA-D2-1569 |
The joscelin ostracise the willdon. The joscelin is mounted. The joscelin is ariled. The joscelin is conveyable. The joscelin is autogenous. The joscelin is accoutred. The joscelin incinerate the willdon. The joscelin wangle the willdon. The willdon does not chase the joscelin. The willdon is mounted. The willdon is no... | <extra_id_1>
Ostracise(joscelin, willdon)
Mounted(joscelin)
Ariled(joscelin)
Conveyable(joscelin)
Autogenous(joscelin)
Accoutred(joscelin)
Incinerate(joscelin, willdon)
Wangle(joscelin, willdon)
not Ostracise(willdon, joscelin)
Mounted(willdon)
not Ariled(willdon)
Conveyable(willdon)
Autogenous(willdon)
Accoutred(willd... | 0 | True | RelNeg-OWA-D2-1419 |
The tre crochet the faustina. The tre is sincere. The tre is parky. The tre is fallen. The tre is skintight. The tre is prima. The tre glimpse the faustina. The tre burthen the faustina. The faustina does not chase the tre. The faustina is sincere. The faustina is not parky. The faustina is fallen. The faustina is skin... | <extra_id_1>
Crochet(tre, faustina)
Sincere(tre)
Parky(tre)
Fallen(tre)
Skintight(tre)
Prima(tre)
Glimpse(tre, faustina)
Burthen(tre, faustina)
not Crochet(faustina, tre)
Sincere(faustina)
not Parky(faustina)
Fallen(faustina)
Skintight(faustina)
Prima(faustina)
Glimpse(faustina, tre)
forall x (Glimpse(x, tre) -> Burthe... | 0 | False | RelNeg-OWA-D2-1419 |
The berthe harbinger the wang. The berthe is disabled. The berthe is saxatile. The berthe is epicurean. The berthe is lowering. The berthe is sombre. The berthe handcuff the wang. The berthe backstitch the wang. The wang does not chase the berthe. The wang is disabled. The wang is not saxatile. The wang is epicurean. T... | <extra_id_1>
Harbinger(berthe, wang)
Disabled(berthe)
Saxatile(berthe)
Epicurean(berthe)
Lowering(berthe)
Sombre(berthe)
Handcuff(berthe, wang)
Backstitch(berthe, wang)
not Harbinger(wang, berthe)
Disabled(wang)
not Saxatile(wang)
Epicurean(wang)
Lowering(wang)
Sombre(wang)
Handcuff(wang, berthe)
forall x (Handcuff(x, ... | 1 | True | RelNeg-OWA-D2-1419 |
The thorn bituminise the dee. The thorn is omnivorous. The thorn is considered. The thorn is eatable. The thorn is smoothened. The thorn is whipping. The thorn splurge the dee. The thorn lean the dee. The dee does not chase the thorn. The dee is omnivorous. The dee is not considered. The dee is eatable. The dee is smoo... | <extra_id_1>
Bituminise(thorn, dee)
Omnivorous(thorn)
Considered(thorn)
Eatable(thorn)
Smoothened(thorn)
Whipping(thorn)
Splurge(thorn, dee)
Lean(thorn, dee)
not Bituminise(dee, thorn)
Omnivorous(dee)
not Considered(dee)
Eatable(dee)
Smoothened(dee)
Whipping(dee)
Splurge(dee, thorn)
forall x (Splurge(x, thorn) -> Lean(... | 1 | False | RelNeg-OWA-D2-1419 |
The erik deionize the therese. The erik is roseate. The erik is balking. The erik is excellent. The erik is distant. The erik is superhuman. The erik photocopy the therese. The erik liquidate the therese. The therese does not chase the erik. The therese is roseate. The therese is not balking. The therese is excellent. ... | <extra_id_1>
Deionize(erik, therese)
Roseate(erik)
Balking(erik)
Excellent(erik)
Distant(erik)
Superhuman(erik)
Photocopy(erik, therese)
Liquidate(erik, therese)
not Deionize(therese, erik)
Roseate(therese)
not Balking(therese)
Excellent(therese)
Distant(therese)
Superhuman(therese)
Photocopy(therese, erik)
forall x (P... | 2 | True | RelNeg-OWA-D2-1419 |
The stafani systemize the talbert. The stafani is credulous. The stafani is cogitative. The stafani is belarusian. The stafani is noncrucial. The stafani is polyploid. The stafani pearl the talbert. The stafani notarize the talbert. The talbert does not chase the stafani. The talbert is credulous. The talbert is not co... | <extra_id_1>
Systemize(stafani, talbert)
Credulous(stafani)
Cogitative(stafani)
Belarusian(stafani)
Noncrucial(stafani)
Polyploid(stafani)
Pearl(stafani, talbert)
Notarize(stafani, talbert)
not Systemize(talbert, stafani)
Credulous(talbert)
not Cogitative(talbert)
Belarusian(talbert)
Noncrucial(talbert)
Polyploid(talbe... | 2 | False | RelNeg-OWA-D2-1419 |
The trev bale the jacynth. The trev is tangled. The trev is mastered. The trev is sprouted. The trev is credible. The trev is dreamlike. The trev coquette the jacynth. The trev satisfice the jacynth. The jacynth does not chase the trev. The jacynth is tangled. The jacynth is not mastered. The jacynth is sprouted. The j... | <extra_id_1>
Bale(trev, jacynth)
Tangled(trev)
Mastered(trev)
Sprouted(trev)
Credible(trev)
Dreamlike(trev)
Coquette(trev, jacynth)
Satisfice(trev, jacynth)
not Bale(jacynth, trev)
Tangled(jacynth)
not Mastered(jacynth)
Sprouted(jacynth)
Credible(jacynth)
Dreamlike(jacynth)
Coquette(jacynth, trev)
forall x (Coquette(x,... | 1 | Unknown | RelNeg-OWA-D2-1419 |
The emmalynne starboard the olympia. The emmalynne is hemophilic. The emmalynne is arbitrable. The emmalynne is epiphyseal. The emmalynne is disposable. The emmalynne is gigantic. The emmalynne sleet the olympia. The emmalynne forge the olympia. The olympia does not chase the emmalynne. The olympia is hemophilic. The o... | <extra_id_1>
Starboard(emmalynne, olympia)
Hemophilic(emmalynne)
Arbitrable(emmalynne)
Epiphyseal(emmalynne)
Disposable(emmalynne)
Gigantic(emmalynne)
Sleet(emmalynne, olympia)
Forge(emmalynne, olympia)
not Starboard(olympia, emmalynne)
Hemophilic(olympia)
not Arbitrable(olympia)
Epiphyseal(olympia)
Disposable(olympia)... | 1 | Unknown | RelNeg-OWA-D2-1419 |
The brandais anchor the gabe. The brandais is blushful. The brandais is exportable. The brandais is smokeless. The brandais is localised. The brandais is biogenous. The brandais title the gabe. The brandais provoke the gabe. The gabe does not chase the brandais. The gabe is blushful. The gabe is not exportable. The gab... | <extra_id_1>
Anchor(brandais, gabe)
Blushful(brandais)
Exportable(brandais)
Smokeless(brandais)
Localised(brandais)
Biogenous(brandais)
Title(brandais, gabe)
Provoke(brandais, gabe)
not Anchor(gabe, brandais)
Blushful(gabe)
not Exportable(gabe)
Smokeless(gabe)
Localised(gabe)
Biogenous(gabe)
Title(gabe, brandais)
foral... | 0 | Unknown | RelNeg-OWA-D2-1419 |
The camellia bootstrap the beverlee. The camellia is romish. The camellia is untucked. The camellia is hangdog. The camellia is wagnerian. The camellia is mercantile. The camellia whittle the beverlee. The camellia forego the beverlee. The beverlee does not chase the camellia. The beverlee is romish. The beverlee is no... | <extra_id_1>
Bootstrap(camellia, beverlee)
Romish(camellia)
Untucked(camellia)
Hangdog(camellia)
Wagnerian(camellia)
Mercantile(camellia)
Whittle(camellia, beverlee)
Forego(camellia, beverlee)
not Bootstrap(beverlee, camellia)
Romish(beverlee)
not Untucked(beverlee)
Hangdog(beverlee)
Wagnerian(beverlee)
Mercantile(beve... | 0 | Unknown | RelNeg-OWA-D2-1419 |
Martita is emasculate. Jami is emasculate. Jami is analytical. All analytical things are refined. All emasculate, refined things are sign. <extra_id_0> Jami is emasculate. | <extra_id_1>
Emasculate(martita)
Emasculate(jami)
Analytical(jami)
forall x (Analytical(x) -> Refined(x))
forall x (Emasculate(x) and Refined(x) -> Sign(x))
<extra_id_2>
Emasculate(jami)
<extra_id_3>
therefore Emasculate(jami)
<extra_id_4>
True | 0 | True | AttNoneg-OWA-D2-2239 |
Maure is loopy. Suzetta is loopy. Suzetta is cycloidal. All cycloidal things are nourished. All loopy, nourished things are frequent. <extra_id_0> Suzetta is not cycloidal. | <extra_id_1>
Loopy(maure)
Loopy(suzetta)
Cycloidal(suzetta)
forall x (Cycloidal(x) -> Nourished(x))
forall x (Loopy(x) and Nourished(x) -> Frequent(x))
<extra_id_2>
not Cycloidal(suzetta)
<extra_id_3>
therefore Cycloidal(suzetta)
<extra_id_4>
False | 0 | False | AttNoneg-OWA-D2-2239 |
Rock is risible. Aleecia is risible. Aleecia is spaced. All spaced things are misshapen. All risible, misshapen things are protozoic. <extra_id_0> Aleecia is misshapen. | <extra_id_1>
Risible(rock)
Risible(aleecia)
Spaced(aleecia)
forall x (Spaced(x) -> Misshapen(x))
forall x (Risible(x) and Misshapen(x) -> Protozoic(x))
<extra_id_2>
Misshapen(aleecia)
<extra_id_3>
Spaced(aleecia) and forall x (Spaced(x) -> Misshapen(x)) -> therefore Misshapen(aleecia)
<extra_id_4>
True | 1 | True | AttNoneg-OWA-D2-2239 |
Rosanna is splendid. Wenona is splendid. Wenona is prongy. All prongy things are tabular. All splendid, tabular things are watchful. <extra_id_0> Wenona is not tabular. | <extra_id_1>
Splendid(rosanna)
Splendid(wenona)
Prongy(wenona)
forall x (Prongy(x) -> Tabular(x))
forall x (Splendid(x) and Tabular(x) -> Watchful(x))
<extra_id_2>
not Tabular(wenona)
<extra_id_3>
Prongy(wenona) and forall x (Prongy(x) -> Tabular(x)) -> therefore Tabular(wenona)
<extra_id_4>
False | 1 | False | AttNoneg-OWA-D2-2239 |
Agata is niggardly. Lind is niggardly. Lind is mere. All mere things are grecian. All niggardly, grecian things are choked. <extra_id_0> Lind is choked. | <extra_id_1>
Niggardly(agata)
Niggardly(lind)
Mere(lind)
forall x (Mere(x) -> Grecian(x))
forall x (Niggardly(x) and Grecian(x) -> Choked(x))
<extra_id_2>
Choked(lind)
<extra_id_3>
Mere(lind) and forall x (Mere(x) -> Grecian(x)) -> therefore Grecian(lind) <extra_id_5> Niggardly(lind) and Grecian(lind) and forall x (Nig... | 2 | True | AttNoneg-OWA-D2-2239 |
Linell is appetising. George is appetising. George is dural. All dural things are onetime. All appetising, onetime things are donnian. <extra_id_0> George is not donnian. | <extra_id_1>
Appetising(linell)
Appetising(george)
Dural(george)
forall x (Dural(x) -> Onetime(x))
forall x (Appetising(x) and Onetime(x) -> Donnian(x))
<extra_id_2>
not Donnian(george)
<extra_id_3>
Dural(george) and forall x (Dural(x) -> Onetime(x)) -> therefore Onetime(george) <extra_id_5> Appetising(george) and Onet... | 2 | False | AttNoneg-OWA-D2-2239 |
Armond is obsolete. Winfield is obsolete. Winfield is undefeated. All undefeated things are correlate. All obsolete, correlate things are frivolous. <extra_id_0> Armond is not correlate. | <extra_id_1>
Obsolete(armond)
Obsolete(winfield)
Undefeated(winfield)
forall x (Undefeated(x) -> Correlate(x))
forall x (Obsolete(x) and Correlate(x) -> Frivolous(x))
<extra_id_2>
not Correlate(armond)
<extra_id_3>
forall x (Undefeated(x) -> Correlate(x)) <- [no base fact] <extra_id_5> Cannot be determined from given p... | 1 | Unknown | AttNoneg-OWA-D2-2239 |
Norine is cruciate. Dennis is cruciate. Dennis is boeotian. All boeotian things are tense. All cruciate, tense things are seasonable. <extra_id_0> Norine is seasonable. | <extra_id_1>
Cruciate(norine)
Cruciate(dennis)
Boeotian(dennis)
forall x (Boeotian(x) -> Tense(x))
forall x (Cruciate(x) and Tense(x) -> Seasonable(x))
<extra_id_2>
Seasonable(norine)
<extra_id_3>
forall x (Cruciate(x) and Tense(x) -> Seasonable(x)) <- forall x (Boeotian(x) -> Tense(x)) <- [no base fact] <extra_id_5> C... | 2 | Unknown | AttNoneg-OWA-D2-2239 |
Karyl is useless. Chauncey is useless. Chauncey is doubtful. All doubtful things are unclear. All useless, unclear things are flexile. <extra_id_0> Chauncey is not quiet. | <extra_id_1>
Useless(karyl)
Useless(chauncey)
Doubtful(chauncey)
forall x (Doubtful(x) -> Unclear(x))
forall x (Useless(x) and Unclear(x) -> Flexile(x))
<extra_id_2>
not Quiet(chauncey)
<extra_id_3>
not Quiet(chauncey) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
U... | 0 | Unknown | AttNoneg-OWA-D2-2239 |
Teressa is calculated. Flora is calculated. Flora is carangid. All carangid things are velvety. All calculated, velvety things are binucleate. <extra_id_0> Teressa is blue. | <extra_id_1>
Calculated(teressa)
Calculated(flora)
Carangid(flora)
forall x (Carangid(x) -> Velvety(x))
forall x (Calculated(x) and Velvety(x) -> Binucleate(x))
<extra_id_2>
Blue(teressa)
<extra_id_3>
Blue(teressa) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Unkno... | 0 | Unknown | AttNoneg-OWA-D2-2239 |
Baldwin is limiting. Guillermo is limiting. Guillermo is vulturine. All vulturine things are shoed. All limiting, shoed things are shrill. <extra_id_0> Baldwin is not quiet. | <extra_id_1>
Limiting(baldwin)
Limiting(guillermo)
Vulturine(guillermo)
forall x (Vulturine(x) -> Shoed(x))
forall x (Limiting(x) and Shoed(x) -> Shrill(x))
<extra_id_2>
not Quiet(baldwin)
<extra_id_3>
not Quiet(baldwin) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>... | 0 | Unknown | AttNoneg-OWA-D2-2239 |
Lazare is fascinated. Kari is fascinated. Kari is helical. All helical things are scrofulous. All fascinated, scrofulous things are suspensive. <extra_id_0> Lazare is helical. | <extra_id_1>
Fascinated(lazare)
Fascinated(kari)
Helical(kari)
forall x (Helical(x) -> Scrofulous(x))
forall x (Fascinated(x) and Scrofulous(x) -> Suspensive(x))
<extra_id_2>
Helical(lazare)
<extra_id_3>
Helical(lazare) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
... | 0 | Unknown | AttNoneg-OWA-D2-2239 |
Kris is not zairese. Sting is nicene. Sting is not coolheaded. Green things are adorned. Blue things are not adorned. If Sting is not adorned then Sting is must. All must things are zairese. If something is nicene and zairese then it is revocable. All dreamlike things are not revocable. <extra_id_0> Sting is not coolhe... | <extra_id_1>
not Zairese(kris)
Nicene(sting)
not Coolheaded(sting)
forall x (Dreamlike(x) -> Adorned(x))
forall x (Nicene(x) -> not Adorned(x))
not Adorned(sting) -> Must(sting)
forall x (Must(x) -> Zairese(x))
forall x (Nicene(x) and Zairese(x) -> Revocable(x))
forall x (Dreamlike(x) -> not Revocable(x))
<extra_id_2>
... | 0 | True | AttNeg-OWA-D2-2187 |
Terza is not boytrose. Eugine is insured. Eugine is not aglow. Green things are emphasised. Blue things are not emphasised. If Eugine is not emphasised then Eugine is redemptive. All redemptive things are boytrose. If something is insured and boytrose then it is heraldic. All fascist things are not heraldic. <extra_id_... | <extra_id_1>
not Boytrose(terza)
Insured(eugine)
not Aglow(eugine)
forall x (Fascist(x) -> Emphasised(x))
forall x (Insured(x) -> not Emphasised(x))
not Emphasised(eugine) -> Redemptive(eugine)
forall x (Redemptive(x) -> Boytrose(x))
forall x (Insured(x) and Boytrose(x) -> Heraldic(x))
forall x (Fascist(x) -> not Heral... | 0 | False | AttNeg-OWA-D2-2187 |
Smitty is not baseborn. Candy is bleached. Candy is not monoclinal. Green things are fuzzed. Blue things are not fuzzed. If Candy is not fuzzed then Candy is amygdaline. All amygdaline things are baseborn. If something is bleached and baseborn then it is pituitary. All desperate things are not pituitary. <extra_id_0> C... | <extra_id_1>
not Baseborn(smitty)
Bleached(candy)
not Monoclinal(candy)
forall x (Desperate(x) -> Fuzzed(x))
forall x (Bleached(x) -> not Fuzzed(x))
not Fuzzed(candy) -> Amygdaline(candy)
forall x (Amygdaline(x) -> Baseborn(x))
forall x (Bleached(x) and Baseborn(x) -> Pituitary(x))
forall x (Desperate(x) -> not Pituita... | 1 | True | AttNeg-OWA-D2-2187 |
Betta is not generative. Meyer is additional. Meyer is not decorative. Green things are female. Blue things are not female. If Meyer is not female then Meyer is utilized. All utilized things are generative. If something is additional and generative then it is lissome. All composite things are not lissome. <extra_id_0> ... | <extra_id_1>
not Generative(betta)
Additional(meyer)
not Decorative(meyer)
forall x (Composite(x) -> Female(x))
forall x (Additional(x) -> not Female(x))
not Female(meyer) -> Utilized(meyer)
forall x (Utilized(x) -> Generative(x))
forall x (Additional(x) and Generative(x) -> Lissome(x))
forall x (Composite(x) -> not Li... | 1 | False | AttNeg-OWA-D2-2187 |
Frederick is not kosher. Arlina is unlikeable. Arlina is not anaphasic. Green things are bountied. Blue things are not bountied. If Arlina is not bountied then Arlina is ubiquitous. All ubiquitous things are kosher. If something is unlikeable and kosher then it is aplacental. All longtime things are not aplacental. <ex... | <extra_id_1>
not Kosher(frederick)
Unlikeable(arlina)
not Anaphasic(arlina)
forall x (Longtime(x) -> Bountied(x))
forall x (Unlikeable(x) -> not Bountied(x))
not Bountied(arlina) -> Ubiquitous(arlina)
forall x (Ubiquitous(x) -> Kosher(x))
forall x (Unlikeable(x) and Kosher(x) -> Aplacental(x))
forall x (Longtime(x) -> ... | 2 | True | AttNeg-OWA-D2-2187 |
Fran is not avuncular. Clarke is nibbed. Clarke is not sloping. Green things are capitular. Blue things are not capitular. If Clarke is not capitular then Clarke is corporeal. All corporeal things are avuncular. If something is nibbed and avuncular then it is devalued. All maiden things are not devalued. <extra_id_0> C... | <extra_id_1>
not Avuncular(fran)
Nibbed(clarke)
not Sloping(clarke)
forall x (Maiden(x) -> Capitular(x))
forall x (Nibbed(x) -> not Capitular(x))
not Capitular(clarke) -> Corporeal(clarke)
forall x (Corporeal(x) -> Avuncular(x))
forall x (Nibbed(x) and Avuncular(x) -> Devalued(x))
forall x (Maiden(x) -> not Devalued(x)... | 2 | False | AttNeg-OWA-D2-2187 |
Glen is not abused. Reza is monarchic. Reza is not satyrical. Green things are scurrilous. Blue things are not scurrilous. If Reza is not scurrilous then Reza is adsorbent. All adsorbent things are abused. If something is monarchic and abused then it is nonaligned. All smoothened things are not nonaligned. <extra_id_0>... | <extra_id_1>
not Abused(glen)
Monarchic(reza)
not Satyrical(reza)
forall x (Smoothened(x) -> Scurrilous(x))
forall x (Monarchic(x) -> not Scurrilous(x))
not Scurrilous(reza) -> Adsorbent(reza)
forall x (Adsorbent(x) -> Abused(x))
forall x (Monarchic(x) and Abused(x) -> Nonaligned(x))
forall x (Smoothened(x) -> not Nona... | 1 | Unknown | AttNeg-OWA-D2-2187 |
Dori is not chaetal. Nicolas is impious. Nicolas is not aided. Green things are hegelian. Blue things are not hegelian. If Nicolas is not hegelian then Nicolas is pseudo. All pseudo things are chaetal. If something is impious and chaetal then it is thermal. All subocular things are not thermal. <extra_id_0> Dori is heg... | <extra_id_1>
not Chaetal(dori)
Impious(nicolas)
not Aided(nicolas)
forall x (Subocular(x) -> Hegelian(x))
forall x (Impious(x) -> not Hegelian(x))
not Hegelian(nicolas) -> Pseudo(nicolas)
forall x (Pseudo(x) -> Chaetal(x))
forall x (Impious(x) and Chaetal(x) -> Thermal(x))
forall x (Subocular(x) -> not Thermal(x))
<ext... | 1 | Unknown | AttNeg-OWA-D2-2187 |
Katherina is not able. Welbie is hipless. Welbie is not factitious. Green things are chapleted. Blue things are not chapleted. If Welbie is not chapleted then Welbie is oscitant. All oscitant things are able. If something is hipless and able then it is unforested. All specular things are not unforested. <extra_id_0> Ka... | <extra_id_1>
not Able(katherina)
Hipless(welbie)
not Factitious(welbie)
forall x (Specular(x) -> Chapleted(x))
forall x (Hipless(x) -> not Chapleted(x))
not Chapleted(welbie) -> Oscitant(welbie)
forall x (Oscitant(x) -> Able(x))
forall x (Hipless(x) and Able(x) -> Unforested(x))
forall x (Specular(x) -> not Unforested(... | 0 | Unknown | AttNeg-OWA-D2-2187 |
Jerzy is not terrified. Dillon is pungent. Dillon is not nisi. Green things are uncrossed. Blue things are not uncrossed. If Dillon is not uncrossed then Dillon is licenced. All licenced things are terrified. If something is pungent and terrified then it is chordal. All pulverised things are not chordal. <extra_id_0> J... | <extra_id_1>
not Terrified(jerzy)
Pungent(dillon)
not Nisi(dillon)
forall x (Pulverised(x) -> Uncrossed(x))
forall x (Pungent(x) -> not Uncrossed(x))
not Uncrossed(dillon) -> Licenced(dillon)
forall x (Licenced(x) -> Terrified(x))
forall x (Pungent(x) and Terrified(x) -> Chordal(x))
forall x (Pulverised(x) -> not Chord... | 0 | Unknown | AttNeg-OWA-D2-2187 |
Marcello is not absolutist. Rickey is aged. Rickey is not irregular. Green things are engraved. Blue things are not engraved. If Rickey is not engraved then Rickey is unpermed. All unpermed things are absolutist. If something is aged and absolutist then it is dowerless. All studious things are not dowerless. <extra_id_... | <extra_id_1>
not Absolutist(marcello)
Aged(rickey)
not Irregular(rickey)
forall x (Studious(x) -> Engraved(x))
forall x (Aged(x) -> not Engraved(x))
not Engraved(rickey) -> Unpermed(rickey)
forall x (Unpermed(x) -> Absolutist(x))
forall x (Aged(x) and Absolutist(x) -> Dowerless(x))
forall x (Studious(x) -> not Dowerles... | 0 | Unknown | AttNeg-OWA-D2-2187 |
Peria is not tensed. Keene is satisfying. Keene is not deadening. Green things are teetotal. Blue things are not teetotal. If Keene is not teetotal then Keene is whiney. All whiney things are tensed. If something is satisfying and tensed then it is sweeping. All olive things are not sweeping. <extra_id_0> Peria is dead... | <extra_id_1>
not Tensed(peria)
Satisfying(keene)
not Deadening(keene)
forall x (Olive(x) -> Teetotal(x))
forall x (Satisfying(x) -> not Teetotal(x))
not Teetotal(keene) -> Whiney(keene)
forall x (Whiney(x) -> Tensed(x))
forall x (Satisfying(x) and Tensed(x) -> Sweeping(x))
forall x (Olive(x) -> not Sweeping(x))
<extra_... | 0 | Unknown | AttNeg-OWA-D2-2187 |
Bubba is faceted. Bubba is awol. Bubba is not practical. Niven is economic. Waverley is not faceted. Waverley is odorless. Waverley is not axillary. Thaddus is odorless. Thaddus is not axillary. Thaddus is practical. White things are practical. If something is economic then it is practical. If something is awol and not... | <extra_id_1>
Faceted(bubba)
Awol(bubba)
not Practical(bubba)
Economic(niven)
not Faceted(waverley)
Odorless(waverley)
not Axillary(waverley)
Odorless(thaddus)
not Axillary(thaddus)
Practical(thaddus)
forall x (Economic(x) -> Practical(x))
forall x (Economic(x) -> Practical(x))
forall x (Awol(x) and not Auriform(x) -> E... | 0 | True | AttNeg-OWA-D2-2063 |
Elvera is meshugge. Elvera is disputed. Elvera is not improvised. Mustafa is seamanly. Abel is not meshugge. Abel is stippled. Abel is not grapey. Dorian is stippled. Dorian is not grapey. Dorian is improvised. White things are improvised. If something is seamanly then it is improvised. If something is disputed and not... | <extra_id_1>
Meshugge(elvera)
Disputed(elvera)
not Improvised(elvera)
Seamanly(mustafa)
not Meshugge(abel)
Stippled(abel)
not Grapey(abel)
Stippled(dorian)
not Grapey(dorian)
Improvised(dorian)
forall x (Seamanly(x) -> Improvised(x))
forall x (Seamanly(x) -> Improvised(x))
forall x (Disputed(x) and not Repressing(x) ->... | 0 | False | AttNeg-OWA-D2-2063 |
Umeko is hexed. Umeko is exonerated. Umeko is not regent. Valeria is worthy. Jeniffer is not hexed. Jeniffer is parvenue. Jeniffer is not potable. Rolland is parvenue. Rolland is not potable. Rolland is regent. White things are regent. If something is worthy then it is regent. If something is exonerated and not nonexem... | <extra_id_1>
Hexed(umeko)
Exonerated(umeko)
not Regent(umeko)
Worthy(valeria)
not Hexed(jeniffer)
Parvenue(jeniffer)
not Potable(jeniffer)
Parvenue(rolland)
not Potable(rolland)
Regent(rolland)
forall x (Worthy(x) -> Regent(x))
forall x (Worthy(x) -> Regent(x))
forall x (Exonerated(x) and not Nonexempt(x) -> Worthy(x))... | 1 | True | AttNeg-OWA-D2-2063 |
Kristel is mutable. Kristel is tellurian. Kristel is not pied. Tallie is uncomplete. Daphene is not mutable. Daphene is incognito. Daphene is not unsanitary. Anais is incognito. Anais is not unsanitary. Anais is pied. White things are pied. If something is uncomplete then it is pied. If something is tellurian and not i... | <extra_id_1>
Mutable(kristel)
Tellurian(kristel)
not Pied(kristel)
Uncomplete(tallie)
not Mutable(daphene)
Incognito(daphene)
not Unsanitary(daphene)
Incognito(anais)
not Unsanitary(anais)
Pied(anais)
forall x (Uncomplete(x) -> Pied(x))
forall x (Uncomplete(x) -> Pied(x))
forall x (Tellurian(x) and not Israeli(x) -> Un... | 1 | False | AttNeg-OWA-D2-2063 |
Ned is paneled. Ned is such. Ned is not sexless. Luci is wainscoted. Veronica is not paneled. Veronica is neurogenic. Veronica is not potted. Ansel is neurogenic. Ansel is not potted. Ansel is sexless. White things are sexless. If something is wainscoted then it is sexless. If something is such and not gross then it is... | <extra_id_1>
Paneled(ned)
Such(ned)
not Sexless(ned)
Wainscoted(luci)
not Paneled(veronica)
Neurogenic(veronica)
not Potted(veronica)
Neurogenic(ansel)
not Potted(ansel)
Sexless(ansel)
forall x (Wainscoted(x) -> Sexless(x))
forall x (Wainscoted(x) -> Sexless(x))
forall x (Such(x) and not Gross(x) -> Wainscoted(x))
fora... | 2 | True | AttNeg-OWA-D2-2063 |
Yalonda is cymose. Yalonda is analogous. Yalonda is not visual. Juliette is metastatic. Augusta is not cymose. Augusta is peeled. Augusta is not airtight. Eda is peeled. Eda is not airtight. Eda is visual. White things are visual. If something is metastatic then it is visual. If something is analogous and not conclusiv... | <extra_id_1>
Cymose(yalonda)
Analogous(yalonda)
not Visual(yalonda)
Metastatic(juliette)
not Cymose(augusta)
Peeled(augusta)
not Airtight(augusta)
Peeled(eda)
not Airtight(eda)
Visual(eda)
forall x (Metastatic(x) -> Visual(x))
forall x (Metastatic(x) -> Visual(x))
forall x (Analogous(x) and not Conclusive(x) -> Metasta... | 2 | False | AttNeg-OWA-D2-2063 |
Jory is drafty. Jory is liturgical. Jory is not shelfy. Alida is perennial. Meggan is not drafty. Meggan is lenitive. Meggan is not anodic. Grissel is lenitive. Grissel is not anodic. Grissel is shelfy. White things are shelfy. If something is perennial then it is shelfy. If something is liturgical and not bantu then i... | <extra_id_1>
Drafty(jory)
Liturgical(jory)
not Shelfy(jory)
Perennial(alida)
not Drafty(meggan)
Lenitive(meggan)
not Anodic(meggan)
Lenitive(grissel)
not Anodic(grissel)
Shelfy(grissel)
forall x (Perennial(x) -> Shelfy(x))
forall x (Perennial(x) -> Shelfy(x))
forall x (Liturgical(x) and not Bantu(x) -> Perennial(x))
fo... | 1 | Unknown | AttNeg-OWA-D2-2063 |
Dom is freckled. Dom is disposable. Dom is not pelecypod. Aeriell is sciolistic. Ara is not freckled. Ara is xenophobic. Ara is not delineated. Uli is xenophobic. Uli is not delineated. Uli is pelecypod. White things are pelecypod. If something is sciolistic then it is pelecypod. If something is disposable and not iron... | <extra_id_1>
Freckled(dom)
Disposable(dom)
not Pelecypod(dom)
Sciolistic(aeriell)
not Freckled(ara)
Xenophobic(ara)
not Delineated(ara)
Xenophobic(uli)
not Delineated(uli)
Pelecypod(uli)
forall x (Sciolistic(x) -> Pelecypod(x))
forall x (Sciolistic(x) -> Pelecypod(x))
forall x (Disposable(x) and not Ironshod(x) -> Scio... | 1 | Unknown | AttNeg-OWA-D2-2063 |
Therese is laboring. Therese is brainish. Therese is not homostylic. Laural is toeless. Solange is not laboring. Solange is anaemic. Solange is not roofless. Carrissa is anaemic. Carrissa is not roofless. Carrissa is homostylic. White things are homostylic. If something is toeless then it is homostylic. If something is... | <extra_id_1>
Laboring(therese)
Brainish(therese)
not Homostylic(therese)
Toeless(laural)
not Laboring(solange)
Anaemic(solange)
not Roofless(solange)
Anaemic(carrissa)
not Roofless(carrissa)
Homostylic(carrissa)
forall x (Toeless(x) -> Homostylic(x))
forall x (Toeless(x) -> Homostylic(x))
forall x (Brainish(x) and not ... | 2 | Unknown | AttNeg-OWA-D2-2063 |
Claude is deciding. Claude is dogmatical. Claude is not bicorned. Udell is bloodshot. Farrand is not deciding. Farrand is lacklustre. Farrand is not ransacked. Anatole is lacklustre. Anatole is not ransacked. Anatole is bicorned. White things are bicorned. If something is bloodshot then it is bicorned. If something is ... | <extra_id_1>
Deciding(claude)
Dogmatical(claude)
not Bicorned(claude)
Bloodshot(udell)
not Deciding(farrand)
Lacklustre(farrand)
not Ransacked(farrand)
Lacklustre(anatole)
not Ransacked(anatole)
Bicorned(anatole)
forall x (Bloodshot(x) -> Bicorned(x))
forall x (Bloodshot(x) -> Bicorned(x))
forall x (Dogmatical(x) and n... | 0 | Unknown | AttNeg-OWA-D2-2063 |
Phebe is emulous. Phebe is isopteran. Phebe is not infected. Deryl is sloped. Trevar is not emulous. Trevar is meiotic. Trevar is not threescore. Annetta is meiotic. Annetta is not threescore. Annetta is infected. White things are infected. If something is sloped then it is infected. If something is isopteran and not m... | <extra_id_1>
Emulous(phebe)
Isopteran(phebe)
not Infected(phebe)
Sloped(deryl)
not Emulous(trevar)
Meiotic(trevar)
not Threescore(trevar)
Meiotic(annetta)
not Threescore(annetta)
Infected(annetta)
forall x (Sloped(x) -> Infected(x))
forall x (Sloped(x) -> Infected(x))
forall x (Isopteran(x) and not Motorised(x) -> Slop... | 0 | Unknown | AttNeg-OWA-D2-2063 |
Rasia is risen. Rasia is bracteate. Rasia is not suety. Kelley is anamorphic. Haleigh is not risen. Haleigh is apocryphal. Haleigh is not marxist. Melesa is apocryphal. Melesa is not marxist. Melesa is suety. White things are suety. If something is anamorphic then it is suety. If something is bracteate and not unsyllab... | <extra_id_1>
Risen(rasia)
Bracteate(rasia)
not Suety(rasia)
Anamorphic(kelley)
not Risen(haleigh)
Apocryphal(haleigh)
not Marxist(haleigh)
Apocryphal(melesa)
not Marxist(melesa)
Suety(melesa)
forall x (Anamorphic(x) -> Suety(x))
forall x (Anamorphic(x) -> Suety(x))
forall x (Bracteate(x) and not Unsyllabic(x) -> Anamor... | 0 | Unknown | AttNeg-OWA-D2-2063 |
Nathanil is temptable. Furry people are choric. Young people are periodical. If someone is flowering and not indiscreet then they are implicit. <extra_id_0> Nathanil is temptable. | <extra_id_1>
Temptable(nathanil)
forall x (Temptable(x) -> Choric(x))
forall x (Choric(x) -> Periodical(x))
forall x (Flowering(x) and not Indiscreet(x) -> Implicit(x))
<extra_id_2>
Temptable(nathanil)
<extra_id_3>
therefore Temptable(nathanil)
<extra_id_4>
True | 0 | True | AttNeg-OWA-D2-762 |
Raynor is apposable. Furry people are umbilicate. Young people are justified. If someone is alpha and not disjunct then they are aeriferous. <extra_id_0> Raynor is not apposable. | <extra_id_1>
Apposable(raynor)
forall x (Apposable(x) -> Umbilicate(x))
forall x (Umbilicate(x) -> Justified(x))
forall x (Alpha(x) and not Disjunct(x) -> Aeriferous(x))
<extra_id_2>
not Apposable(raynor)
<extra_id_3>
therefore Apposable(raynor)
<extra_id_4>
False | 0 | False | AttNeg-OWA-D2-762 |
Murielle is saleable. Furry people are imbalanced. Young people are blimpish. If someone is aligning and not adipose then they are cryptical. <extra_id_0> Murielle is imbalanced. | <extra_id_1>
Saleable(murielle)
forall x (Saleable(x) -> Imbalanced(x))
forall x (Imbalanced(x) -> Blimpish(x))
forall x (Aligning(x) and not Adipose(x) -> Cryptical(x))
<extra_id_2>
Imbalanced(murielle)
<extra_id_3>
Saleable(murielle) and forall x (Saleable(x) -> Imbalanced(x)) -> therefore Imbalanced(murielle)
<extra... | 1 | True | AttNeg-OWA-D2-762 |
Lenora is perishable. Furry people are potholed. Young people are despotical. If someone is polygamous and not clarifying then they are chylaceous. <extra_id_0> Lenora is not potholed. | <extra_id_1>
Perishable(lenora)
forall x (Perishable(x) -> Potholed(x))
forall x (Potholed(x) -> Despotical(x))
forall x (Polygamous(x) and not Clarifying(x) -> Chylaceous(x))
<extra_id_2>
not Potholed(lenora)
<extra_id_3>
Perishable(lenora) and forall x (Perishable(x) -> Potholed(x)) -> therefore Potholed(lenora)
<ext... | 1 | False | AttNeg-OWA-D2-762 |
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