premises stringlengths 67 1.36k | logic stringlengths 141 1.82k | qdep int64 0 7 | answer stringclasses 3
values | source stringlengths 15 20 |
|---|---|---|---|---|
Ulises is dreadful. Zachariah is not slippy. Zachariah is genial. If Ulises is slippy then Ulises is dreadful. If something is theistical and not genial then it is not dandyish. If something is genial then it is dandyish. Smart things are not heated. If something is dreadful and not genial then it is not heated. All he... | <extra_id_1>
Dreadful(ulises)
not Slippy(zachariah)
Genial(zachariah)
Slippy(ulises) -> Dreadful(ulises)
forall x (Theistical(x) and not Genial(x) -> not Dandyish(x))
forall x (Genial(x) -> Dandyish(x))
forall x (Estrogenic(x) -> not Heated(x))
forall x (Dreadful(x) and not Genial(x) -> not Heated(x))
forall x (Heated(... | 1 | Unknown | AttNeg-OWA-D2-1489 |
Mandy is ferrous. Kerry is not factious. Kerry is desegrated. If Mandy is factious then Mandy is ferrous. If something is buxom and not desegrated then it is not crustlike. If something is desegrated then it is crustlike. Smart things are not shingly. If something is ferrous and not desegrated then it is not shingly. A... | <extra_id_1>
Ferrous(mandy)
not Factious(kerry)
Desegrated(kerry)
Factious(mandy) -> Ferrous(mandy)
forall x (Buxom(x) and not Desegrated(x) -> not Crustlike(x))
forall x (Desegrated(x) -> Crustlike(x))
forall x (Diaphyseal(x) -> not Shingly(x))
forall x (Ferrous(x) and not Desegrated(x) -> not Shingly(x))
forall x (Sh... | 1 | Unknown | AttNeg-OWA-D2-1489 |
Odella is caucasian. Myna is not crumbly. Myna is tectonic. If Odella is crumbly then Odella is caucasian. If something is corneal and not tectonic then it is not christless. If something is tectonic then it is christless. Smart things are not dextrorsal. If something is caucasian and not tectonic then it is not dextro... | <extra_id_1>
Caucasian(odella)
not Crumbly(myna)
Tectonic(myna)
Crumbly(odella) -> Caucasian(odella)
forall x (Corneal(x) and not Tectonic(x) -> not Christless(x))
forall x (Tectonic(x) -> Christless(x))
forall x (Milch(x) -> not Dextrorsal(x))
forall x (Caucasian(x) and not Tectonic(x) -> not Dextrorsal(x))
forall x (... | 1 | Unknown | AttNeg-OWA-D2-1489 |
Grove is dendroidal. Trev is not frigid. Trev is bolshevik. If Grove is frigid then Grove is dendroidal. If something is unportable and not bolshevik then it is not relieved. If something is bolshevik then it is relieved. Smart things are not paniculate. If something is dendroidal and not bolshevik then it is not panic... | <extra_id_1>
Dendroidal(grove)
not Frigid(trev)
Bolshevik(trev)
Frigid(grove) -> Dendroidal(grove)
forall x (Unportable(x) and not Bolshevik(x) -> not Relieved(x))
forall x (Bolshevik(x) -> Relieved(x))
forall x (Carpellate(x) -> not Paniculate(x))
forall x (Dendroidal(x) and not Bolshevik(x) -> not Paniculate(x))
fora... | 0 | Unknown | AttNeg-OWA-D2-1489 |
Yanaton is indefinite. Odille is not uxorial. Odille is dozen. If Yanaton is uxorial then Yanaton is indefinite. If something is apivorous and not dozen then it is not bolometric. If something is dozen then it is bolometric. Smart things are not roiled. If something is indefinite and not dozen then it is not roiled. Al... | <extra_id_1>
Indefinite(yanaton)
not Uxorial(odille)
Dozen(odille)
Uxorial(yanaton) -> Indefinite(yanaton)
forall x (Apivorous(x) and not Dozen(x) -> not Bolometric(x))
forall x (Dozen(x) -> Bolometric(x))
forall x (Adjuvant(x) -> not Roiled(x))
forall x (Indefinite(x) and not Dozen(x) -> not Roiled(x))
forall x (Roile... | 0 | Unknown | AttNeg-OWA-D2-1489 |
Haven is penal. Josi is not undisputed. Josi is semilunar. If Haven is undisputed then Haven is penal. If something is coplanar and not semilunar then it is not attractive. If something is semilunar then it is attractive. Smart things are not mensal. If something is penal and not semilunar then it is not mensal. All me... | <extra_id_1>
Penal(haven)
not Undisputed(josi)
Semilunar(josi)
Undisputed(haven) -> Penal(haven)
forall x (Coplanar(x) and not Semilunar(x) -> not Attractive(x))
forall x (Semilunar(x) -> Attractive(x))
forall x (Scathing(x) -> not Mensal(x))
forall x (Penal(x) and not Semilunar(x) -> not Mensal(x))
forall x (Mensal(x)... | 0 | Unknown | AttNeg-OWA-D2-1489 |
Isidore is toned. Isidore is stable. Isidore is likeable. Isidore is gone. Jodee is toned. Jodee is stable. Jodee is struggling. Jodee is likeable. Jodee is small. Jodee is caffeinic. Edyth is toned. Patti is toned. Patti is stable. Patti is small. Patti is gone. If something is toned then it is small. If something is ... | <extra_id_1>
Toned(isidore)
Stable(isidore)
Likeable(isidore)
Gone(isidore)
Toned(jodee)
Stable(jodee)
Struggling(jodee)
Likeable(jodee)
Small(jodee)
Caffeinic(jodee)
Toned(edyth)
Toned(patti)
Stable(patti)
Small(patti)
Gone(patti)
forall x (Toned(x) -> Small(x))
forall x (Small(x) -> Caffeinic(x))
Struggling(edyth) an... | 0 | True | AttNoneg-OWA-D2-1085 |
Ellis is deciduous. Ellis is ebony. Ellis is guileful. Ellis is apractic. Emmit is deciduous. Emmit is ebony. Emmit is heathlike. Emmit is guileful. Emmit is skanky. Emmit is unshaven. Caressa is deciduous. Dafna is deciduous. Dafna is ebony. Dafna is skanky. Dafna is apractic. If something is deciduous then it is skan... | <extra_id_1>
Deciduous(ellis)
Ebony(ellis)
Guileful(ellis)
Apractic(ellis)
Deciduous(emmit)
Ebony(emmit)
Heathlike(emmit)
Guileful(emmit)
Skanky(emmit)
Unshaven(emmit)
Deciduous(caressa)
Deciduous(dafna)
Ebony(dafna)
Skanky(dafna)
Apractic(dafna)
forall x (Deciduous(x) -> Skanky(x))
forall x (Skanky(x) -> Unshaven(x))
... | 0 | False | AttNoneg-OWA-D2-1085 |
Gladys is antidromic. Gladys is backhand. Gladys is estranging. Gladys is catchpenny. Mason is antidromic. Mason is backhand. Mason is unglazed. Mason is estranging. Mason is unwomanly. Mason is gainly. Wilbur is antidromic. Dode is antidromic. Dode is backhand. Dode is unwomanly. Dode is catchpenny. If something is an... | <extra_id_1>
Antidromic(gladys)
Backhand(gladys)
Estranging(gladys)
Catchpenny(gladys)
Antidromic(mason)
Backhand(mason)
Unglazed(mason)
Estranging(mason)
Unwomanly(mason)
Gainly(mason)
Antidromic(wilbur)
Antidromic(dode)
Backhand(dode)
Unwomanly(dode)
Catchpenny(dode)
forall x (Antidromic(x) -> Unwomanly(x))
forall x ... | 1 | True | AttNoneg-OWA-D2-1085 |
Krystalle is zero. Krystalle is whopping. Krystalle is flustered. Krystalle is thickset. Aditya is zero. Aditya is whopping. Aditya is stockinged. Aditya is flustered. Aditya is convergent. Aditya is outre. Teodorico is zero. Randa is zero. Randa is whopping. Randa is convergent. Randa is thickset. If something is zero... | <extra_id_1>
Zero(krystalle)
Whopping(krystalle)
Flustered(krystalle)
Thickset(krystalle)
Zero(aditya)
Whopping(aditya)
Stockinged(aditya)
Flustered(aditya)
Convergent(aditya)
Outre(aditya)
Zero(teodorico)
Zero(randa)
Whopping(randa)
Convergent(randa)
Thickset(randa)
forall x (Zero(x) -> Convergent(x))
forall x (Conver... | 1 | False | AttNoneg-OWA-D2-1085 |
Annalee is haughty. Annalee is impacted. Annalee is nonpolar. Annalee is vaulted. Felix is haughty. Felix is impacted. Felix is descendant. Felix is nonpolar. Felix is clamorous. Felix is phocine. Aleck is haughty. Horacio is haughty. Horacio is impacted. Horacio is clamorous. Horacio is vaulted. If something is haught... | <extra_id_1>
Haughty(annalee)
Impacted(annalee)
Nonpolar(annalee)
Vaulted(annalee)
Haughty(felix)
Impacted(felix)
Descendant(felix)
Nonpolar(felix)
Clamorous(felix)
Phocine(felix)
Haughty(aleck)
Haughty(horacio)
Impacted(horacio)
Clamorous(horacio)
Vaulted(horacio)
forall x (Haughty(x) -> Clamorous(x))
forall x (Clamor... | 2 | True | AttNoneg-OWA-D2-1085 |
Dulci is discovered. Dulci is azonal. Dulci is asinine. Dulci is immodest. Shelley is discovered. Shelley is azonal. Shelley is monthly. Shelley is asinine. Shelley is rawboned. Shelley is maroon. Tully is discovered. Moore is discovered. Moore is azonal. Moore is rawboned. Moore is immodest. If something is discovered... | <extra_id_1>
Discovered(dulci)
Azonal(dulci)
Asinine(dulci)
Immodest(dulci)
Discovered(shelley)
Azonal(shelley)
Monthly(shelley)
Asinine(shelley)
Rawboned(shelley)
Maroon(shelley)
Discovered(tully)
Discovered(moore)
Azonal(moore)
Rawboned(moore)
Immodest(moore)
forall x (Discovered(x) -> Rawboned(x))
forall x (Rawboned... | 2 | False | AttNoneg-OWA-D2-1085 |
Dorene is quizzical. Dorene is jesuitic. Dorene is acerb. Dorene is domed. Mellisent is quizzical. Mellisent is jesuitic. Mellisent is high. Mellisent is acerb. Mellisent is sunbaked. Mellisent is rooted. Redford is quizzical. Pippa is quizzical. Pippa is jesuitic. Pippa is sunbaked. Pippa is domed. If something is qui... | <extra_id_1>
Quizzical(dorene)
Jesuitic(dorene)
Acerb(dorene)
Domed(dorene)
Quizzical(mellisent)
Jesuitic(mellisent)
High(mellisent)
Acerb(mellisent)
Sunbaked(mellisent)
Rooted(mellisent)
Quizzical(redford)
Quizzical(pippa)
Jesuitic(pippa)
Sunbaked(pippa)
Domed(pippa)
forall x (Quizzical(x) -> Sunbaked(x))
forall x (Su... | 1 | Unknown | AttNoneg-OWA-D2-1085 |
Corinna is basifixed. Corinna is european. Corinna is granitic. Corinna is meandering. Lyssa is basifixed. Lyssa is european. Lyssa is ectodermic. Lyssa is granitic. Lyssa is fascist. Lyssa is sagging. Dionis is basifixed. Melanie is basifixed. Melanie is european. Melanie is fascist. Melanie is meandering. If somethin... | <extra_id_1>
Basifixed(corinna)
European(corinna)
Granitic(corinna)
Meandering(corinna)
Basifixed(lyssa)
European(lyssa)
Ectodermic(lyssa)
Granitic(lyssa)
Fascist(lyssa)
Sagging(lyssa)
Basifixed(dionis)
Basifixed(melanie)
European(melanie)
Fascist(melanie)
Meandering(melanie)
forall x (Basifixed(x) -> Fascist(x))
foral... | 0 | Unknown | AttNoneg-OWA-D2-1085 |
Elsa is minimal. Elsa is tortuous. Elsa is chic. Elsa is virile. Joshua is minimal. Joshua is tortuous. Joshua is marauding. Joshua is chic. Joshua is crack. Joshua is wolflike. Rahal is minimal. Gwennie is minimal. Gwennie is tortuous. Gwennie is crack. Gwennie is virile. If something is minimal then it is crack. If s... | <extra_id_1>
Minimal(elsa)
Tortuous(elsa)
Chic(elsa)
Virile(elsa)
Minimal(joshua)
Tortuous(joshua)
Marauding(joshua)
Chic(joshua)
Crack(joshua)
Wolflike(joshua)
Minimal(rahal)
Minimal(gwennie)
Tortuous(gwennie)
Crack(gwennie)
Virile(gwennie)
forall x (Minimal(x) -> Crack(x))
forall x (Crack(x) -> Wolflike(x))
Marauding... | 0 | Unknown | AttNoneg-OWA-D2-1085 |
Deirdre is evaporated. Deirdre is schmaltzy. Deirdre is heroical. Deirdre is kindled. Davida is evaporated. Davida is schmaltzy. Davida is wandering. Davida is heroical. Davida is jolly. Davida is roiling. Kellen is evaporated. Tiena is evaporated. Tiena is schmaltzy. Tiena is jolly. Tiena is kindled. If something is e... | <extra_id_1>
Evaporated(deirdre)
Schmaltzy(deirdre)
Heroical(deirdre)
Kindled(deirdre)
Evaporated(davida)
Schmaltzy(davida)
Wandering(davida)
Heroical(davida)
Jolly(davida)
Roiling(davida)
Evaporated(kellen)
Evaporated(tiena)
Schmaltzy(tiena)
Jolly(tiena)
Kindled(tiena)
forall x (Evaporated(x) -> Jolly(x))
forall x (Jo... | 0 | Unknown | AttNoneg-OWA-D2-1085 |
Neely is scorched. Neely is foliaged. Neely is recent. Neely is recoilless. Sherline is scorched. Sherline is foliaged. Sherline is crenulated. Sherline is recent. Sherline is additional. Sherline is diluvian. Mart is scorched. Imelda is scorched. Imelda is foliaged. Imelda is additional. Imelda is recoilless. If somet... | <extra_id_1>
Scorched(neely)
Foliaged(neely)
Recent(neely)
Recoilless(neely)
Scorched(sherline)
Foliaged(sherline)
Crenulated(sherline)
Recent(sherline)
Additional(sherline)
Diluvian(sherline)
Scorched(mart)
Scorched(imelda)
Foliaged(imelda)
Additional(imelda)
Recoilless(imelda)
forall x (Scorched(x) -> Additional(x))
... | 0 | Unknown | AttNoneg-OWA-D2-1085 |
Dorothy is snuffling. Dorothy is spindly. Dorothy is dusty. Dorothy is blushful. Carlyle is snuffling. Carlyle is spindly. Carlyle is smoldering. Carlyle is dusty. Carlyle is uncurbed. Carlyle is albuminous. Layne is snuffling. Angelika is snuffling. Angelika is spindly. Angelika is uncurbed. Angelika is blushful. If s... | <extra_id_1>
Snuffling(dorothy)
Spindly(dorothy)
Dusty(dorothy)
Blushful(dorothy)
Snuffling(carlyle)
Spindly(carlyle)
Smoldering(carlyle)
Dusty(carlyle)
Uncurbed(carlyle)
Albuminous(carlyle)
Snuffling(layne)
Snuffling(angelika)
Spindly(angelika)
Uncurbed(angelika)
Blushful(angelika)
forall x (Snuffling(x) -> Uncurbed(x... | 0 | Unknown | AttNoneg-OWA-D2-1085 |
Nealy is lxvii. Rough things are theoretic. If something is lxvii then it is overseas. <extra_id_0> Nealy is lxvii. | <extra_id_1>
Lxvii(nealy)
forall x (Overseas(x) -> Theoretic(x))
forall x (Lxvii(x) -> Overseas(x))
<extra_id_2>
Lxvii(nealy)
<extra_id_3>
therefore Lxvii(nealy)
<extra_id_4>
True | 0 | True | AttNoneg-OWA-D2-96 |
Birgit is unlawful. Rough things are electrical. If something is unlawful then it is exuvial. <extra_id_0> Birgit is not unlawful. | <extra_id_1>
Unlawful(birgit)
forall x (Exuvial(x) -> Electrical(x))
forall x (Unlawful(x) -> Exuvial(x))
<extra_id_2>
not Unlawful(birgit)
<extra_id_3>
therefore Unlawful(birgit)
<extra_id_4>
False | 0 | False | AttNoneg-OWA-D2-96 |
Brynna is asquint. Rough things are plastic. If something is asquint then it is biogenic. <extra_id_0> Brynna is biogenic. | <extra_id_1>
Asquint(brynna)
forall x (Biogenic(x) -> Plastic(x))
forall x (Asquint(x) -> Biogenic(x))
<extra_id_2>
Biogenic(brynna)
<extra_id_3>
Asquint(brynna) and forall x (Asquint(x) -> Biogenic(x)) -> therefore Biogenic(brynna)
<extra_id_4>
True | 1 | True | AttNoneg-OWA-D2-96 |
Marlane is approving. Rough things are dowered. If something is approving then it is indelible. <extra_id_0> Marlane is not indelible. | <extra_id_1>
Approving(marlane)
forall x (Indelible(x) -> Dowered(x))
forall x (Approving(x) -> Indelible(x))
<extra_id_2>
not Indelible(marlane)
<extra_id_3>
Approving(marlane) and forall x (Approving(x) -> Indelible(x)) -> therefore Indelible(marlane)
<extra_id_4>
False | 1 | False | AttNoneg-OWA-D2-96 |
Nada is unholy. Rough things are classy. If something is unholy then it is sleazy. <extra_id_0> Nada is classy. | <extra_id_1>
Unholy(nada)
forall x (Sleazy(x) -> Classy(x))
forall x (Unholy(x) -> Sleazy(x))
<extra_id_2>
Classy(nada)
<extra_id_3>
Unholy(nada) and forall x (Unholy(x) -> Sleazy(x)) -> therefore Sleazy(nada) <extra_id_5> Sleazy(nada) and forall x (Sleazy(x) -> Classy(x)) -> therefore Classy(nada)
<extra_id_4>
True | 2 | True | AttNoneg-OWA-D2-96 |
Osgood is atoxic. Rough things are zolaesque. If something is atoxic then it is pressor. <extra_id_0> Osgood is not zolaesque. | <extra_id_1>
Atoxic(osgood)
forall x (Pressor(x) -> Zolaesque(x))
forall x (Atoxic(x) -> Pressor(x))
<extra_id_2>
not Zolaesque(osgood)
<extra_id_3>
Atoxic(osgood) and forall x (Atoxic(x) -> Pressor(x)) -> therefore Pressor(osgood) <extra_id_5> Pressor(osgood) and forall x (Pressor(x) -> Zolaesque(x)) -> therefore Zola... | 2 | False | AttNoneg-OWA-D2-96 |
Izzi is zonary. Rough things are authorised. If something is zonary then it is anginous. <extra_id_0> Izzi is not green. | <extra_id_1>
Zonary(izzi)
forall x (Anginous(x) -> Authorised(x))
forall x (Zonary(x) -> Anginous(x))
<extra_id_2>
not Green(izzi)
<extra_id_3>
not Green(izzi) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Unknown | 0 | Unknown | AttNoneg-OWA-D2-96 |
Carlena is bothered. Rough things are adept. If something is bothered then it is crank. <extra_id_0> Carlena is big. | <extra_id_1>
Bothered(carlena)
forall x (Crank(x) -> Adept(x))
forall x (Bothered(x) -> Crank(x))
<extra_id_2>
Big(carlena)
<extra_id_3>
Big(carlena) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Unknown | 0 | Unknown | AttNoneg-OWA-D2-96 |
Meir is moneyed. Rough things are plane. If something is moneyed then it is spry. <extra_id_0> Meir is not round. | <extra_id_1>
Moneyed(meir)
forall x (Spry(x) -> Plane(x))
forall x (Moneyed(x) -> Spry(x))
<extra_id_2>
not Round(meir)
<extra_id_3>
not Round(meir) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Unknown | 0 | Unknown | AttNoneg-OWA-D2-96 |
Herb is lapidarian. Rough things are buddhistic. If something is lapidarian then it is posthumous. <extra_id_0> Herb is quiet. | <extra_id_1>
Lapidarian(herb)
forall x (Posthumous(x) -> Buddhistic(x))
forall x (Lapidarian(x) -> Posthumous(x))
<extra_id_2>
Quiet(herb)
<extra_id_3>
Quiet(herb) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Unknown | 0 | Unknown | AttNoneg-OWA-D2-96 |
The latia is unbaffled. The latia is not stringent. The latia is outermost. Rough things are unbaffled. If something is outermost and not unbaffled then it is stringent. If something is tickling then it is stringent. Young, stringent things are not unlettered. All outermost things are unlettered. All unlettered, unbaff... | <extra_id_1>
Unbaffled(latia)
not Stringent(latia)
Outermost(latia)
forall x (Outermost(x) -> Unbaffled(x))
forall x (Outermost(x) and not Unbaffled(x) -> Stringent(x))
forall x (Tickling(x) -> Stringent(x))
forall x (Tickling(x) and Stringent(x) -> not Unlettered(x))
forall x (Outermost(x) -> Unlettered(x))
forall x (... | 0 | True | RelNeg-OWA-D2-2093 |
The elisabet is projected. The elisabet is not dying. The elisabet is rooted. Rough things are projected. If something is rooted and not projected then it is dying. If something is cobwebby then it is dying. Young, dying things are not nursed. All rooted things are nursed. All nursed, projected things are not cobwebby.... | <extra_id_1>
Projected(elisabet)
not Dying(elisabet)
Rooted(elisabet)
forall x (Rooted(x) -> Projected(x))
forall x (Rooted(x) and not Projected(x) -> Dying(x))
forall x (Cobwebby(x) -> Dying(x))
forall x (Cobwebby(x) and Dying(x) -> not Nursed(x))
forall x (Rooted(x) -> Nursed(x))
forall x (Nursed(x) and Projected(x) ... | 0 | False | RelNeg-OWA-D2-2093 |
The piggy is incorrect. The piggy is not chalky. The piggy is unextended. Rough things are incorrect. If something is unextended and not incorrect then it is chalky. If something is caesural then it is chalky. Young, chalky things are not micro. All unextended things are micro. All micro, incorrect things are not caesu... | <extra_id_1>
Incorrect(piggy)
not Chalky(piggy)
Unextended(piggy)
forall x (Unextended(x) -> Incorrect(x))
forall x (Unextended(x) and not Incorrect(x) -> Chalky(x))
forall x (Caesural(x) -> Chalky(x))
forall x (Caesural(x) and Chalky(x) -> not Micro(x))
forall x (Unextended(x) -> Micro(x))
forall x (Micro(x) and Incor... | 1 | True | RelNeg-OWA-D2-2093 |
The derick is tapped. The derick is not large. The derick is grumous. Rough things are tapped. If something is grumous and not tapped then it is large. If something is vacillant then it is large. Young, large things are not pecuniary. All grumous things are pecuniary. All pecuniary, tapped things are not vacillant. <ex... | <extra_id_1>
Tapped(derick)
not Large(derick)
Grumous(derick)
forall x (Grumous(x) -> Tapped(x))
forall x (Grumous(x) and not Tapped(x) -> Large(x))
forall x (Vacillant(x) -> Large(x))
forall x (Vacillant(x) and Large(x) -> not Pecuniary(x))
forall x (Grumous(x) -> Pecuniary(x))
forall x (Pecuniary(x) and Tapped(x) -> ... | 1 | False | RelNeg-OWA-D2-2093 |
The charlotte is ergotic. The charlotte is not economical. The charlotte is enzootic. Rough things are ergotic. If something is enzootic and not ergotic then it is economical. If something is brushlike then it is economical. Young, economical things are not nervous. All enzootic things are nervous. All nervous, ergotic... | <extra_id_1>
Ergotic(charlotte)
not Economical(charlotte)
Enzootic(charlotte)
forall x (Enzootic(x) -> Ergotic(x))
forall x (Enzootic(x) and not Ergotic(x) -> Economical(x))
forall x (Brushlike(x) -> Economical(x))
forall x (Brushlike(x) and Economical(x) -> not Nervous(x))
forall x (Enzootic(x) -> Nervous(x))
forall x... | 2 | True | RelNeg-OWA-D2-2093 |
The darian is swishy. The darian is not exclusive. The darian is aggravated. Rough things are swishy. If something is aggravated and not swishy then it is exclusive. If something is arable then it is exclusive. Young, exclusive things are not momentary. All aggravated things are momentary. All momentary, swishy things ... | <extra_id_1>
Swishy(darian)
not Exclusive(darian)
Aggravated(darian)
forall x (Aggravated(x) -> Swishy(x))
forall x (Aggravated(x) and not Swishy(x) -> Exclusive(x))
forall x (Arable(x) -> Exclusive(x))
forall x (Arable(x) and Exclusive(x) -> not Momentary(x))
forall x (Aggravated(x) -> Momentary(x))
forall x (Momentar... | 2 | False | RelNeg-OWA-D2-2093 |
The modestine is hornless. The modestine is not slummy. The modestine is benevolent. Rough things are hornless. If something is benevolent and not hornless then it is slummy. If something is gentile then it is slummy. Young, slummy things are not lateen. All benevolent things are lateen. All lateen, hornless things are... | <extra_id_1>
Hornless(modestine)
not Slummy(modestine)
Benevolent(modestine)
forall x (Benevolent(x) -> Hornless(x))
forall x (Benevolent(x) and not Hornless(x) -> Slummy(x))
forall x (Gentile(x) -> Slummy(x))
forall x (Gentile(x) and Slummy(x) -> not Lateen(x))
forall x (Benevolent(x) -> Lateen(x))
forall x (Lateen(x)... | 0 | Unknown | RelNeg-OWA-D2-2093 |
The lorine is yeastlike. The lorine is not expiatory. The lorine is reusable. Rough things are yeastlike. If something is reusable and not yeastlike then it is expiatory. If something is potable then it is expiatory. Young, expiatory things are not encircling. All reusable things are encircling. All encircling, yeastli... | <extra_id_1>
Yeastlike(lorine)
not Expiatory(lorine)
Reusable(lorine)
forall x (Reusable(x) -> Yeastlike(x))
forall x (Reusable(x) and not Yeastlike(x) -> Expiatory(x))
forall x (Potable(x) -> Expiatory(x))
forall x (Potable(x) and Expiatory(x) -> not Encircling(x))
forall x (Reusable(x) -> Encircling(x))
forall x (Enc... | 0 | Unknown | RelNeg-OWA-D2-2093 |
The frannie unspell the eugen. The laurie pasteurise the frannie. The eugen pasteurise the alisha. The alisha is isoclinal. If something pasteurise the laurie then the laurie outfight the frannie. If something pasteurise the frannie then the frannie is derisory. If something is derisory then it outfight the eugen. <ext... | <extra_id_1>
Unspell(frannie, eugen)
Pasteurise(laurie, frannie)
Pasteurise(eugen, alisha)
Isoclinal(alisha)
forall x (Pasteurise(x, laurie) -> Outfight(laurie, frannie))
forall x (Pasteurise(x, frannie) -> Derisory(frannie))
forall x (Derisory(x) -> Outfight(x, eugen))
<extra_id_2>
Pasteurise(eugen, alisha)
<extra_id_... | 0 | True | RelNoneg-OWA-D2-1010 |
The zack bootlick the gallagher. The nelson polymerize the zack. The gallagher polymerize the belva. The belva is unsuasible. If something polymerize the nelson then the nelson vitiate the zack. If something polymerize the zack then the zack is fickle. If something is fickle then it vitiate the gallagher. <extra_id_0> ... | <extra_id_1>
Bootlick(zack, gallagher)
Polymerize(nelson, zack)
Polymerize(gallagher, belva)
Unsuasible(belva)
forall x (Polymerize(x, nelson) -> Vitiate(nelson, zack))
forall x (Polymerize(x, zack) -> Fickle(zack))
forall x (Fickle(x) -> Vitiate(x, gallagher))
<extra_id_2>
not Unsuasible(belva)
<extra_id_3>
therefore ... | 0 | False | RelNoneg-OWA-D2-1010 |
The matthus rarify the annabal. The felita interlude the matthus. The annabal interlude the cornelius. The cornelius is cuticular. If something interlude the felita then the felita savvy the matthus. If something interlude the matthus then the matthus is czech. If something is czech then it savvy the annabal. <extra_id... | <extra_id_1>
Rarify(matthus, annabal)
Interlude(felita, matthus)
Interlude(annabal, cornelius)
Cuticular(cornelius)
forall x (Interlude(x, felita) -> Savvy(felita, matthus))
forall x (Interlude(x, matthus) -> Czech(matthus))
forall x (Czech(x) -> Savvy(x, annabal))
<extra_id_2>
Czech(matthus)
<extra_id_3>
Interlude(fel... | 1 | True | RelNoneg-OWA-D2-1010 |
The carson turn the stephi. The fyodor deign the carson. The stephi deign the grazia. The grazia is habitable. If something deign the fyodor then the fyodor inflate the carson. If something deign the carson then the carson is adnate. If something is adnate then it inflate the stephi. <extra_id_0> The carson is not adna... | <extra_id_1>
Turn(carson, stephi)
Deign(fyodor, carson)
Deign(stephi, grazia)
Habitable(grazia)
forall x (Deign(x, fyodor) -> Inflate(fyodor, carson))
forall x (Deign(x, carson) -> Adnate(carson))
forall x (Adnate(x) -> Inflate(x, stephi))
<extra_id_2>
not Adnate(carson)
<extra_id_3>
Deign(fyodor, carson) and forall x ... | 1 | False | RelNoneg-OWA-D2-1010 |
The elly contend the estel. The junina intimidate the elly. The estel intimidate the srinivas. The srinivas is beautiful. If something intimidate the junina then the junina tread the elly. If something intimidate the elly then the elly is harmless. If something is harmless then it tread the estel. <extra_id_0> The elly... | <extra_id_1>
Contend(elly, estel)
Intimidate(junina, elly)
Intimidate(estel, srinivas)
Beautiful(srinivas)
forall x (Intimidate(x, junina) -> Tread(junina, elly))
forall x (Intimidate(x, elly) -> Harmless(elly))
forall x (Harmless(x) -> Tread(x, estel))
<extra_id_2>
Tread(elly, estel)
<extra_id_3>
Intimidate(junina, el... | 2 | True | RelNoneg-OWA-D2-1010 |
The rianon debar the barnie. The chiquita advertise the rianon. The barnie advertise the harli. The harli is candescent. If something advertise the chiquita then the chiquita heap the rianon. If something advertise the rianon then the rianon is unvoiced. If something is unvoiced then it heap the barnie. <extra_id_0> Th... | <extra_id_1>
Debar(rianon, barnie)
Advertise(chiquita, rianon)
Advertise(barnie, harli)
Candescent(harli)
forall x (Advertise(x, chiquita) -> Heap(chiquita, rianon))
forall x (Advertise(x, rianon) -> Unvoiced(rianon))
forall x (Unvoiced(x) -> Heap(x, barnie))
<extra_id_2>
not Heap(rianon, barnie)
<extra_id_3>
Advertise... | 2 | False | RelNoneg-OWA-D2-1010 |
The nalani photocopy the honor. The corwin rase the nalani. The honor rase the alvin. The alvin is reparable. If something rase the corwin then the corwin shade the nalani. If something rase the nalani then the nalani is undatable. If something is undatable then it shade the honor. <extra_id_0> The honor does not visit... | <extra_id_1>
Photocopy(nalani, honor)
Rase(corwin, nalani)
Rase(honor, alvin)
Reparable(alvin)
forall x (Rase(x, corwin) -> Shade(corwin, nalani))
forall x (Rase(x, nalani) -> Undatable(nalani))
forall x (Undatable(x) -> Shade(x, honor))
<extra_id_2>
not Shade(honor, honor)
<extra_id_3>
forall x (Undatable(x) -> Shade(... | 1 | Unknown | RelNoneg-OWA-D2-1010 |
The rudolph singe the hyatt. The lowell calender the rudolph. The hyatt calender the kettie. The kettie is synchronal. If something calender the lowell then the lowell teeter the rudolph. If something calender the rudolph then the rudolph is lubberly. If something is lubberly then it teeter the hyatt. <extra_id_0> The ... | <extra_id_1>
Singe(rudolph, hyatt)
Calender(lowell, rudolph)
Calender(hyatt, kettie)
Synchronal(kettie)
forall x (Calender(x, lowell) -> Teeter(lowell, rudolph))
forall x (Calender(x, rudolph) -> Lubberly(rudolph))
forall x (Lubberly(x) -> Teeter(x, hyatt))
<extra_id_2>
Teeter(kettie, hyatt)
<extra_id_3>
forall x (Lubb... | 1 | Unknown | RelNoneg-OWA-D2-1010 |
The shelagh chaperone the tadd. The inglebert tourney the shelagh. The tadd tourney the pepita. The pepita is curvy. If something tourney the inglebert then the inglebert quash the shelagh. If something tourney the shelagh then the shelagh is buckshee. If something is buckshee then it quash the tadd. <extra_id_0> The i... | <extra_id_1>
Chaperone(shelagh, tadd)
Tourney(inglebert, shelagh)
Tourney(tadd, pepita)
Curvy(pepita)
forall x (Tourney(x, inglebert) -> Quash(inglebert, shelagh))
forall x (Tourney(x, shelagh) -> Buckshee(shelagh))
forall x (Buckshee(x) -> Quash(x, tadd))
<extra_id_2>
not Quash(inglebert, tadd)
<extra_id_3>
forall x (... | 1 | Unknown | RelNoneg-OWA-D2-1010 |
The shari upheave the norry. The nicolette exceed the shari. The norry exceed the hillery. The hillery is cosmogonic. If something exceed the nicolette then the nicolette impound the shari. If something exceed the shari then the shari is reedlike. If something is reedlike then it impound the norry. <extra_id_0> The nor... | <extra_id_1>
Upheave(shari, norry)
Exceed(nicolette, shari)
Exceed(norry, hillery)
Cosmogonic(hillery)
forall x (Exceed(x, nicolette) -> Impound(nicolette, shari))
forall x (Exceed(x, shari) -> Reedlike(shari))
forall x (Reedlike(x) -> Impound(x, norry))
<extra_id_2>
Upheave(norry, norry)
<extra_id_3>
Upheave(norry, no... | 0 | Unknown | RelNoneg-OWA-D2-1010 |
The mamie devise the melina. The lust didder the mamie. The melina didder the melessa. The melessa is falciform. If something didder the lust then the lust flush the mamie. If something didder the mamie then the mamie is amoeban. If something is amoeban then it flush the melina. <extra_id_0> The melina does not need th... | <extra_id_1>
Devise(mamie, melina)
Didder(lust, mamie)
Didder(melina, melessa)
Falciform(melessa)
forall x (Didder(x, lust) -> Flush(lust, mamie))
forall x (Didder(x, mamie) -> Amoeban(mamie))
forall x (Amoeban(x) -> Flush(x, melina))
<extra_id_2>
not Didder(melina, melina)
<extra_id_3>
not Didder(melina, melina) <- [n... | 0 | Unknown | RelNoneg-OWA-D2-1010 |
The nata overtire the duke. The laurence detick the nata. The duke detick the edythe. The edythe is capitate. If something detick the laurence then the laurence compete the nata. If something detick the nata then the nata is manful. If something is manful then it compete the duke. <extra_id_0> The edythe compete the na... | <extra_id_1>
Overtire(nata, duke)
Detick(laurence, nata)
Detick(duke, edythe)
Capitate(edythe)
forall x (Detick(x, laurence) -> Compete(laurence, nata))
forall x (Detick(x, nata) -> Manful(nata))
forall x (Manful(x) -> Compete(x, duke))
<extra_id_2>
Compete(edythe, nata)
<extra_id_3>
Compete(edythe, nata) <- [no suppor... | 0 | Unknown | RelNoneg-OWA-D2-1010 |
Karly is scented. Latia is meek. Latia is epicarpal. Latia is acquitted. Latia is scented. Latia is unromantic. Latia is giddy. Garrot is scented. Garrot is unromantic. Garrot is plundering. Furry, plundering people are scented. If Latia is acquitted and Latia is scented then Latia is epicarpal. If Garrot is unromantic... | <extra_id_1>
Scented(karly)
Meek(latia)
Epicarpal(latia)
Acquitted(latia)
Scented(latia)
Unromantic(latia)
Giddy(latia)
Scented(garrot)
Unromantic(garrot)
Plundering(garrot)
forall x (Epicarpal(x) and Plundering(x) -> Scented(x))
Acquitted(latia) and Scented(latia) -> Epicarpal(latia)
Unromantic(garrot) and Plundering(... | 0 | True | AttNoneg-OWA-D2-300 |
Micaela is cytotoxic. Vernice is springy. Vernice is ferrous. Vernice is troublous. Vernice is cytotoxic. Vernice is acquired. Vernice is denuded. Charles is cytotoxic. Charles is acquired. Charles is aflame. Furry, aflame people are cytotoxic. If Vernice is troublous and Vernice is cytotoxic then Vernice is ferrous. I... | <extra_id_1>
Cytotoxic(micaela)
Springy(vernice)
Ferrous(vernice)
Troublous(vernice)
Cytotoxic(vernice)
Acquired(vernice)
Denuded(vernice)
Cytotoxic(charles)
Acquired(charles)
Aflame(charles)
forall x (Ferrous(x) and Aflame(x) -> Cytotoxic(x))
Troublous(vernice) and Cytotoxic(vernice) -> Ferrous(vernice)
Acquired(charl... | 0 | False | AttNoneg-OWA-D2-300 |
Tiler is finespun. Rustie is dietetical. Rustie is mortal. Rustie is backstage. Rustie is finespun. Rustie is respectful. Rustie is suspect. Janet is finespun. Janet is respectful. Janet is absorbing. Furry, absorbing people are finespun. If Rustie is backstage and Rustie is finespun then Rustie is mortal. If Janet is ... | <extra_id_1>
Finespun(tiler)
Dietetical(rustie)
Mortal(rustie)
Backstage(rustie)
Finespun(rustie)
Respectful(rustie)
Suspect(rustie)
Finespun(janet)
Respectful(janet)
Absorbing(janet)
forall x (Mortal(x) and Absorbing(x) -> Finespun(x))
Backstage(rustie) and Finespun(rustie) -> Mortal(rustie)
Respectful(janet) and Abso... | 1 | True | AttNoneg-OWA-D2-300 |
Sanford is leftover. Velvet is sham. Velvet is psychical. Velvet is thespian. Velvet is leftover. Velvet is sedative. Velvet is chalybeate. Benoite is leftover. Benoite is sedative. Benoite is acinose. Furry, acinose people are leftover. If Velvet is thespian and Velvet is leftover then Velvet is psychical. If Benoite ... | <extra_id_1>
Leftover(sanford)
Sham(velvet)
Psychical(velvet)
Thespian(velvet)
Leftover(velvet)
Sedative(velvet)
Chalybeate(velvet)
Leftover(benoite)
Sedative(benoite)
Acinose(benoite)
forall x (Psychical(x) and Acinose(x) -> Leftover(x))
Thespian(velvet) and Leftover(velvet) -> Psychical(velvet)
Sedative(benoite) and ... | 1 | False | AttNoneg-OWA-D2-300 |
Erhard is scaley. Emmalynne is beginning. Emmalynne is outrigged. Emmalynne is ribbed. Emmalynne is scaley. Emmalynne is grievous. Emmalynne is tokenish. Grady is scaley. Grady is grievous. Grady is upsetting. Furry, upsetting people are scaley. If Emmalynne is ribbed and Emmalynne is scaley then Emmalynne is outrigged... | <extra_id_1>
Scaley(erhard)
Beginning(emmalynne)
Outrigged(emmalynne)
Ribbed(emmalynne)
Scaley(emmalynne)
Grievous(emmalynne)
Tokenish(emmalynne)
Scaley(grady)
Grievous(grady)
Upsetting(grady)
forall x (Outrigged(x) and Upsetting(x) -> Scaley(x))
Ribbed(emmalynne) and Scaley(emmalynne) -> Outrigged(emmalynne)
Grievous(... | 2 | True | AttNoneg-OWA-D2-300 |
Lillian is feathery. Mathilda is uninvolved. Mathilda is acellular. Mathilda is boiled. Mathilda is feathery. Mathilda is unrealized. Mathilda is euclidean. Chancey is feathery. Chancey is unrealized. Chancey is gordian. Furry, gordian people are feathery. If Mathilda is boiled and Mathilda is feathery then Mathilda is... | <extra_id_1>
Feathery(lillian)
Uninvolved(mathilda)
Acellular(mathilda)
Boiled(mathilda)
Feathery(mathilda)
Unrealized(mathilda)
Euclidean(mathilda)
Feathery(chancey)
Unrealized(chancey)
Gordian(chancey)
forall x (Acellular(x) and Gordian(x) -> Feathery(x))
Boiled(mathilda) and Feathery(mathilda) -> Acellular(mathilda)... | 2 | False | AttNoneg-OWA-D2-300 |
Ginevra is azure. Vlad is fiery. Vlad is calloused. Vlad is refulgent. Vlad is azure. Vlad is amok. Vlad is crocketed. Sisile is azure. Sisile is amok. Sisile is eponymous. Furry, eponymous people are azure. If Vlad is refulgent and Vlad is azure then Vlad is calloused. If Sisile is amok and Sisile is eponymous then Si... | <extra_id_1>
Azure(ginevra)
Fiery(vlad)
Calloused(vlad)
Refulgent(vlad)
Azure(vlad)
Amok(vlad)
Crocketed(vlad)
Azure(sisile)
Amok(sisile)
Eponymous(sisile)
forall x (Calloused(x) and Eponymous(x) -> Azure(x))
Refulgent(vlad) and Azure(vlad) -> Calloused(vlad)
Amok(sisile) and Eponymous(sisile) -> Fiery(sisile)
Callouse... | 1 | Unknown | AttNoneg-OWA-D2-300 |
Kia is hittite. Isabelita is farther. Isabelita is membranous. Isabelita is botryoidal. Isabelita is hittite. Isabelita is union. Isabelita is ghoulish. Dulciana is hittite. Dulciana is union. Dulciana is illegible. Furry, illegible people are hittite. If Isabelita is botryoidal and Isabelita is hittite then Isabelita ... | <extra_id_1>
Hittite(kia)
Farther(isabelita)
Membranous(isabelita)
Botryoidal(isabelita)
Hittite(isabelita)
Union(isabelita)
Ghoulish(isabelita)
Hittite(dulciana)
Union(dulciana)
Illegible(dulciana)
forall x (Membranous(x) and Illegible(x) -> Hittite(x))
Botryoidal(isabelita) and Hittite(isabelita) -> Membranous(isabel... | 0 | Unknown | AttNoneg-OWA-D2-300 |
Malissia is birchen. Brittany is wrinkly. Brittany is profound. Brittany is abdominal. Brittany is birchen. Brittany is winded. Brittany is interred. Robbie is birchen. Robbie is winded. Robbie is flossy. Furry, flossy people are birchen. If Brittany is abdominal and Brittany is birchen then Brittany is profound. If Ro... | <extra_id_1>
Birchen(malissia)
Wrinkly(brittany)
Profound(brittany)
Abdominal(brittany)
Birchen(brittany)
Winded(brittany)
Interred(brittany)
Birchen(robbie)
Winded(robbie)
Flossy(robbie)
forall x (Profound(x) and Flossy(x) -> Birchen(x))
Abdominal(brittany) and Birchen(brittany) -> Profound(brittany)
Winded(robbie) an... | 0 | Unknown | AttNoneg-OWA-D2-300 |
Marigold is cognate. Oona is motivative. Oona is excitative. Oona is metalloid. Oona is cognate. Oona is perianal. Oona is pejorative. Elinor is cognate. Elinor is perianal. Elinor is belittled. Furry, belittled people are cognate. If Oona is metalloid and Oona is cognate then Oona is excitative. If Elinor is perianal ... | <extra_id_1>
Cognate(marigold)
Motivative(oona)
Excitative(oona)
Metalloid(oona)
Cognate(oona)
Perianal(oona)
Pejorative(oona)
Cognate(elinor)
Perianal(elinor)
Belittled(elinor)
forall x (Excitative(x) and Belittled(x) -> Cognate(x))
Metalloid(oona) and Cognate(oona) -> Excitative(oona)
Perianal(elinor) and Belittled(e... | 0 | Unknown | AttNoneg-OWA-D2-300 |
Miguelita is swingy. Lanita is miscible. Lanita is anaphasic. Lanita is mythic. Lanita is swingy. Lanita is batty. Lanita is blessed. Aviva is swingy. Aviva is batty. Aviva is numerable. Furry, numerable people are swingy. If Lanita is mythic and Lanita is swingy then Lanita is anaphasic. If Aviva is batty and Aviva is... | <extra_id_1>
Swingy(miguelita)
Miscible(lanita)
Anaphasic(lanita)
Mythic(lanita)
Swingy(lanita)
Batty(lanita)
Blessed(lanita)
Swingy(aviva)
Batty(aviva)
Numerable(aviva)
forall x (Anaphasic(x) and Numerable(x) -> Swingy(x))
Mythic(lanita) and Swingy(lanita) -> Anaphasic(lanita)
Batty(aviva) and Numerable(aviva) -> Misc... | 0 | Unknown | AttNoneg-OWA-D2-300 |
Guthrey is adamant. Nerty is restrained. Nerty is tendinous. Nerty is choric. Nerty is adamant. Nerty is effusive. Nerty is acheronian. Jessamine is adamant. Jessamine is effusive. Jessamine is allometric. Furry, allometric people are adamant. If Nerty is choric and Nerty is adamant then Nerty is tendinous. If Jessamin... | <extra_id_1>
Adamant(guthrey)
Restrained(nerty)
Tendinous(nerty)
Choric(nerty)
Adamant(nerty)
Effusive(nerty)
Acheronian(nerty)
Adamant(jessamine)
Effusive(jessamine)
Allometric(jessamine)
forall x (Tendinous(x) and Allometric(x) -> Adamant(x))
Choric(nerty) and Adamant(nerty) -> Tendinous(nerty)
Effusive(jessamine) an... | 0 | Unknown | AttNoneg-OWA-D2-300 |
Talbert is incorrupt. Jed is slimy. All younger things are renascent. If something is avascular then it is namibian. White things are avascular. <extra_id_0> Jed is slimy. | <extra_id_1>
Incorrupt(talbert)
Slimy(jed)
forall x (Younger(x) -> Renascent(x))
forall x (Avascular(x) -> Namibian(x))
forall x (Slimy(x) -> Avascular(x))
<extra_id_2>
Slimy(jed)
<extra_id_3>
therefore Slimy(jed)
<extra_id_4>
True | 0 | True | AttNoneg-OWA-D2-57 |
Maurice is tetragonal. Adara is biaxal. All spikelike things are mediocre. If something is dilatory then it is changed. White things are dilatory. <extra_id_0> Maurice is not tetragonal. | <extra_id_1>
Tetragonal(maurice)
Biaxal(adara)
forall x (Spikelike(x) -> Mediocre(x))
forall x (Dilatory(x) -> Changed(x))
forall x (Biaxal(x) -> Dilatory(x))
<extra_id_2>
not Tetragonal(maurice)
<extra_id_3>
therefore Tetragonal(maurice)
<extra_id_4>
False | 0 | False | AttNoneg-OWA-D2-57 |
Jehu is ridiculous. Donna is gleaming. All sparing things are needful. If something is wigged then it is agonal. White things are wigged. <extra_id_0> Donna is wigged. | <extra_id_1>
Ridiculous(jehu)
Gleaming(donna)
forall x (Sparing(x) -> Needful(x))
forall x (Wigged(x) -> Agonal(x))
forall x (Gleaming(x) -> Wigged(x))
<extra_id_2>
Wigged(donna)
<extra_id_3>
Gleaming(donna) and forall x (Gleaming(x) -> Wigged(x)) -> therefore Wigged(donna)
<extra_id_4>
True | 1 | True | AttNoneg-OWA-D2-57 |
Lucila is scholarly. Giorgia is unassisted. All lite things are draughty. If something is kempt then it is hogged. White things are kempt. <extra_id_0> Giorgia is not kempt. | <extra_id_1>
Scholarly(lucila)
Unassisted(giorgia)
forall x (Lite(x) -> Draughty(x))
forall x (Kempt(x) -> Hogged(x))
forall x (Unassisted(x) -> Kempt(x))
<extra_id_2>
not Kempt(giorgia)
<extra_id_3>
Unassisted(giorgia) and forall x (Unassisted(x) -> Kempt(x)) -> therefore Kempt(giorgia)
<extra_id_4>
False | 1 | False | AttNoneg-OWA-D2-57 |
Adara is congolese. Ahmet is nifty. All amoristic things are colloidal. If something is insipid then it is acaudal. White things are insipid. <extra_id_0> Ahmet is acaudal. | <extra_id_1>
Congolese(adara)
Nifty(ahmet)
forall x (Amoristic(x) -> Colloidal(x))
forall x (Insipid(x) -> Acaudal(x))
forall x (Nifty(x) -> Insipid(x))
<extra_id_2>
Acaudal(ahmet)
<extra_id_3>
Nifty(ahmet) and forall x (Nifty(x) -> Insipid(x)) -> therefore Insipid(ahmet) <extra_id_5> Insipid(ahmet) and forall x (Insip... | 2 | True | AttNoneg-OWA-D2-57 |
Calida is proximo. Caralie is wondrous. All divided things are primal. If something is dress then it is calculated. White things are dress. <extra_id_0> Caralie is not calculated. | <extra_id_1>
Proximo(calida)
Wondrous(caralie)
forall x (Divided(x) -> Primal(x))
forall x (Dress(x) -> Calculated(x))
forall x (Wondrous(x) -> Dress(x))
<extra_id_2>
not Calculated(caralie)
<extra_id_3>
Wondrous(caralie) and forall x (Wondrous(x) -> Dress(x)) -> therefore Dress(caralie) <extra_id_5> Dress(caralie) and... | 2 | False | AttNoneg-OWA-D2-57 |
Gerti is shaped. Hiralal is copesettic. All multiplied things are geocentric. If something is aeriform then it is sinhala. White things are aeriform. <extra_id_0> Gerti is not aeriform. | <extra_id_1>
Shaped(gerti)
Copesettic(hiralal)
forall x (Multiplied(x) -> Geocentric(x))
forall x (Aeriform(x) -> Sinhala(x))
forall x (Copesettic(x) -> Aeriform(x))
<extra_id_2>
not Aeriform(gerti)
<extra_id_3>
forall x (Copesettic(x) -> Aeriform(x)) <- [no base fact] <extra_id_5> Cannot be determined from given premi... | 1 | Unknown | AttNoneg-OWA-D2-57 |
Caria is willful. Marline is absorbable. All ligneous things are incorrect. If something is blindfold then it is urinary. White things are blindfold. <extra_id_0> Caria is urinary. | <extra_id_1>
Willful(caria)
Absorbable(marline)
forall x (Ligneous(x) -> Incorrect(x))
forall x (Blindfold(x) -> Urinary(x))
forall x (Absorbable(x) -> Blindfold(x))
<extra_id_2>
Urinary(caria)
<extra_id_3>
forall x (Blindfold(x) -> Urinary(x)) <- forall x (Absorbable(x) -> Blindfold(x)) <- [no base fact] <extra_id_5> ... | 2 | Unknown | AttNoneg-OWA-D2-57 |
Elianore is acherontic. Mervin is honest. All habited things are plumaged. If something is respectful then it is sulcate. White things are respectful. <extra_id_0> Elianore is not plumaged. | <extra_id_1>
Acherontic(elianore)
Honest(mervin)
forall x (Habited(x) -> Plumaged(x))
forall x (Respectful(x) -> Sulcate(x))
forall x (Honest(x) -> Respectful(x))
<extra_id_2>
not Plumaged(elianore)
<extra_id_3>
forall x (Habited(x) -> Plumaged(x)) <- [no base fact] <extra_id_5> Cannot be determined from given premises... | 1 | Unknown | AttNoneg-OWA-D2-57 |
Fraser is sudsy. Ofelia is crying. All cinnabar things are stannic. If something is liver then it is must. White things are liver. <extra_id_0> Fraser is blue. | <extra_id_1>
Sudsy(fraser)
Crying(ofelia)
forall x (Cinnabar(x) -> Stannic(x))
forall x (Liver(x) -> Must(x))
forall x (Crying(x) -> Liver(x))
<extra_id_2>
Blue(fraser)
<extra_id_3>
Blue(fraser) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Unknown | 0 | Unknown | AttNoneg-OWA-D2-57 |
Micky is nauseous. Angelia is manful. All glial things are boracic. If something is forthright then it is absolved. White things are forthright. <extra_id_0> Micky is not glial. | <extra_id_1>
Nauseous(micky)
Manful(angelia)
forall x (Glial(x) -> Boracic(x))
forall x (Forthright(x) -> Absolved(x))
forall x (Manful(x) -> Forthright(x))
<extra_id_2>
not Glial(micky)
<extra_id_3>
not Glial(micky) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Unk... | 0 | Unknown | AttNoneg-OWA-D2-57 |
Evita is tinkly. Yolanthe is upbeat. All osteal things are gilt. If something is seeming then it is treasured. White things are seeming. <extra_id_0> Yolanthe is osteal. | <extra_id_1>
Tinkly(evita)
Upbeat(yolanthe)
forall x (Osteal(x) -> Gilt(x))
forall x (Seeming(x) -> Treasured(x))
forall x (Upbeat(x) -> Seeming(x))
<extra_id_2>
Osteal(yolanthe)
<extra_id_3>
Osteal(yolanthe) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Unknown | 0 | Unknown | AttNoneg-OWA-D2-57 |
The edith is practiced. The edith does not like the jenica. The edith does not need the jenica. The edith does not visit the jenica. The nikkie is noetic. The nikkie is federated. The nikkie is recent. The nikkie is economic. The nikkie aggrandize the edith. The nikkie aggrandize the jenica. The nikkie thrum the jenica... | <extra_id_1>
Practiced(edith)
not Aggrandize(edith, jenica)
not Thrum(edith, jenica)
not Overreach(edith, jenica)
Noetic(nikkie)
Federated(nikkie)
Recent(nikkie)
Economic(nikkie)
Aggrandize(nikkie, edith)
Aggrandize(nikkie, jenica)
Thrum(nikkie, jenica)
not Overreach(nikkie, edith)
not Overreach(nikkie, jenica)
Practic... | 0 | True | RelNeg-OWA-D2-843 |
The cosette is totalistic. The cosette does not like the kitty. The cosette does not need the kitty. The cosette does not visit the kitty. The colene is awaited. The colene is apposable. The colene is whippy. The colene is unpackaged. The colene savour the cosette. The colene savour the kitty. The colene quell the kitt... | <extra_id_1>
Totalistic(cosette)
not Savour(cosette, kitty)
not Quell(cosette, kitty)
not Squeal(cosette, kitty)
Awaited(colene)
Apposable(colene)
Whippy(colene)
Unpackaged(colene)
Savour(colene, cosette)
Savour(colene, kitty)
Quell(colene, kitty)
not Squeal(colene, cosette)
not Squeal(colene, kitty)
Totalistic(kitty)
... | 0 | False | RelNeg-OWA-D2-843 |
The katrinka is successive. The katrinka does not like the carsten. The katrinka does not need the carsten. The katrinka does not visit the carsten. The beverie is digestible. The beverie is cryonic. The beverie is pretorian. The beverie is chafed. The beverie playact the katrinka. The beverie playact the carsten. The ... | <extra_id_1>
Successive(katrinka)
not Playact(katrinka, carsten)
not Feign(katrinka, carsten)
not Depreciate(katrinka, carsten)
Digestible(beverie)
Cryonic(beverie)
Pretorian(beverie)
Chafed(beverie)
Playact(beverie, katrinka)
Playact(beverie, carsten)
Feign(beverie, carsten)
not Depreciate(beverie, katrinka)
not Depre... | 1 | True | RelNeg-OWA-D2-843 |
The francesco is panicled. The francesco does not like the shlomo. The francesco does not need the shlomo. The francesco does not visit the shlomo. The ricca is nephritic. The ricca is illiterate. The ricca is multilevel. The ricca is authentic. The ricca decontrol the francesco. The ricca decontrol the shlomo. The ric... | <extra_id_1>
Panicled(francesco)
not Decontrol(francesco, shlomo)
not Rosin(francesco, shlomo)
not Blanket(francesco, shlomo)
Nephritic(ricca)
Illiterate(ricca)
Multilevel(ricca)
Authentic(ricca)
Decontrol(ricca, francesco)
Decontrol(ricca, shlomo)
Rosin(ricca, shlomo)
not Blanket(ricca, francesco)
not Blanket(ricca, s... | 1 | False | RelNeg-OWA-D2-843 |
The crawford is diabetic. The crawford does not like the mandi. The crawford does not need the mandi. The crawford does not visit the mandi. The myrlene is bilingual. The myrlene is itinerant. The myrlene is delible. The myrlene is immotile. The myrlene forgive the crawford. The myrlene forgive the mandi. The myrlene p... | <extra_id_1>
Diabetic(crawford)
not Forgive(crawford, mandi)
not Pulsate(crawford, mandi)
not Idealise(crawford, mandi)
Bilingual(myrlene)
Itinerant(myrlene)
Delible(myrlene)
Immotile(myrlene)
Forgive(myrlene, crawford)
Forgive(myrlene, mandi)
Pulsate(myrlene, mandi)
not Idealise(myrlene, crawford)
not Idealise(myrlene... | 2 | True | RelNeg-OWA-D2-843 |
The smitty is callous. The smitty does not like the juline. The smitty does not need the juline. The smitty does not visit the juline. The william is spouting. The william is unmatched. The william is expressive. The william is jovian. The william rhumba the smitty. The william rhumba the juline. The william combat the... | <extra_id_1>
Callous(smitty)
not Rhumba(smitty, juline)
not Combat(smitty, juline)
not Devise(smitty, juline)
Spouting(william)
Unmatched(william)
Expressive(william)
Jovian(william)
Rhumba(william, smitty)
Rhumba(william, juline)
Combat(william, juline)
not Devise(william, smitty)
not Devise(william, juline)
Callous(j... | 2 | False | RelNeg-OWA-D2-843 |
The aleece is harmonised. The aleece does not like the amandie. The aleece does not need the amandie. The aleece does not visit the amandie. The hamel is colorful. The hamel is congestive. The hamel is clxv. The hamel is stoppable. The hamel sharpshoot the aleece. The hamel sharpshoot the amandie. The hamel motivate th... | <extra_id_1>
Harmonised(aleece)
not Sharpshoot(aleece, amandie)
not Motivate(aleece, amandie)
not Abscise(aleece, amandie)
Colorful(hamel)
Congestive(hamel)
Clxv(hamel)
Stoppable(hamel)
Sharpshoot(hamel, aleece)
Sharpshoot(hamel, amandie)
Motivate(hamel, amandie)
not Abscise(hamel, aleece)
not Abscise(hamel, amandie)
H... | 1 | Unknown | RelNeg-OWA-D2-843 |
The betteann is twilled. The betteann does not like the mick. The betteann does not need the mick. The betteann does not visit the mick. The alain is mammary. The alain is imminent. The alain is algid. The alain is octangular. The alain retort the betteann. The alain retort the mick. The alain unburden the mick. The al... | <extra_id_1>
Twilled(betteann)
not Retort(betteann, mick)
not Unburden(betteann, mick)
not Patinise(betteann, mick)
Mammary(alain)
Imminent(alain)
Algid(alain)
Octangular(alain)
Retort(alain, betteann)
Retort(alain, mick)
Unburden(alain, mick)
not Patinise(alain, betteann)
not Patinise(alain, mick)
Twilled(mick)
not Al... | 1 | Unknown | RelNeg-OWA-D2-843 |
The horst is scrivened. The horst does not like the sonny. The horst does not need the sonny. The horst does not visit the sonny. The arleen is fooling. The arleen is coated. The arleen is starchlike. The arleen is synchronic. The arleen plank the horst. The arleen plank the sonny. The arleen canker the sonny. The arle... | <extra_id_1>
Scrivened(horst)
not Plank(horst, sonny)
not Canker(horst, sonny)
not Pinion(horst, sonny)
Fooling(arleen)
Coated(arleen)
Starchlike(arleen)
Synchronic(arleen)
Plank(arleen, horst)
Plank(arleen, sonny)
Canker(arleen, sonny)
not Pinion(arleen, horst)
not Pinion(arleen, sonny)
Scrivened(sonny)
not Starchlike... | 1 | Unknown | RelNeg-OWA-D2-843 |
The milt is scoured. The milt does not like the orin. The milt does not need the orin. The milt does not visit the orin. The jennie is creative. The jennie is equine. The jennie is nerveless. The jennie is swish. The jennie position the milt. The jennie position the orin. The jennie iodinate the orin. The jennie does n... | <extra_id_1>
Scoured(milt)
not Position(milt, orin)
not Iodinate(milt, orin)
not Mollify(milt, orin)
Creative(jennie)
Equine(jennie)
Nerveless(jennie)
Swish(jennie)
Position(jennie, milt)
Position(jennie, orin)
Iodinate(jennie, orin)
not Mollify(jennie, milt)
not Mollify(jennie, orin)
Scoured(orin)
not Nerveless(orin)
... | 0 | Unknown | RelNeg-OWA-D2-843 |
The daloris is peanut. The daloris does not like the traver. The daloris does not need the traver. The daloris does not visit the traver. The essie is wireless. The essie is thankless. The essie is nigerian. The essie is invading. The essie marshal the daloris. The essie marshal the traver. The essie freeload the trave... | <extra_id_1>
Peanut(daloris)
not Marshal(daloris, traver)
not Freeload(daloris, traver)
not Refer(daloris, traver)
Wireless(essie)
Thankless(essie)
Nigerian(essie)
Invading(essie)
Marshal(essie, daloris)
Marshal(essie, traver)
Freeload(essie, traver)
not Refer(essie, daloris)
not Refer(essie, traver)
Peanut(traver)
not... | 0 | Unknown | RelNeg-OWA-D2-843 |
The minni is appealing. The minni does not like the eustace. The minni does not need the eustace. The minni does not visit the eustace. The federico is sandalled. The federico is agonised. The federico is arid. The federico is spindly. The federico bestride the minni. The federico bestride the eustace. The federico cha... | <extra_id_1>
Appealing(minni)
not Bestride(minni, eustace)
not Charleston(minni, eustace)
not Veneer(minni, eustace)
Sandalled(federico)
Agonised(federico)
Arid(federico)
Spindly(federico)
Bestride(federico, minni)
Bestride(federico, eustace)
Charleston(federico, eustace)
not Veneer(federico, minni)
not Veneer(federico... | 0 | Unknown | RelNeg-OWA-D2-843 |
Melicent is legato. Melicent is cellulosid. Marci is not mercuric. Marci is disfigured. Zorana is sabine. Min is legato. Min is disfigured. If something is mercuric and subacid then it is not yogistic. If something is legato and cellulosid then it is yogistic. All cellulosid, disfigured things are yogistic. Young thing... | <extra_id_1>
Legato(melicent)
Cellulosid(melicent)
not Mercuric(marci)
Disfigured(marci)
Sabine(zorana)
Legato(min)
Disfigured(min)
forall x (Mercuric(x) and Subacid(x) -> not Yogistic(x))
forall x (Legato(x) and Cellulosid(x) -> Yogistic(x))
forall x (Cellulosid(x) and Disfigured(x) -> Yogistic(x))
forall x (Disfigure... | 0 | True | AttNeg-OWA-D2-1862 |
Joey is baseborn. Joey is avellan. Cacilie is not firsthand. Cacilie is bicuspid. Cris is gestural. Charin is baseborn. Charin is bicuspid. If something is firsthand and caucasian then it is not hairless. If something is baseborn and avellan then it is hairless. All avellan, bicuspid things are hairless. Young things a... | <extra_id_1>
Baseborn(joey)
Avellan(joey)
not Firsthand(cacilie)
Bicuspid(cacilie)
Gestural(cris)
Baseborn(charin)
Bicuspid(charin)
forall x (Firsthand(x) and Caucasian(x) -> not Hairless(x))
forall x (Baseborn(x) and Avellan(x) -> Hairless(x))
forall x (Avellan(x) and Bicuspid(x) -> Hairless(x))
forall x (Bicuspid(x) ... | 0 | False | AttNeg-OWA-D2-1862 |
Ford is needful. Ford is prox. Marne is not shelled. Marne is expedient. Darwin is hypnotic. Rafaela is needful. Rafaela is expedient. If something is shelled and undue then it is not stockinged. If something is needful and prox then it is stockinged. All prox, expedient things are stockinged. Young things are prox. Al... | <extra_id_1>
Needful(ford)
Prox(ford)
not Shelled(marne)
Expedient(marne)
Hypnotic(darwin)
Needful(rafaela)
Expedient(rafaela)
forall x (Shelled(x) and Undue(x) -> not Stockinged(x))
forall x (Needful(x) and Prox(x) -> Stockinged(x))
forall x (Prox(x) and Expedient(x) -> Stockinged(x))
forall x (Expedient(x) -> Prox(x)... | 1 | True | AttNeg-OWA-D2-1862 |
Zahara is boskopoid. Zahara is alveolate. Fara is not impuissant. Fara is ferny. Tab is decisive. Laurice is boskopoid. Laurice is ferny. If something is impuissant and shitless then it is not eellike. If something is boskopoid and alveolate then it is eellike. All alveolate, ferny things are eellike. Young things are ... | <extra_id_1>
Boskopoid(zahara)
Alveolate(zahara)
not Impuissant(fara)
Ferny(fara)
Decisive(tab)
Boskopoid(laurice)
Ferny(laurice)
forall x (Impuissant(x) and Shitless(x) -> not Eellike(x))
forall x (Boskopoid(x) and Alveolate(x) -> Eellike(x))
forall x (Alveolate(x) and Ferny(x) -> Eellike(x))
forall x (Ferny(x) -> Alv... | 1 | False | AttNeg-OWA-D2-1862 |
Darda is boreal. Darda is inflamed. Abigale is not farther. Abigale is metonymic. Quinn is general. Remy is boreal. Remy is metonymic. If something is farther and official then it is not penniless. If something is boreal and inflamed then it is penniless. All inflamed, metonymic things are penniless. Young things are i... | <extra_id_1>
Boreal(darda)
Inflamed(darda)
not Farther(abigale)
Metonymic(abigale)
General(quinn)
Boreal(remy)
Metonymic(remy)
forall x (Farther(x) and Official(x) -> not Penniless(x))
forall x (Boreal(x) and Inflamed(x) -> Penniless(x))
forall x (Inflamed(x) and Metonymic(x) -> Penniless(x))
forall x (Metonymic(x) -> ... | 2 | True | AttNeg-OWA-D2-1862 |
Anja is quits. Anja is tetchy. Tobye is not dispersed. Tobye is bawdy. Boyce is yuman. Kaleb is quits. Kaleb is bawdy. If something is dispersed and sebaceous then it is not prima. If something is quits and tetchy then it is prima. All tetchy, bawdy things are prima. Young things are tetchy. All tetchy things are yuman... | <extra_id_1>
Quits(anja)
Tetchy(anja)
not Dispersed(tobye)
Bawdy(tobye)
Yuman(boyce)
Quits(kaleb)
Bawdy(kaleb)
forall x (Dispersed(x) and Sebaceous(x) -> not Prima(x))
forall x (Quits(x) and Tetchy(x) -> Prima(x))
forall x (Tetchy(x) and Bawdy(x) -> Prima(x))
forall x (Bawdy(x) -> Tetchy(x))
forall x (Tetchy(x) -> Yuma... | 2 | False | AttNeg-OWA-D2-1862 |
Fanya is repeatable. Fanya is acetic. Arlo is not anoxic. Arlo is boney. Lon is unexciting. Katleen is repeatable. Katleen is boney. If something is anoxic and ventricose then it is not usurious. If something is repeatable and acetic then it is usurious. All acetic, boney things are usurious. Young things are acetic. A... | <extra_id_1>
Repeatable(fanya)
Acetic(fanya)
not Anoxic(arlo)
Boney(arlo)
Unexciting(lon)
Repeatable(katleen)
Boney(katleen)
forall x (Anoxic(x) and Ventricose(x) -> not Usurious(x))
forall x (Repeatable(x) and Acetic(x) -> Usurious(x))
forall x (Acetic(x) and Boney(x) -> Usurious(x))
forall x (Boney(x) -> Acetic(x))
f... | 1 | Unknown | AttNeg-OWA-D2-1862 |
Teriann is dotty. Teriann is bullocky. Marilee is not resultant. Marilee is kafkaesque. Cristie is sure. Ginnifer is dotty. Ginnifer is kafkaesque. If something is resultant and epic then it is not deplorable. If something is dotty and bullocky then it is deplorable. All bullocky, kafkaesque things are deplorable. Youn... | <extra_id_1>
Dotty(teriann)
Bullocky(teriann)
not Resultant(marilee)
Kafkaesque(marilee)
Sure(cristie)
Dotty(ginnifer)
Kafkaesque(ginnifer)
forall x (Resultant(x) and Epic(x) -> not Deplorable(x))
forall x (Dotty(x) and Bullocky(x) -> Deplorable(x))
forall x (Bullocky(x) and Kafkaesque(x) -> Deplorable(x))
forall x (Ka... | 1 | Unknown | AttNeg-OWA-D2-1862 |
Charline is adaptative. Charline is armored. Jamey is not mensural. Jamey is oratorical. Rosene is nicaean. Salome is adaptative. Salome is oratorical. If something is mensural and momentary then it is not enlivening. If something is adaptative and armored then it is enlivening. All armored, oratorical things are enliv... | <extra_id_1>
Adaptative(charline)
Armored(charline)
not Mensural(jamey)
Oratorical(jamey)
Nicaean(rosene)
Adaptative(salome)
Oratorical(salome)
forall x (Mensural(x) and Momentary(x) -> not Enlivening(x))
forall x (Adaptative(x) and Armored(x) -> Enlivening(x))
forall x (Armored(x) and Oratorical(x) -> Enlivening(x))
f... | 0 | Unknown | AttNeg-OWA-D2-1862 |
Dewey is dead. Dewey is fulsome. Jamey is not consecrate. Jamey is cervical. Chrissy is noncausal. Dane is dead. Dane is cervical. If something is consecrate and floaty then it is not buddhist. If something is dead and fulsome then it is buddhist. All fulsome, cervical things are buddhist. Young things are fulsome. All... | <extra_id_1>
Dead(dewey)
Fulsome(dewey)
not Consecrate(jamey)
Cervical(jamey)
Noncausal(chrissy)
Dead(dane)
Cervical(dane)
forall x (Consecrate(x) and Floaty(x) -> not Buddhist(x))
forall x (Dead(x) and Fulsome(x) -> Buddhist(x))
forall x (Fulsome(x) and Cervical(x) -> Buddhist(x))
forall x (Cervical(x) -> Fulsome(x))
... | 0 | Unknown | AttNeg-OWA-D2-1862 |
Raul is roughdried. Raul is inexpiable. Fonsie is not nosed. Fonsie is leathery. Elwood is sanctified. Shela is roughdried. Shela is leathery. If something is nosed and unshackled then it is not mitotic. If something is roughdried and inexpiable then it is mitotic. All inexpiable, leathery things are mitotic. Young thi... | <extra_id_1>
Roughdried(raul)
Inexpiable(raul)
not Nosed(fonsie)
Leathery(fonsie)
Sanctified(elwood)
Roughdried(shela)
Leathery(shela)
forall x (Nosed(x) and Unshackled(x) -> not Mitotic(x))
forall x (Roughdried(x) and Inexpiable(x) -> Mitotic(x))
forall x (Inexpiable(x) and Leathery(x) -> Mitotic(x))
forall x (Leather... | 0 | Unknown | AttNeg-OWA-D2-1862 |
Louie is myotonic. Louie is equanimous. Ruddy is not necessary. Ruddy is elemental. Rubia is squeaky. Cloris is myotonic. Cloris is elemental. If something is necessary and foster then it is not baptised. If something is myotonic and equanimous then it is baptised. All equanimous, elemental things are baptised. Young t... | <extra_id_1>
Myotonic(louie)
Equanimous(louie)
not Necessary(ruddy)
Elemental(ruddy)
Squeaky(rubia)
Myotonic(cloris)
Elemental(cloris)
forall x (Necessary(x) and Foster(x) -> not Baptised(x))
forall x (Myotonic(x) and Equanimous(x) -> Baptised(x))
forall x (Equanimous(x) and Elemental(x) -> Baptised(x))
forall x (Eleme... | 0 | Unknown | AttNeg-OWA-D2-1862 |
The forest cure the fianna. The forest nark the juliane. The forest is congenial. The forest is unchained. The forest is overfull. The forest scrimshank the fianna. The forest scrimshank the juliane. The fianna nark the forest. The fianna is unbowed. The fianna is overfull. The fianna scrimshank the forest. The juliane... | <extra_id_1>
Cure(forest, fianna)
Nark(forest, juliane)
Congenial(forest)
Unchained(forest)
Overfull(forest)
Scrimshank(forest, fianna)
Scrimshank(forest, juliane)
Nark(fianna, forest)
Unbowed(fianna)
Overfull(fianna)
Scrimshank(fianna, forest)
Cure(juliane, fianna)
Nark(juliane, forest)
Nasty(juliane)
Unchained(julian... | 0 | True | RelNoneg-OWA-D2-189 |
The barny charleston the randa. The barny chevvy the toma. The barny is benzylic. The barny is unassuming. The barny is poor. The barny dispose the randa. The barny dispose the toma. The randa chevvy the barny. The randa is laudatory. The randa is poor. The randa dispose the barny. The toma charleston the randa. The to... | <extra_id_1>
Charleston(barny, randa)
Chevvy(barny, toma)
Benzylic(barny)
Unassuming(barny)
Poor(barny)
Dispose(barny, randa)
Dispose(barny, toma)
Chevvy(randa, barny)
Laudatory(randa)
Poor(randa)
Dispose(randa, barny)
Charleston(toma, randa)
Chevvy(toma, barny)
Turbid(toma)
Unassuming(toma)
Poor(toma)
forall x (Charle... | 0 | False | RelNoneg-OWA-D2-189 |
The nerta disrespect the florian. The nerta creep the ardelle. The nerta is prosthetic. The nerta is thirteen. The nerta is total. The nerta quintuple the florian. The nerta quintuple the ardelle. The florian creep the nerta. The florian is chartreuse. The florian is total. The florian quintuple the nerta. The ardelle ... | <extra_id_1>
Disrespect(nerta, florian)
Creep(nerta, ardelle)
Prosthetic(nerta)
Thirteen(nerta)
Total(nerta)
Quintuple(nerta, florian)
Quintuple(nerta, ardelle)
Creep(florian, nerta)
Chartreuse(florian)
Total(florian)
Quintuple(florian, nerta)
Disrespect(ardelle, florian)
Creep(ardelle, nerta)
Redeeming(ardelle)
Thirte... | 1 | True | RelNoneg-OWA-D2-189 |
The morse wreathe the durward. The morse imperil the shirlee. The morse is mangled. The morse is reinforced. The morse is rootless. The morse badmouth the durward. The morse badmouth the shirlee. The durward imperil the morse. The durward is scummy. The durward is rootless. The durward badmouth the morse. The shirlee w... | <extra_id_1>
Wreathe(morse, durward)
Imperil(morse, shirlee)
Mangled(morse)
Reinforced(morse)
Rootless(morse)
Badmouth(morse, durward)
Badmouth(morse, shirlee)
Imperil(durward, morse)
Scummy(durward)
Rootless(durward)
Badmouth(durward, morse)
Wreathe(shirlee, durward)
Imperil(shirlee, morse)
Remarkable(shirlee)
Reinfor... | 1 | False | RelNoneg-OWA-D2-189 |
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