premises stringlengths 67 1.36k | logic stringlengths 141 1.82k | qdep int64 0 7 | answer stringclasses 3
values | source stringlengths 15 20 |
|---|---|---|---|---|
The ansell heal the isidora. The ansell is pastel. The ansell comminute the isidora. The emmit heal the garvy. The isidora heal the ansell. The isidora heal the garvy. The isidora reorient the ansell. The isidora comminute the emmit. The garvy heal the isidora. The garvy is genealogic. The garvy is resistive. The garvy... | <extra_id_1>
Heal(ansell, isidora)
Pastel(ansell)
Comminute(ansell, isidora)
Heal(emmit, garvy)
Heal(isidora, ansell)
Heal(isidora, garvy)
Reorient(isidora, ansell)
Comminute(isidora, emmit)
Heal(garvy, isidora)
Genealogic(garvy)
Resistive(garvy)
Reorient(garvy, ansell)
forall x (Reorient(x, emmit) -> Armed(x))
forall ... | 0 | Unknown | RelNoneg-OWA-D2-1563 |
The sigfried forgo the darleen. The sigfried is summative. The sigfried bench the darleen. The rosalie forgo the edith. The darleen forgo the sigfried. The darleen forgo the edith. The darleen retaliate the sigfried. The darleen bench the rosalie. The edith forgo the darleen. The edith is incased. The edith is dantesqu... | <extra_id_1>
Forgo(sigfried, darleen)
Summative(sigfried)
Bench(sigfried, darleen)
Forgo(rosalie, edith)
Forgo(darleen, sigfried)
Forgo(darleen, edith)
Retaliate(darleen, sigfried)
Bench(darleen, rosalie)
Forgo(edith, darleen)
Incased(edith)
Dantesque(edith)
Retaliate(edith, sigfried)
forall x (Retaliate(x, rosalie) ->... | 0 | Unknown | RelNoneg-OWA-D2-1563 |
The tate is glutinous. If something is nonwoody then it is not frostian. All billion things are frostian. All glutinous things are nonwoody. <extra_id_0> The tate is glutinous. | <extra_id_1>
Glutinous(tate)
forall x (Nonwoody(x) -> not Frostian(x))
forall x (Billion(x) -> Frostian(x))
forall x (Glutinous(x) -> Nonwoody(x))
<extra_id_2>
Glutinous(tate)
<extra_id_3>
therefore Glutinous(tate)
<extra_id_4>
True | 0 | True | RelNeg-OWA-D2-990 |
The wyn is biaxial. If something is debonaire then it is not buggy. All liege things are buggy. All biaxial things are debonaire. <extra_id_0> The wyn is not biaxial. | <extra_id_1>
Biaxial(wyn)
forall x (Debonaire(x) -> not Buggy(x))
forall x (Liege(x) -> Buggy(x))
forall x (Biaxial(x) -> Debonaire(x))
<extra_id_2>
not Biaxial(wyn)
<extra_id_3>
therefore Biaxial(wyn)
<extra_id_4>
False | 0 | False | RelNeg-OWA-D2-990 |
The bessy is rippled. If something is indusial then it is not biaxate. All couchant things are biaxate. All rippled things are indusial. <extra_id_0> The bessy is indusial. | <extra_id_1>
Rippled(bessy)
forall x (Indusial(x) -> not Biaxate(x))
forall x (Couchant(x) -> Biaxate(x))
forall x (Rippled(x) -> Indusial(x))
<extra_id_2>
Indusial(bessy)
<extra_id_3>
Rippled(bessy) and forall x (Rippled(x) -> Indusial(x)) -> therefore Indusial(bessy)
<extra_id_4>
True | 1 | True | RelNeg-OWA-D2-990 |
The engracia is blonde. If something is apophatic then it is not unattended. All ionian things are unattended. All blonde things are apophatic. <extra_id_0> The engracia is not apophatic. | <extra_id_1>
Blonde(engracia)
forall x (Apophatic(x) -> not Unattended(x))
forall x (Ionian(x) -> Unattended(x))
forall x (Blonde(x) -> Apophatic(x))
<extra_id_2>
not Apophatic(engracia)
<extra_id_3>
Blonde(engracia) and forall x (Blonde(x) -> Apophatic(x)) -> therefore Apophatic(engracia)
<extra_id_4>
False | 1 | False | RelNeg-OWA-D2-990 |
The fiann is ataractic. If something is edified then it is not apogamic. All unfledged things are apogamic. All ataractic things are edified. <extra_id_0> The fiann is not apogamic. | <extra_id_1>
Ataractic(fiann)
forall x (Edified(x) -> not Apogamic(x))
forall x (Unfledged(x) -> Apogamic(x))
forall x (Ataractic(x) -> Edified(x))
<extra_id_2>
not Apogamic(fiann)
<extra_id_3>
Ataractic(fiann) and forall x (Ataractic(x) -> Edified(x)) -> therefore Edified(fiann) <extra_id_5> Edified(fiann) and forall ... | 2 | True | RelNeg-OWA-D2-990 |
The celinda is camp. If something is theatrical then it is not mouthless. All vulcanized things are mouthless. All camp things are theatrical. <extra_id_0> The celinda is mouthless. | <extra_id_1>
Camp(celinda)
forall x (Theatrical(x) -> not Mouthless(x))
forall x (Vulcanized(x) -> Mouthless(x))
forall x (Camp(x) -> Theatrical(x))
<extra_id_2>
Mouthless(celinda)
<extra_id_3>
Camp(celinda) and forall x (Camp(x) -> Theatrical(x)) -> therefore Theatrical(celinda) <extra_id_5> Theatrical(celinda) and fo... | 2 | False | RelNeg-OWA-D2-990 |
The dianna is avionic. If something is anecdotal then it is not augustan. All lilac things are augustan. All avionic things are anecdotal. <extra_id_0> The dianna does not see the dianna. | <extra_id_1>
Avionic(dianna)
forall x (Anecdotal(x) -> not Augustan(x))
forall x (Lilac(x) -> Augustan(x))
forall x (Avionic(x) -> Anecdotal(x))
<extra_id_2>
not Sees(dianna, dianna)
<extra_id_3>
not Sees(dianna, dianna) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>... | 0 | Unknown | RelNeg-OWA-D2-990 |
The wye is taxpaying. If something is blustery then it is not opposite. All tubercular things are opposite. All taxpaying things are blustery. <extra_id_0> The wye chases the wye. | <extra_id_1>
Taxpaying(wye)
forall x (Blustery(x) -> not Opposite(x))
forall x (Tubercular(x) -> Opposite(x))
forall x (Taxpaying(x) -> Blustery(x))
<extra_id_2>
Chases(wye, wye)
<extra_id_3>
Chases(wye, wye) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Unknown | 0 | Unknown | RelNeg-OWA-D2-990 |
The annnora is eventual. If something is moraceous then it is not overweight. All austenitic things are overweight. All eventual things are moraceous. <extra_id_0> The annnora is not nice. | <extra_id_1>
Eventual(annnora)
forall x (Moraceous(x) -> not Overweight(x))
forall x (Austenitic(x) -> Overweight(x))
forall x (Eventual(x) -> Moraceous(x))
<extra_id_2>
not Nice(annnora)
<extra_id_3>
not Nice(annnora) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
U... | 0 | Unknown | RelNeg-OWA-D2-990 |
The whitman is enumerable. If something is sopranino then it is not autoecious. All titled things are autoecious. All enumerable things are sopranino. <extra_id_0> The whitman is titled. | <extra_id_1>
Enumerable(whitman)
forall x (Sopranino(x) -> not Autoecious(x))
forall x (Titled(x) -> Autoecious(x))
forall x (Enumerable(x) -> Sopranino(x))
<extra_id_2>
Titled(whitman)
<extra_id_3>
Titled(whitman) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Unkno... | 0 | Unknown | RelNeg-OWA-D2-990 |
Friedric is ambagious. Crista is secretive. Crista is inclement. Crista is ambagious. Crista is utility. Carmela is secretive. Carmela is inclement. Carmela is subclavian. Rudd is secretive. Rudd is desirous. Rudd is subclavian. Rudd is operculate. If something is operculate and ambagious then it is subclavian. If some... | <extra_id_1>
Ambagious(friedric)
Secretive(crista)
Inclement(crista)
Ambagious(crista)
Utility(crista)
Secretive(carmela)
Inclement(carmela)
Subclavian(carmela)
Secretive(rudd)
Desirous(rudd)
Subclavian(rudd)
Operculate(rudd)
forall x (Operculate(x) and Ambagious(x) -> Subclavian(x))
forall x (Inclement(x) and Utility(... | 0 | True | AttNoneg-OWA-D2-1550 |
Felita is tart. Hamil is pelagic. Hamil is pedigreed. Hamil is tart. Hamil is membranous. Reeta is pelagic. Reeta is pedigreed. Reeta is spoiled. Avis is pelagic. Avis is wavering. Avis is spoiled. Avis is tartaric. If something is tartaric and tart then it is spoiled. If something is pedigreed and membranous then it i... | <extra_id_1>
Tart(felita)
Pelagic(hamil)
Pedigreed(hamil)
Tart(hamil)
Membranous(hamil)
Pelagic(reeta)
Pedigreed(reeta)
Spoiled(reeta)
Pelagic(avis)
Wavering(avis)
Spoiled(avis)
Tartaric(avis)
forall x (Tartaric(x) and Tart(x) -> Spoiled(x))
forall x (Pedigreed(x) and Membranous(x) -> Tartaric(x))
forall x (Membranous(... | 0 | False | AttNoneg-OWA-D2-1550 |
Harriet is concurrent. Valaria is philatelic. Valaria is liquefied. Valaria is concurrent. Valaria is tutelary. Betsy is philatelic. Betsy is liquefied. Betsy is wailful. Angeline is philatelic. Angeline is casual. Angeline is wailful. Angeline is affable. If something is affable and concurrent then it is wailful. If s... | <extra_id_1>
Concurrent(harriet)
Philatelic(valaria)
Liquefied(valaria)
Concurrent(valaria)
Tutelary(valaria)
Philatelic(betsy)
Liquefied(betsy)
Wailful(betsy)
Philatelic(angeline)
Casual(angeline)
Wailful(angeline)
Affable(angeline)
forall x (Affable(x) and Concurrent(x) -> Wailful(x))
forall x (Liquefied(x) and Tutel... | 1 | True | AttNoneg-OWA-D2-1550 |
Liora is bribable. Dallas is ivied. Dallas is liplike. Dallas is bribable. Dallas is vengeful. Calley is ivied. Calley is liplike. Calley is loveable. Stacee is ivied. Stacee is adored. Stacee is loveable. Stacee is scraggly. If something is scraggly and bribable then it is loveable. If something is liplike and vengefu... | <extra_id_1>
Bribable(liora)
Ivied(dallas)
Liplike(dallas)
Bribable(dallas)
Vengeful(dallas)
Ivied(calley)
Liplike(calley)
Loveable(calley)
Ivied(stacee)
Adored(stacee)
Loveable(stacee)
Scraggly(stacee)
forall x (Scraggly(x) and Bribable(x) -> Loveable(x))
forall x (Liplike(x) and Vengeful(x) -> Scraggly(x))
forall x (... | 1 | False | AttNoneg-OWA-D2-1550 |
Cathryn is flying. Abagael is hesperian. Abagael is umptieth. Abagael is flying. Abagael is unbanded. Winona is hesperian. Winona is umptieth. Winona is allover. Emogene is hesperian. Emogene is postexilic. Emogene is allover. Emogene is opaque. If something is opaque and flying then it is allover. If something is umpt... | <extra_id_1>
Flying(cathryn)
Hesperian(abagael)
Umptieth(abagael)
Flying(abagael)
Unbanded(abagael)
Hesperian(winona)
Umptieth(winona)
Allover(winona)
Hesperian(emogene)
Postexilic(emogene)
Allover(emogene)
Opaque(emogene)
forall x (Opaque(x) and Flying(x) -> Allover(x))
forall x (Umptieth(x) and Unbanded(x) -> Opaque(... | 2 | True | AttNoneg-OWA-D2-1550 |
Tarah is narcotised. Darian is capped. Darian is organised. Darian is narcotised. Darian is hindustani. Dorena is capped. Dorena is organised. Dorena is venerable. Carmita is capped. Carmita is flavourful. Carmita is venerable. Carmita is cometary. If something is cometary and narcotised then it is venerable. If someth... | <extra_id_1>
Narcotised(tarah)
Capped(darian)
Organised(darian)
Narcotised(darian)
Hindustani(darian)
Capped(dorena)
Organised(dorena)
Venerable(dorena)
Capped(carmita)
Flavourful(carmita)
Venerable(carmita)
Cometary(carmita)
forall x (Cometary(x) and Narcotised(x) -> Venerable(x))
forall x (Organised(x) and Hindustani... | 2 | False | AttNoneg-OWA-D2-1550 |
Stanislaw is monarchal. Agathe is outfitted. Agathe is tatty. Agathe is monarchal. Agathe is trilingual. Ferdie is outfitted. Ferdie is tatty. Ferdie is apnoeic. Gaspar is outfitted. Gaspar is animist. Gaspar is apnoeic. Gaspar is ulcerative. If something is ulcerative and monarchal then it is apnoeic. If something is ... | <extra_id_1>
Monarchal(stanislaw)
Outfitted(agathe)
Tatty(agathe)
Monarchal(agathe)
Trilingual(agathe)
Outfitted(ferdie)
Tatty(ferdie)
Apnoeic(ferdie)
Outfitted(gaspar)
Animist(gaspar)
Apnoeic(gaspar)
Ulcerative(gaspar)
forall x (Ulcerative(x) and Monarchal(x) -> Apnoeic(x))
forall x (Tatty(x) and Trilingual(x) -> Ulce... | 1 | Unknown | AttNoneg-OWA-D2-1550 |
Esmerelda is mysterious. Fritz is chalky. Fritz is vicennial. Fritz is mysterious. Fritz is intimate. Minnie is chalky. Minnie is vicennial. Minnie is nutritious. Lavinie is chalky. Lavinie is dreamy. Lavinie is nutritious. Lavinie is exothermal. If something is exothermal and mysterious then it is nutritious. If somet... | <extra_id_1>
Mysterious(esmerelda)
Chalky(fritz)
Vicennial(fritz)
Mysterious(fritz)
Intimate(fritz)
Chalky(minnie)
Vicennial(minnie)
Nutritious(minnie)
Chalky(lavinie)
Dreamy(lavinie)
Nutritious(lavinie)
Exothermal(lavinie)
forall x (Exothermal(x) and Mysterious(x) -> Nutritious(x))
forall x (Vicennial(x) and Intimate(... | 1 | Unknown | AttNoneg-OWA-D2-1550 |
Adina is anachronic. Roobbie is mirthful. Roobbie is nervy. Roobbie is anachronic. Roobbie is dendritic. Kai is mirthful. Kai is nervy. Kai is supplicant. Georgine is mirthful. Georgine is pretorial. Georgine is supplicant. Georgine is agnatic. If something is agnatic and anachronic then it is supplicant. If something ... | <extra_id_1>
Anachronic(adina)
Mirthful(roobbie)
Nervy(roobbie)
Anachronic(roobbie)
Dendritic(roobbie)
Mirthful(kai)
Nervy(kai)
Supplicant(kai)
Mirthful(georgine)
Pretorial(georgine)
Supplicant(georgine)
Agnatic(georgine)
forall x (Agnatic(x) and Anachronic(x) -> Supplicant(x))
forall x (Nervy(x) and Dendritic(x) -> Ag... | 1 | Unknown | AttNoneg-OWA-D2-1550 |
Marlo is bridgeable. Maryanne is clamorous. Maryanne is eastside. Maryanne is bridgeable. Maryanne is prostrate. Ettie is clamorous. Ettie is eastside. Ettie is bistered. Caprice is clamorous. Caprice is sorted. Caprice is bistered. Caprice is stifled. If something is stifled and bridgeable then it is bistered. If some... | <extra_id_1>
Bridgeable(marlo)
Clamorous(maryanne)
Eastside(maryanne)
Bridgeable(maryanne)
Prostrate(maryanne)
Clamorous(ettie)
Eastside(ettie)
Bistered(ettie)
Clamorous(caprice)
Sorted(caprice)
Bistered(caprice)
Stifled(caprice)
forall x (Stifled(x) and Bridgeable(x) -> Bistered(x))
forall x (Eastside(x) and Prostrate... | 0 | Unknown | AttNoneg-OWA-D2-1550 |
Ophelie is retained. Lacey is matchless. Lacey is winglike. Lacey is retained. Lacey is amusive. Garnet is matchless. Garnet is winglike. Garnet is cymose. Berty is matchless. Berty is enthralled. Berty is cymose. Berty is permutable. If something is permutable and retained then it is cymose. If something is winglike a... | <extra_id_1>
Retained(ophelie)
Matchless(lacey)
Winglike(lacey)
Retained(lacey)
Amusive(lacey)
Matchless(garnet)
Winglike(garnet)
Cymose(garnet)
Matchless(berty)
Enthralled(berty)
Cymose(berty)
Permutable(berty)
forall x (Permutable(x) and Retained(x) -> Cymose(x))
forall x (Winglike(x) and Amusive(x) -> Permutable(x))... | 0 | Unknown | AttNoneg-OWA-D2-1550 |
Ivan is uncured. Anselma is fortissimo. Anselma is direct. Anselma is uncured. Anselma is robed. Lorianne is fortissimo. Lorianne is direct. Lorianne is polymeric. Enya is fortissimo. Enya is impulsive. Enya is polymeric. Enya is murdered. If something is murdered and uncured then it is polymeric. If something is direc... | <extra_id_1>
Uncured(ivan)
Fortissimo(anselma)
Direct(anselma)
Uncured(anselma)
Robed(anselma)
Fortissimo(lorianne)
Direct(lorianne)
Polymeric(lorianne)
Fortissimo(enya)
Impulsive(enya)
Polymeric(enya)
Murdered(enya)
forall x (Murdered(x) and Uncured(x) -> Polymeric(x))
forall x (Direct(x) and Robed(x) -> Murdered(x))
... | 0 | Unknown | AttNoneg-OWA-D2-1550 |
The will cumulate the neda. The will cumulate the cory. The will is burlesque. The will defrock the cory. The will antiquate the bonny. The neda defrock the bonny. The neda does not visit the cory. The bonny is azoic. The bonny antiquate the will. The cory is azoic. The cory is grueling. The cory defrock the will. If s... | <extra_id_1>
Cumulate(will, neda)
Cumulate(will, cory)
Burlesque(will)
Defrock(will, cory)
Antiquate(will, bonny)
Defrock(neda, bonny)
not Antiquate(neda, cory)
Azoic(bonny)
Antiquate(bonny, will)
Azoic(cory)
Grueling(cory)
Defrock(cory, will)
forall x (Grueling(x) and Cumulate(x, bonny) -> not Defrock(bonny, neda))
fo... | 0 | True | RelNeg-OWA-D2-1378 |
The mattias mystify the kassie. The mattias mystify the dwight. The mattias is canorous. The mattias blackberry the dwight. The mattias devaluate the inger. The kassie blackberry the inger. The kassie does not visit the dwight. The inger is xanthous. The inger devaluate the mattias. The dwight is xanthous. The dwight i... | <extra_id_1>
Mystify(mattias, kassie)
Mystify(mattias, dwight)
Canorous(mattias)
Blackberry(mattias, dwight)
Devaluate(mattias, inger)
Blackberry(kassie, inger)
not Devaluate(kassie, dwight)
Xanthous(inger)
Devaluate(inger, mattias)
Xanthous(dwight)
Difficult(dwight)
Blackberry(dwight, mattias)
forall x (Difficult(x) a... | 0 | False | RelNeg-OWA-D2-1378 |
The austen interest the wendie. The austen interest the tucker. The austen is powdery. The austen disforest the tucker. The austen palaver the paola. The wendie disforest the paola. The wendie does not visit the tucker. The paola is foolhardy. The paola palaver the austen. The tucker is foolhardy. The tucker is saporou... | <extra_id_1>
Interest(austen, wendie)
Interest(austen, tucker)
Powdery(austen)
Disforest(austen, tucker)
Palaver(austen, paola)
Disforest(wendie, paola)
not Palaver(wendie, tucker)
Foolhardy(paola)
Palaver(paola, austen)
Foolhardy(tucker)
Saporous(tucker)
Disforest(tucker, austen)
forall x (Saporous(x) and Interest(x, ... | 1 | True | RelNeg-OWA-D2-1378 |
The nickey interpose the lawrence. The nickey interpose the mei. The nickey is exoteric. The nickey exile the mei. The nickey headbutt the lyda. The lawrence exile the lyda. The lawrence does not visit the mei. The lyda is garrulous. The lyda headbutt the nickey. The mei is garrulous. The mei is capsulate. The mei exil... | <extra_id_1>
Interpose(nickey, lawrence)
Interpose(nickey, mei)
Exoteric(nickey)
Exile(nickey, mei)
Headbutt(nickey, lyda)
Exile(lawrence, lyda)
not Headbutt(lawrence, mei)
Garrulous(lyda)
Headbutt(lyda, nickey)
Garrulous(mei)
Capsulate(mei)
Exile(mei, nickey)
forall x (Capsulate(x) and Interpose(x, lyda) -> not Exile(... | 1 | False | RelNeg-OWA-D2-1378 |
The natalya abound the wilbur. The natalya abound the shira. The natalya is homy. The natalya imbibe the shira. The natalya actuate the winton. The wilbur imbibe the winton. The wilbur does not visit the shira. The winton is freeborn. The winton actuate the natalya. The shira is freeborn. The shira is primo. The shira ... | <extra_id_1>
Abound(natalya, wilbur)
Abound(natalya, shira)
Homy(natalya)
Imbibe(natalya, shira)
Actuate(natalya, winton)
Imbibe(wilbur, winton)
not Actuate(wilbur, shira)
Freeborn(winton)
Actuate(winton, natalya)
Freeborn(shira)
Primo(shira)
Imbibe(shira, natalya)
forall x (Primo(x) and Abound(x, winton) -> not Imbibe... | 2 | True | RelNeg-OWA-D2-1378 |
The dryke demonize the quintana. The dryke demonize the traver. The dryke is unprompted. The dryke undersign the traver. The dryke dismount the tani. The quintana undersign the tani. The quintana does not visit the traver. The tani is libellous. The tani dismount the dryke. The traver is libellous. The traver is copula... | <extra_id_1>
Demonize(dryke, quintana)
Demonize(dryke, traver)
Unprompted(dryke)
Undersign(dryke, traver)
Dismount(dryke, tani)
Undersign(quintana, tani)
not Dismount(quintana, traver)
Libellous(tani)
Dismount(tani, dryke)
Libellous(traver)
Copulatory(traver)
Undersign(traver, dryke)
forall x (Copulatory(x) and Demoniz... | 2 | False | RelNeg-OWA-D2-1378 |
The archy replay the wilt. The archy replay the hewie. The archy is ungrasped. The archy vaporise the hewie. The archy regress the marlene. The wilt vaporise the marlene. The wilt does not visit the hewie. The marlene is wearied. The marlene regress the archy. The hewie is wearied. The hewie is planned. The hewie vapor... | <extra_id_1>
Replay(archy, wilt)
Replay(archy, hewie)
Ungrasped(archy)
Vaporise(archy, hewie)
Regress(archy, marlene)
Vaporise(wilt, marlene)
not Regress(wilt, hewie)
Wearied(marlene)
Regress(marlene, archy)
Wearied(hewie)
Planned(hewie)
Vaporise(hewie, archy)
forall x (Planned(x) and Replay(x, marlene) -> not Vaporise... | 1 | Unknown | RelNeg-OWA-D2-1378 |
The maynord foment the keenan. The maynord foment the mirilla. The maynord is daedal. The maynord plough the mirilla. The maynord astound the timmie. The keenan plough the timmie. The keenan does not visit the mirilla. The timmie is unassisted. The timmie astound the maynord. The mirilla is unassisted. The mirilla is k... | <extra_id_1>
Foment(maynord, keenan)
Foment(maynord, mirilla)
Daedal(maynord)
Plough(maynord, mirilla)
Astound(maynord, timmie)
Plough(keenan, timmie)
not Astound(keenan, mirilla)
Unassisted(timmie)
Astound(timmie, maynord)
Unassisted(mirilla)
Kokka(mirilla)
Plough(mirilla, maynord)
forall x (Kokka(x) and Foment(x, tim... | 1 | Unknown | RelNeg-OWA-D2-1378 |
The isobel devilise the dale. The isobel devilise the samantha. The isobel is afoul. The isobel hearken the samantha. The isobel convince the shaun. The dale hearken the shaun. The dale does not visit the samantha. The shaun is colonized. The shaun convince the isobel. The samantha is colonized. The samantha is unwatch... | <extra_id_1>
Devilise(isobel, dale)
Devilise(isobel, samantha)
Afoul(isobel)
Hearken(isobel, samantha)
Convince(isobel, shaun)
Hearken(dale, shaun)
not Convince(dale, samantha)
Colonized(shaun)
Convince(shaun, isobel)
Colonized(samantha)
Unwatchful(samantha)
Hearken(samantha, isobel)
forall x (Unwatchful(x) and Devilis... | 1 | Unknown | RelNeg-OWA-D2-1378 |
The lenna bewilder the monah. The lenna bewilder the pier. The lenna is prenominal. The lenna boob the pier. The lenna peculate the aidan. The monah boob the aidan. The monah does not visit the pier. The aidan is anaemic. The aidan peculate the lenna. The pier is anaemic. The pier is totaled. The pier boob the lenna. I... | <extra_id_1>
Bewilder(lenna, monah)
Bewilder(lenna, pier)
Prenominal(lenna)
Boob(lenna, pier)
Peculate(lenna, aidan)
Boob(monah, aidan)
not Peculate(monah, pier)
Anaemic(aidan)
Peculate(aidan, lenna)
Anaemic(pier)
Totaled(pier)
Boob(pier, lenna)
forall x (Totaled(x) and Bewilder(x, aidan) -> not Boob(aidan, monah))
for... | 0 | Unknown | RelNeg-OWA-D2-1378 |
The amalia unbend the nevins. The amalia unbend the frederica. The amalia is octal. The amalia waken the frederica. The amalia sediment the rolf. The nevins waken the rolf. The nevins does not visit the frederica. The rolf is nepali. The rolf sediment the amalia. The frederica is nepali. The frederica is sinewy. The fr... | <extra_id_1>
Unbend(amalia, nevins)
Unbend(amalia, frederica)
Octal(amalia)
Waken(amalia, frederica)
Sediment(amalia, rolf)
Waken(nevins, rolf)
not Sediment(nevins, frederica)
Nepali(rolf)
Sediment(rolf, amalia)
Nepali(frederica)
Sinewy(frederica)
Waken(frederica, amalia)
forall x (Sinewy(x) and Unbend(x, rolf) -> not ... | 0 | Unknown | RelNeg-OWA-D2-1378 |
The tarzan brisk the torrance. The tarzan brisk the konstance. The tarzan is speckled. The tarzan preamble the konstance. The tarzan insert the silvain. The torrance preamble the silvain. The torrance does not visit the konstance. The silvain is kooky. The silvain insert the tarzan. The konstance is kooky. The konstanc... | <extra_id_1>
Brisk(tarzan, torrance)
Brisk(tarzan, konstance)
Speckled(tarzan)
Preamble(tarzan, konstance)
Insert(tarzan, silvain)
Preamble(torrance, silvain)
not Insert(torrance, konstance)
Kooky(silvain)
Insert(silvain, tarzan)
Kooky(konstance)
Accrued(konstance)
Preamble(konstance, tarzan)
forall x (Accrued(x) and B... | 0 | Unknown | RelNeg-OWA-D2-1378 |
Sherwynd is coaxal. Sherwynd is dazzled. Sherwynd is umbrella. Yonina is blessed. Yonina is trendy. Yonina is umbrella. Yonina is floccose. Corri is blessed. Corri is dazzled. Corri is coriaceous. Corri is umbrella. Kathi is blessed. Kathi is trendy. Kathi is coriaceous. Kathi is floccose. Furry, dazzled things are flo... | <extra_id_1>
Coaxal(sherwynd)
Dazzled(sherwynd)
Umbrella(sherwynd)
Blessed(yonina)
Trendy(yonina)
Umbrella(yonina)
Floccose(yonina)
Blessed(corri)
Dazzled(corri)
Coriaceous(corri)
Umbrella(corri)
Blessed(kathi)
Trendy(kathi)
Coriaceous(kathi)
Floccose(kathi)
forall x (Trendy(x) and Dazzled(x) -> Floccose(x))
forall x (... | 0 | True | AttNoneg-OWA-D2-1755 |
Marcie is autonomous. Marcie is shrewish. Marcie is papillose. Ephram is divisible. Ephram is fulgent. Ephram is papillose. Ephram is maddened. Ronald is divisible. Ronald is shrewish. Ronald is venomed. Ronald is papillose. Brandon is divisible. Brandon is fulgent. Brandon is venomed. Brandon is maddened. Furry, shrew... | <extra_id_1>
Autonomous(marcie)
Shrewish(marcie)
Papillose(marcie)
Divisible(ephram)
Fulgent(ephram)
Papillose(ephram)
Maddened(ephram)
Divisible(ronald)
Shrewish(ronald)
Venomed(ronald)
Papillose(ronald)
Divisible(brandon)
Fulgent(brandon)
Venomed(brandon)
Maddened(brandon)
forall x (Fulgent(x) and Shrewish(x) -> Madd... | 0 | False | AttNoneg-OWA-D2-1755 |
Hassan is fueled. Hassan is acidic. Hassan is patient. Bria is bonelike. Bria is clxxv. Bria is patient. Bria is egregious. Heidi is bonelike. Heidi is acidic. Heidi is mock. Heidi is patient. Bernice is bonelike. Bernice is clxxv. Bernice is mock. Bernice is egregious. Furry, acidic things are egregious. Round things ... | <extra_id_1>
Fueled(hassan)
Acidic(hassan)
Patient(hassan)
Bonelike(bria)
Clxxv(bria)
Patient(bria)
Egregious(bria)
Bonelike(heidi)
Acidic(heidi)
Mock(heidi)
Patient(heidi)
Bonelike(bernice)
Clxxv(bernice)
Mock(bernice)
Egregious(bernice)
forall x (Clxxv(x) and Acidic(x) -> Egregious(x))
forall x (Patient(x) -> Clxxv(x... | 1 | True | AttNoneg-OWA-D2-1755 |
Micheline is woven. Micheline is sequined. Micheline is malleable. Yank is supple. Yank is ribald. Yank is malleable. Yank is epicurean. Marielle is supple. Marielle is sequined. Marielle is systolic. Marielle is malleable. Frederik is supple. Frederik is ribald. Frederik is systolic. Frederik is epicurean. Furry, sequ... | <extra_id_1>
Woven(micheline)
Sequined(micheline)
Malleable(micheline)
Supple(yank)
Ribald(yank)
Malleable(yank)
Epicurean(yank)
Supple(marielle)
Sequined(marielle)
Systolic(marielle)
Malleable(marielle)
Supple(frederik)
Ribald(frederik)
Systolic(frederik)
Epicurean(frederik)
forall x (Ribald(x) and Sequined(x) -> Epic... | 1 | False | AttNoneg-OWA-D2-1755 |
Rosario is compulsory. Rosario is articled. Rosario is goofy. Christian is populated. Christian is fruitful. Christian is goofy. Christian is confiding. Francesco is populated. Francesco is articled. Francesco is gymnastic. Francesco is goofy. Reeba is populated. Reeba is fruitful. Reeba is gymnastic. Reeba is confidin... | <extra_id_1>
Compulsory(rosario)
Articled(rosario)
Goofy(rosario)
Populated(christian)
Fruitful(christian)
Goofy(christian)
Confiding(christian)
Populated(francesco)
Articled(francesco)
Gymnastic(francesco)
Goofy(francesco)
Populated(reeba)
Fruitful(reeba)
Gymnastic(reeba)
Confiding(reeba)
forall x (Fruitful(x) and Art... | 2 | True | AttNoneg-OWA-D2-1755 |
Cami is great. Cami is mobbish. Cami is autarkic. Herbie is roiling. Herbie is soiled. Herbie is autarkic. Herbie is chian. Peri is roiling. Peri is mobbish. Peri is undirected. Peri is autarkic. Jamima is roiling. Jamima is soiled. Jamima is undirected. Jamima is chian. Furry, mobbish things are chian. Round things ar... | <extra_id_1>
Great(cami)
Mobbish(cami)
Autarkic(cami)
Roiling(herbie)
Soiled(herbie)
Autarkic(herbie)
Chian(herbie)
Roiling(peri)
Mobbish(peri)
Undirected(peri)
Autarkic(peri)
Roiling(jamima)
Soiled(jamima)
Undirected(jamima)
Chian(jamima)
forall x (Soiled(x) and Mobbish(x) -> Chian(x))
forall x (Autarkic(x) -> Soiled(... | 2 | False | AttNoneg-OWA-D2-1755 |
Kora is recurvate. Kora is voidable. Kora is roughdried. Cameron is statant. Cameron is huge. Cameron is roughdried. Cameron is original. Dacia is statant. Dacia is voidable. Dacia is assailable. Dacia is roughdried. Maxwell is statant. Maxwell is huge. Maxwell is assailable. Maxwell is original. Furry, voidable things... | <extra_id_1>
Recurvate(kora)
Voidable(kora)
Roughdried(kora)
Statant(cameron)
Huge(cameron)
Roughdried(cameron)
Original(cameron)
Statant(dacia)
Voidable(dacia)
Assailable(dacia)
Roughdried(dacia)
Statant(maxwell)
Huge(maxwell)
Assailable(maxwell)
Original(maxwell)
forall x (Huge(x) and Voidable(x) -> Original(x))
fora... | 0 | Unknown | AttNoneg-OWA-D2-1755 |
Brent is flavorsome. Brent is oversewn. Brent is bullish. Joice is winey. Joice is boolean. Joice is bullish. Joice is terminable. Etienne is winey. Etienne is oversewn. Etienne is corroded. Etienne is bullish. Sayer is winey. Sayer is boolean. Sayer is corroded. Sayer is terminable. Furry, oversewn things are terminab... | <extra_id_1>
Flavorsome(brent)
Oversewn(brent)
Bullish(brent)
Winey(joice)
Boolean(joice)
Bullish(joice)
Terminable(joice)
Winey(etienne)
Oversewn(etienne)
Corroded(etienne)
Bullish(etienne)
Winey(sayer)
Boolean(sayer)
Corroded(sayer)
Terminable(sayer)
forall x (Boolean(x) and Oversewn(x) -> Terminable(x))
forall x (Bu... | 0 | Unknown | AttNoneg-OWA-D2-1755 |
Shelia is waxen. Shelia is altricial. Shelia is mouselike. Colly is undefiled. Colly is biweekly. Colly is mouselike. Colly is cancellate. Claudio is undefiled. Claudio is altricial. Claudio is decayed. Claudio is mouselike. Blondelle is undefiled. Blondelle is biweekly. Blondelle is decayed. Blondelle is cancellate. F... | <extra_id_1>
Waxen(shelia)
Altricial(shelia)
Mouselike(shelia)
Undefiled(colly)
Biweekly(colly)
Mouselike(colly)
Cancellate(colly)
Undefiled(claudio)
Altricial(claudio)
Decayed(claudio)
Mouselike(claudio)
Undefiled(blondelle)
Biweekly(blondelle)
Decayed(blondelle)
Cancellate(blondelle)
forall x (Biweekly(x) and Altrici... | 0 | Unknown | AttNoneg-OWA-D2-1755 |
Asia is swish. Asia is demode. Asia is semirigid. Nestor is acerb. Nestor is fraught. Nestor is semirigid. Nestor is jocular. Tore is acerb. Tore is demode. Tore is springless. Tore is semirigid. Sunshine is acerb. Sunshine is fraught. Sunshine is springless. Sunshine is jocular. Furry, demode things are jocular. Round... | <extra_id_1>
Swish(asia)
Demode(asia)
Semirigid(asia)
Acerb(nestor)
Fraught(nestor)
Semirigid(nestor)
Jocular(nestor)
Acerb(tore)
Demode(tore)
Springless(tore)
Semirigid(tore)
Acerb(sunshine)
Fraught(sunshine)
Springless(sunshine)
Jocular(sunshine)
forall x (Fraught(x) and Demode(x) -> Jocular(x))
forall x (Semirigid(x... | 0 | Unknown | AttNoneg-OWA-D2-1755 |
Redmond is fulsome. Redmond is decreased. Redmond is unseeyn. Faustine is cruel. Faustine is gamey. Faustine is unseeyn. Faustine is javan. Lawton is cruel. Lawton is decreased. Lawton is lxxxviii. Lawton is unseeyn. Vin is cruel. Vin is gamey. Vin is lxxxviii. Vin is javan. Furry, decreased things are javan. Round thi... | <extra_id_1>
Fulsome(redmond)
Decreased(redmond)
Unseeyn(redmond)
Cruel(faustine)
Gamey(faustine)
Unseeyn(faustine)
Javan(faustine)
Cruel(lawton)
Decreased(lawton)
Lxxxviii(lawton)
Unseeyn(lawton)
Cruel(vin)
Gamey(vin)
Lxxxviii(vin)
Javan(vin)
forall x (Gamey(x) and Decreased(x) -> Javan(x))
forall x (Unseeyn(x) -> Gam... | 0 | Unknown | AttNoneg-OWA-D2-1755 |
Christi is shameless. Christi is bowleg. Christi is caecal. Alene is cliquish. Alene is previous. Alene is caecal. Alene is deadlocked. Kali is cliquish. Kali is bowleg. Kali is abstract. Kali is caecal. Nathanil is cliquish. Nathanil is previous. Nathanil is abstract. Nathanil is deadlocked. Furry, bowleg things are d... | <extra_id_1>
Shameless(christi)
Bowleg(christi)
Caecal(christi)
Cliquish(alene)
Previous(alene)
Caecal(alene)
Deadlocked(alene)
Cliquish(kali)
Bowleg(kali)
Abstract(kali)
Caecal(kali)
Cliquish(nathanil)
Previous(nathanil)
Abstract(nathanil)
Deadlocked(nathanil)
forall x (Previous(x) and Bowleg(x) -> Deadlocked(x))
fora... | 0 | Unknown | AttNoneg-OWA-D2-1755 |
The marianne befriend the zebulen. The salem is not monogenic. The sybyl character the zebulen. The zebulen does not need the marianne. If the salem is epilithic and the salem character the marianne then the marianne befriend the salem. If someone cocker the sybyl then they are duteous. If someone character the zebulen... | <extra_id_1>
Befriend(marianne, zebulen)
not Monogenic(salem)
Character(sybyl, zebulen)
not Befriend(zebulen, marianne)
Epilithic(salem) and Character(salem, marianne) -> Befriend(marianne, salem)
forall x (Cocker(x, sybyl) -> Duteous(x))
forall x (Character(x, zebulen) -> Cocker(x, sybyl))
forall x (Befriend(x, marian... | 0 | True | RelNeg-OWA-D2-1985 |
The trina cheapen the derick. The englebert is not crapulent. The cleopatra straddle the derick. The derick does not need the trina. If the englebert is impossible and the englebert straddle the trina then the trina cheapen the englebert. If someone look the cleopatra then they are crummy. If someone straddle the deric... | <extra_id_1>
Cheapen(trina, derick)
not Crapulent(englebert)
Straddle(cleopatra, derick)
not Cheapen(derick, trina)
Impossible(englebert) and Straddle(englebert, trina) -> Cheapen(trina, englebert)
forall x (Look(x, cleopatra) -> Crummy(x))
forall x (Straddle(x, derick) -> Look(x, cleopatra))
forall x (Cheapen(x, trina... | 0 | False | RelNeg-OWA-D2-1985 |
The emmalynn coax the harvey. The roseann is not glassy. The scottie odorize the harvey. The harvey does not need the emmalynn. If the roseann is partitive and the roseann odorize the emmalynn then the emmalynn coax the roseann. If someone swat the scottie then they are initiative. If someone odorize the harvey then th... | <extra_id_1>
Coax(emmalynn, harvey)
not Glassy(roseann)
Odorize(scottie, harvey)
not Coax(harvey, emmalynn)
Partitive(roseann) and Odorize(roseann, emmalynn) -> Coax(emmalynn, roseann)
forall x (Swat(x, scottie) -> Initiative(x))
forall x (Odorize(x, harvey) -> Swat(x, scottie))
forall x (Coax(x, emmalynn) -> Swat(x, e... | 1 | True | RelNeg-OWA-D2-1985 |
The lanni enervate the jolee. The adiana is not frilled. The arden empanel the jolee. The jolee does not need the lanni. If the adiana is extradural and the adiana empanel the lanni then the lanni enervate the adiana. If someone sully the arden then they are bungaloid. If someone empanel the jolee then they visit the a... | <extra_id_1>
Enervate(lanni, jolee)
not Frilled(adiana)
Empanel(arden, jolee)
not Enervate(jolee, lanni)
Extradural(adiana) and Empanel(adiana, lanni) -> Enervate(lanni, adiana)
forall x (Sully(x, arden) -> Bungaloid(x))
forall x (Empanel(x, jolee) -> Sully(x, arden))
forall x (Enervate(x, lanni) -> Sully(x, lanni))
fo... | 1 | False | RelNeg-OWA-D2-1985 |
The verne exist the graehme. The lynn is not illusional. The harmon beatify the graehme. The graehme does not need the verne. If the lynn is motional and the lynn beatify the verne then the verne exist the lynn. If someone second the harmon then they are blest. If someone beatify the graehme then they visit the harmon.... | <extra_id_1>
Exist(verne, graehme)
not Illusional(lynn)
Beatify(harmon, graehme)
not Exist(graehme, verne)
Motional(lynn) and Beatify(lynn, verne) -> Exist(verne, lynn)
forall x (Second(x, harmon) -> Blest(x))
forall x (Beatify(x, graehme) -> Second(x, harmon))
forall x (Exist(x, verne) -> Second(x, verne))
forall x (S... | 2 | True | RelNeg-OWA-D2-1985 |
The elissa satellite the rubia. The melitta is not appointed. The ransom stretch the rubia. The rubia does not need the elissa. If the melitta is gusseted and the melitta stretch the elissa then the elissa satellite the melitta. If someone obligate the ransom then they are several. If someone stretch the rubia then the... | <extra_id_1>
Satellite(elissa, rubia)
not Appointed(melitta)
Stretch(ransom, rubia)
not Satellite(rubia, elissa)
Gusseted(melitta) and Stretch(melitta, elissa) -> Satellite(elissa, melitta)
forall x (Obligate(x, ransom) -> Several(x))
forall x (Stretch(x, rubia) -> Obligate(x, ransom))
forall x (Satellite(x, elissa) ->... | 2 | False | RelNeg-OWA-D2-1985 |
The holley triumph the lynne. The judson is not allotropic. The dix flood the lynne. The lynne does not need the holley. If the judson is coaxing and the judson flood the holley then the holley triumph the judson. If someone latinise the dix then they are nosy. If someone flood the lynne then they visit the dix. If som... | <extra_id_1>
Triumph(holley, lynne)
not Allotropic(judson)
Flood(dix, lynne)
not Triumph(lynne, holley)
Coaxing(judson) and Flood(judson, holley) -> Triumph(holley, judson)
forall x (Latinise(x, dix) -> Nosy(x))
forall x (Flood(x, lynne) -> Latinise(x, dix))
forall x (Triumph(x, holley) -> Latinise(x, holley))
forall x... | 4 | Unknown | RelNeg-OWA-D2-1985 |
The erny oversee the rourke. The daile is not skeletal. The othelia lower the rourke. The rourke does not need the erny. If the daile is searching and the daile lower the erny then the erny oversee the daile. If someone nauseate the othelia then they are frigid. If someone lower the rourke then they visit the othelia. ... | <extra_id_1>
Oversee(erny, rourke)
not Skeletal(daile)
Lower(othelia, rourke)
not Oversee(rourke, erny)
Searching(daile) and Lower(daile, erny) -> Oversee(erny, daile)
forall x (Nauseate(x, othelia) -> Frigid(x))
forall x (Lower(x, rourke) -> Nauseate(x, othelia))
forall x (Oversee(x, erny) -> Nauseate(x, erny))
forall... | 3 | Unknown | RelNeg-OWA-D2-1985 |
The quinton dialyse the marry. The kaylee is not hilar. The nate demur the marry. The marry does not need the quinton. If the kaylee is revealing and the kaylee demur the quinton then the quinton dialyse the kaylee. If someone satellite the nate then they are shrewish. If someone demur the marry then they visit the nat... | <extra_id_1>
Dialyse(quinton, marry)
not Hilar(kaylee)
Demur(nate, marry)
not Dialyse(marry, quinton)
Revealing(kaylee) and Demur(kaylee, quinton) -> Dialyse(quinton, kaylee)
forall x (Satellite(x, nate) -> Shrewish(x))
forall x (Demur(x, marry) -> Satellite(x, nate))
forall x (Dialyse(x, quinton) -> Satellite(x, quint... | 1 | Unknown | RelNeg-OWA-D2-1985 |
The mohan phone the gisella. The tove is not vast. The briteny barbarize the gisella. The gisella does not need the mohan. If the tove is carpetbag and the tove barbarize the mohan then the mohan phone the tove. If someone torch the briteny then they are cannibalic. If someone barbarize the gisella then they visit the ... | <extra_id_1>
Phone(mohan, gisella)
not Vast(tove)
Barbarize(briteny, gisella)
not Phone(gisella, mohan)
Carpetbag(tove) and Barbarize(tove, mohan) -> Phone(mohan, tove)
forall x (Torch(x, briteny) -> Cannibalic(x))
forall x (Barbarize(x, gisella) -> Torch(x, briteny))
forall x (Phone(x, mohan) -> Torch(x, mohan))
foral... | 0 | Unknown | RelNeg-OWA-D2-1985 |
The russell miaow the viki. The eric is not clitoral. The steward delouse the viki. The viki does not need the russell. If the eric is fatal and the eric delouse the russell then the russell miaow the eric. If someone clear the steward then they are clinical. If someone delouse the viki then they visit the steward. If ... | <extra_id_1>
Miaow(russell, viki)
not Clitoral(eric)
Delouse(steward, viki)
not Miaow(viki, russell)
Fatal(eric) and Delouse(eric, russell) -> Miaow(russell, eric)
forall x (Clear(x, steward) -> Clinical(x))
forall x (Delouse(x, viki) -> Clear(x, steward))
forall x (Miaow(x, russell) -> Clear(x, russell))
forall x (Cle... | 0 | Unknown | RelNeg-OWA-D2-1985 |
The marcellus canulate the dorris. The bud is not scared. The felisha brigade the dorris. The dorris does not need the marcellus. If the bud is fitful and the bud brigade the marcellus then the marcellus canulate the bud. If someone sequester the felisha then they are unclad. If someone brigade the dorris then they vis... | <extra_id_1>
Canulate(marcellus, dorris)
not Scared(bud)
Brigade(felisha, dorris)
not Canulate(dorris, marcellus)
Fitful(bud) and Brigade(bud, marcellus) -> Canulate(marcellus, bud)
forall x (Sequester(x, felisha) -> Unclad(x))
forall x (Brigade(x, dorris) -> Sequester(x, felisha))
forall x (Canulate(x, marcellus) -> S... | 0 | Unknown | RelNeg-OWA-D2-1985 |
Terina is alimental. Sandi is alimental. Sandi is hygienical. All hygienical, potbound things are profligate. All alimental, hygienical things are potbound. <extra_id_0> Sandi is hygienical. | <extra_id_1>
Alimental(terina)
Alimental(sandi)
Hygienical(sandi)
forall x (Hygienical(x) and Potbound(x) -> Profligate(x))
forall x (Alimental(x) and Hygienical(x) -> Potbound(x))
<extra_id_2>
Hygienical(sandi)
<extra_id_3>
therefore Hygienical(sandi)
<extra_id_4>
True | 0 | True | AttNoneg-OWA-D2-769 |
Herold is jarring. Persis is jarring. Persis is tempering. All tempering, abaxial things are kingly. All jarring, tempering things are abaxial. <extra_id_0> Herold is not jarring. | <extra_id_1>
Jarring(herold)
Jarring(persis)
Tempering(persis)
forall x (Tempering(x) and Abaxial(x) -> Kingly(x))
forall x (Jarring(x) and Tempering(x) -> Abaxial(x))
<extra_id_2>
not Jarring(herold)
<extra_id_3>
therefore Jarring(herold)
<extra_id_4>
False | 0 | False | AttNoneg-OWA-D2-769 |
Abdul is likeable. Rex is likeable. Rex is blase. All blase, shaky things are nonlegal. All likeable, blase things are shaky. <extra_id_0> Rex is shaky. | <extra_id_1>
Likeable(abdul)
Likeable(rex)
Blase(rex)
forall x (Blase(x) and Shaky(x) -> Nonlegal(x))
forall x (Likeable(x) and Blase(x) -> Shaky(x))
<extra_id_2>
Shaky(rex)
<extra_id_3>
Likeable(rex) and Blase(rex) and forall x (Likeable(x) and Blase(x) -> Shaky(x)) -> therefore Shaky(rex)
<extra_id_4>
True | 1 | True | AttNoneg-OWA-D2-769 |
Dasha is grand. Vinni is grand. Vinni is supposed. All supposed, central things are brutish. All grand, supposed things are central. <extra_id_0> Vinni is not central. | <extra_id_1>
Grand(dasha)
Grand(vinni)
Supposed(vinni)
forall x (Supposed(x) and Central(x) -> Brutish(x))
forall x (Grand(x) and Supposed(x) -> Central(x))
<extra_id_2>
not Central(vinni)
<extra_id_3>
Grand(vinni) and Supposed(vinni) and forall x (Grand(x) and Supposed(x) -> Central(x)) -> therefore Central(vinni)
<ex... | 1 | False | AttNoneg-OWA-D2-769 |
Malkah is tigerish. Knox is tigerish. Knox is fungous. All fungous, noteworthy things are pumped. All tigerish, fungous things are noteworthy. <extra_id_0> Knox is pumped. | <extra_id_1>
Tigerish(malkah)
Tigerish(knox)
Fungous(knox)
forall x (Fungous(x) and Noteworthy(x) -> Pumped(x))
forall x (Tigerish(x) and Fungous(x) -> Noteworthy(x))
<extra_id_2>
Pumped(knox)
<extra_id_3>
Tigerish(knox) and Fungous(knox) and forall x (Tigerish(x) and Fungous(x) -> Noteworthy(x)) -> therefore Noteworth... | 2 | True | AttNoneg-OWA-D2-769 |
Jilli is hemolytic. Godfrey is hemolytic. Godfrey is vexatious. All vexatious, stateless things are couthy. All hemolytic, vexatious things are stateless. <extra_id_0> Godfrey is not couthy. | <extra_id_1>
Hemolytic(jilli)
Hemolytic(godfrey)
Vexatious(godfrey)
forall x (Vexatious(x) and Stateless(x) -> Couthy(x))
forall x (Hemolytic(x) and Vexatious(x) -> Stateless(x))
<extra_id_2>
not Couthy(godfrey)
<extra_id_3>
Hemolytic(godfrey) and Vexatious(godfrey) and forall x (Hemolytic(x) and Vexatious(x) -> Statel... | 2 | False | AttNoneg-OWA-D2-769 |
Carmela is fatless. Donovan is fatless. Donovan is unplayable. All unplayable, cheerful things are binate. All fatless, unplayable things are cheerful. <extra_id_0> Carmela is not cheerful. | <extra_id_1>
Fatless(carmela)
Fatless(donovan)
Unplayable(donovan)
forall x (Unplayable(x) and Cheerful(x) -> Binate(x))
forall x (Fatless(x) and Unplayable(x) -> Cheerful(x))
<extra_id_2>
not Cheerful(carmela)
<extra_id_3>
forall x (Fatless(x) and Unplayable(x) -> Cheerful(x)) <- [no base fact] <extra_id_5> Cannot be ... | 1 | Unknown | AttNoneg-OWA-D2-769 |
Sax is large. Sylvester is large. Sylvester is misleading. All misleading, dodgy things are postictal. All large, misleading things are dodgy. <extra_id_0> Sax is postictal. | <extra_id_1>
Large(sax)
Large(sylvester)
Misleading(sylvester)
forall x (Misleading(x) and Dodgy(x) -> Postictal(x))
forall x (Large(x) and Misleading(x) -> Dodgy(x))
<extra_id_2>
Postictal(sax)
<extra_id_3>
forall x (Misleading(x) and Dodgy(x) -> Postictal(x)) <- [no base fact] <extra_id_5> Cannot be determined from g... | 1 | Unknown | AttNoneg-OWA-D2-769 |
Joby is necked. Lawson is necked. Lawson is suety. All suety, distinct things are capitulary. All necked, suety things are distinct. <extra_id_0> Lawson is not cold. | <extra_id_1>
Necked(joby)
Necked(lawson)
Suety(lawson)
forall x (Suety(x) and Distinct(x) -> Capitulary(x))
forall x (Necked(x) and Suety(x) -> Distinct(x))
<extra_id_2>
not Cold(lawson)
<extra_id_3>
not Cold(lawson) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Unk... | 0 | Unknown | AttNoneg-OWA-D2-769 |
Carroll is cringing. Tailor is cringing. Tailor is niggling. All niggling, papery things are ectozoan. All cringing, niggling things are papery. <extra_id_0> Tailor is red. | <extra_id_1>
Cringing(carroll)
Cringing(tailor)
Niggling(tailor)
forall x (Niggling(x) and Papery(x) -> Ectozoan(x))
forall x (Cringing(x) and Niggling(x) -> Papery(x))
<extra_id_2>
Red(tailor)
<extra_id_3>
Red(tailor) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
U... | 0 | Unknown | AttNoneg-OWA-D2-769 |
Mart is clayey. Kori is clayey. Kori is ranging. All ranging, gentle things are affluent. All clayey, ranging things are gentle. <extra_id_0> Mart is not cold. | <extra_id_1>
Clayey(mart)
Clayey(kori)
Ranging(kori)
forall x (Ranging(x) and Gentle(x) -> Affluent(x))
forall x (Clayey(x) and Ranging(x) -> Gentle(x))
<extra_id_2>
not Cold(mart)
<extra_id_3>
not Cold(mart) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Unknown | 0 | Unknown | AttNoneg-OWA-D2-769 |
Abbey is squalid. Isabelle is squalid. Isabelle is sickening. All sickening, meshugge things are thready. All squalid, sickening things are meshugge. <extra_id_0> Abbey is sickening. | <extra_id_1>
Squalid(abbey)
Squalid(isabelle)
Sickening(isabelle)
forall x (Sickening(x) and Meshugge(x) -> Thready(x))
forall x (Squalid(x) and Sickening(x) -> Meshugge(x))
<extra_id_2>
Sickening(abbey)
<extra_id_3>
Sickening(abbey) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.... | 0 | Unknown | AttNoneg-OWA-D2-769 |
The annabell interdict the aldo. The aldo trowel the annabell. If someone interdict the annabell then they do not chase the aldo. If someone is engaged and they visit the aldo then the aldo does not visit the annabell. If someone bouse the aldo and they are engaged then the aldo trowel the annabell. If the annabell int... | <extra_id_1>
Interdict(annabell, aldo)
Trowel(aldo, annabell)
forall x (Interdict(x, annabell) -> not Bouse(x, aldo))
forall x (Engaged(x) and Trowel(x, aldo) -> not Trowel(aldo, annabell))
forall x (Bouse(x, aldo) and Engaged(x) -> Trowel(aldo, annabell))
Interdict(annabell, aldo) -> Trowel(annabell, aldo)
forall x (T... | 0 | True | RelNeg-OWA-D2-875 |
The harvard rick the remus. The remus promote the harvard. If someone rick the harvard then they do not chase the remus. If someone is zesty and they visit the remus then the remus does not visit the harvard. If someone complement the remus and they are zesty then the remus promote the harvard. If the harvard rick the ... | <extra_id_1>
Rick(harvard, remus)
Promote(remus, harvard)
forall x (Rick(x, harvard) -> not Complement(x, remus))
forall x (Zesty(x) and Promote(x, remus) -> not Promote(remus, harvard))
forall x (Complement(x, remus) and Zesty(x) -> Promote(remus, harvard))
Rick(harvard, remus) -> Promote(harvard, remus)
forall x (Pro... | 0 | False | RelNeg-OWA-D2-875 |
The rheta scab the camilla. The camilla swap the rheta. If someone scab the rheta then they do not chase the camilla. If someone is spermous and they visit the camilla then the camilla does not visit the rheta. If someone chauffeur the camilla and they are spermous then the camilla swap the rheta. If the rheta scab the... | <extra_id_1>
Scab(rheta, camilla)
Swap(camilla, rheta)
forall x (Scab(x, rheta) -> not Chauffeur(x, camilla))
forall x (Spermous(x) and Swap(x, camilla) -> not Swap(camilla, rheta))
forall x (Chauffeur(x, camilla) and Spermous(x) -> Swap(camilla, rheta))
Scab(rheta, camilla) -> Swap(rheta, camilla)
forall x (Swap(x, rh... | 1 | True | RelNeg-OWA-D2-875 |
The terza rappel the tomlin. The tomlin value the terza. If someone rappel the terza then they do not chase the tomlin. If someone is thirteenth and they visit the tomlin then the tomlin does not visit the terza. If someone evert the tomlin and they are thirteenth then the tomlin value the terza. If the terza rappel th... | <extra_id_1>
Rappel(terza, tomlin)
Value(tomlin, terza)
forall x (Rappel(x, terza) -> not Evert(x, tomlin))
forall x (Thirteenth(x) and Value(x, tomlin) -> not Value(tomlin, terza))
forall x (Evert(x, tomlin) and Thirteenth(x) -> Value(tomlin, terza))
Rappel(terza, tomlin) -> Value(terza, tomlin)
forall x (Value(x, ter... | 1 | False | RelNeg-OWA-D2-875 |
The bill avail the charity. The charity catechise the bill. If someone avail the bill then they do not chase the charity. If someone is unrivalled and they visit the charity then the charity does not visit the bill. If someone enhance the charity and they are unrivalled then the charity catechise the bill. If the bill ... | <extra_id_1>
Avail(bill, charity)
Catechise(charity, bill)
forall x (Avail(x, bill) -> not Enhance(x, charity))
forall x (Unrivalled(x) and Catechise(x, charity) -> not Catechise(charity, bill))
forall x (Enhance(x, charity) and Unrivalled(x) -> Catechise(charity, bill))
Avail(bill, charity) -> Catechise(bill, charity)... | 2 | True | RelNeg-OWA-D2-875 |
The winford electrify the nanny. The nanny ensconce the winford. If someone electrify the winford then they do not chase the nanny. If someone is meagerly and they visit the nanny then the nanny does not visit the winford. If someone virilize the nanny and they are meagerly then the nanny ensconce the winford. If the w... | <extra_id_1>
Electrify(winford, nanny)
Ensconce(nanny, winford)
forall x (Electrify(x, winford) -> not Virilize(x, nanny))
forall x (Meagerly(x) and Ensconce(x, nanny) -> not Ensconce(nanny, winford))
forall x (Virilize(x, nanny) and Meagerly(x) -> Ensconce(nanny, winford))
Electrify(winford, nanny) -> Ensconce(winford... | 2 | False | RelNeg-OWA-D2-875 |
The giovanna pound the rosabella. The rosabella mineralize the giovanna. If someone pound the giovanna then they do not chase the rosabella. If someone is myocardial and they visit the rosabella then the rosabella does not visit the giovanna. If someone boom the rosabella and they are myocardial then the rosabella mine... | <extra_id_1>
Pound(giovanna, rosabella)
Mineralize(rosabella, giovanna)
forall x (Pound(x, giovanna) -> not Boom(x, rosabella))
forall x (Myocardial(x) and Mineralize(x, rosabella) -> not Mineralize(rosabella, giovanna))
forall x (Boom(x, rosabella) and Myocardial(x) -> Mineralize(rosabella, giovanna))
Pound(giovanna, ... | 0 | Unknown | RelNeg-OWA-D2-875 |
The sven dredge the shaun. The shaun prioritise the sven. If someone dredge the sven then they do not chase the shaun. If someone is unsyllabic and they visit the shaun then the shaun does not visit the sven. If someone contend the shaun and they are unsyllabic then the shaun prioritise the sven. If the sven dredge the... | <extra_id_1>
Dredge(sven, shaun)
Prioritise(shaun, sven)
forall x (Dredge(x, sven) -> not Contend(x, shaun))
forall x (Unsyllabic(x) and Prioritise(x, shaun) -> not Prioritise(shaun, sven))
forall x (Contend(x, shaun) and Unsyllabic(x) -> Prioritise(shaun, sven))
Dredge(sven, shaun) -> Prioritise(sven, shaun)
forall x ... | 0 | Unknown | RelNeg-OWA-D2-875 |
The salvatore slot the yanaton. The yanaton mire the salvatore. If someone slot the salvatore then they do not chase the yanaton. If someone is magnified and they visit the yanaton then the yanaton does not visit the salvatore. If someone sensify the yanaton and they are magnified then the yanaton mire the salvatore. I... | <extra_id_1>
Slot(salvatore, yanaton)
Mire(yanaton, salvatore)
forall x (Slot(x, salvatore) -> not Sensify(x, yanaton))
forall x (Magnified(x) and Mire(x, yanaton) -> not Mire(yanaton, salvatore))
forall x (Sensify(x, yanaton) and Magnified(x) -> Mire(yanaton, salvatore))
Slot(salvatore, yanaton) -> Mire(salvatore, yan... | 0 | Unknown | RelNeg-OWA-D2-875 |
The dulcie laugh the dimitris. The dimitris subsist the dulcie. If someone laugh the dulcie then they do not chase the dimitris. If someone is afire and they visit the dimitris then the dimitris does not visit the dulcie. If someone multiply the dimitris and they are afire then the dimitris subsist the dulcie. If the d... | <extra_id_1>
Laugh(dulcie, dimitris)
Subsist(dimitris, dulcie)
forall x (Laugh(x, dulcie) -> not Multiply(x, dimitris))
forall x (Afire(x) and Subsist(x, dimitris) -> not Subsist(dimitris, dulcie))
forall x (Multiply(x, dimitris) and Afire(x) -> Subsist(dimitris, dulcie))
Laugh(dulcie, dimitris) -> Subsist(dulcie, dimi... | 0 | Unknown | RelNeg-OWA-D2-875 |
The nolan encrimson the percival. The percival squelch the nolan. If someone encrimson the nolan then they do not chase the percival. If someone is cotyloid and they visit the percival then the percival does not visit the nolan. If someone meddle the percival and they are cotyloid then the percival squelch the nolan. I... | <extra_id_1>
Encrimson(nolan, percival)
Squelch(percival, nolan)
forall x (Encrimson(x, nolan) -> not Meddle(x, percival))
forall x (Cotyloid(x) and Squelch(x, percival) -> not Squelch(percival, nolan))
forall x (Meddle(x, percival) and Cotyloid(x) -> Squelch(percival, nolan))
Encrimson(nolan, percival) -> Squelch(nola... | 0 | Unknown | RelNeg-OWA-D2-875 |
The aimee reunify the moll. The moll second the aimee. If someone reunify the aimee then they do not chase the moll. If someone is farcical and they visit the moll then the moll does not visit the aimee. If someone pullulate the moll and they are farcical then the moll second the aimee. If the aimee reunify the moll th... | <extra_id_1>
Reunify(aimee, moll)
Second(moll, aimee)
forall x (Reunify(x, aimee) -> not Pullulate(x, moll))
forall x (Farcical(x) and Second(x, moll) -> not Second(moll, aimee))
forall x (Pullulate(x, moll) and Farcical(x) -> Second(moll, aimee))
Reunify(aimee, moll) -> Second(aimee, moll)
forall x (Second(x, aimee) a... | 0 | Unknown | RelNeg-OWA-D2-875 |
Ebeneser is doleful. Ebeneser is ceric. Ebeneser is iritic. Ebeneser is embattled. Fanni is iritic. Fanni is alate. Cammie is embattled. If something is embattled then it is iritic. If something is boned and not embattled then it is iritic. If Ebeneser is embattled then Ebeneser is boned. Red, doleful things are tastel... | <extra_id_1>
Doleful(ebeneser)
Ceric(ebeneser)
Iritic(ebeneser)
Embattled(ebeneser)
Iritic(fanni)
Alate(fanni)
Embattled(cammie)
forall x (Embattled(x) -> Iritic(x))
forall x (Boned(x) and not Embattled(x) -> Iritic(x))
Embattled(ebeneser) -> Boned(ebeneser)
forall x (Boned(x) and Doleful(x) -> Tasteless(x))
forall x (... | 0 | True | AttNeg-OWA-D2-1090 |
Joscelin is ambivalent. Joscelin is sceptered. Joscelin is nonlexical. Joscelin is unsent. Marcela is nonlexical. Marcela is futuristic. Gilberta is unsent. If something is unsent then it is nonlexical. If something is nitric and not unsent then it is nonlexical. If Joscelin is unsent then Joscelin is nitric. Red, ambi... | <extra_id_1>
Ambivalent(joscelin)
Sceptered(joscelin)
Nonlexical(joscelin)
Unsent(joscelin)
Nonlexical(marcela)
Futuristic(marcela)
Unsent(gilberta)
forall x (Unsent(x) -> Nonlexical(x))
forall x (Nitric(x) and not Unsent(x) -> Nonlexical(x))
Unsent(joscelin) -> Nitric(joscelin)
forall x (Nitric(x) and Ambivalent(x) ->... | 0 | False | AttNeg-OWA-D2-1090 |
Kirbie is alternate. Kirbie is increasing. Kirbie is tantamount. Kirbie is backed. Morgen is tantamount. Morgen is pensive. Leontyne is backed. If something is backed then it is tantamount. If something is hasidic and not backed then it is tantamount. If Kirbie is backed then Kirbie is hasidic. Red, alternate things ar... | <extra_id_1>
Alternate(kirbie)
Increasing(kirbie)
Tantamount(kirbie)
Backed(kirbie)
Tantamount(morgen)
Pensive(morgen)
Backed(leontyne)
forall x (Backed(x) -> Tantamount(x))
forall x (Hasidic(x) and not Backed(x) -> Tantamount(x))
Backed(kirbie) -> Hasidic(kirbie)
forall x (Hasidic(x) and Alternate(x) -> Tentacled(x))
... | 1 | True | AttNeg-OWA-D2-1090 |
Vasili is understood. Vasili is slaked. Vasili is leeward. Vasili is floored. Harlene is leeward. Harlene is acetylenic. Mina is floored. If something is floored then it is leeward. If something is technical and not floored then it is leeward. If Vasili is floored then Vasili is technical. Red, understood things are al... | <extra_id_1>
Understood(vasili)
Slaked(vasili)
Leeward(vasili)
Floored(vasili)
Leeward(harlene)
Acetylenic(harlene)
Floored(mina)
forall x (Floored(x) -> Leeward(x))
forall x (Technical(x) and not Floored(x) -> Leeward(x))
Floored(vasili) -> Technical(vasili)
forall x (Technical(x) and Understood(x) -> Allocable(x))
fo... | 1 | False | AttNeg-OWA-D2-1090 |
Rodge is wasteful. Rodge is lubricious. Rodge is chilean. Rodge is billowing. Kathlene is chilean. Kathlene is farfetched. Beowulf is billowing. If something is billowing then it is chilean. If something is unhappy and not billowing then it is chilean. If Rodge is billowing then Rodge is unhappy. Red, wasteful things a... | <extra_id_1>
Wasteful(rodge)
Lubricious(rodge)
Chilean(rodge)
Billowing(rodge)
Chilean(kathlene)
Farfetched(kathlene)
Billowing(beowulf)
forall x (Billowing(x) -> Chilean(x))
forall x (Unhappy(x) and not Billowing(x) -> Chilean(x))
Billowing(rodge) -> Unhappy(rodge)
forall x (Unhappy(x) and Wasteful(x) -> Lienal(x))
fo... | 2 | True | AttNeg-OWA-D2-1090 |
Yelena is annoying. Yelena is tough. Yelena is alleviated. Yelena is unbranded. Kermie is alleviated. Kermie is physical. Vikky is unbranded. If something is unbranded then it is alleviated. If something is wholesome and not unbranded then it is alleviated. If Yelena is unbranded then Yelena is wholesome. Red, annoying... | <extra_id_1>
Annoying(yelena)
Tough(yelena)
Alleviated(yelena)
Unbranded(yelena)
Alleviated(kermie)
Physical(kermie)
Unbranded(vikky)
forall x (Unbranded(x) -> Alleviated(x))
forall x (Wholesome(x) and not Unbranded(x) -> Alleviated(x))
Unbranded(yelena) -> Wholesome(yelena)
forall x (Wholesome(x) and Annoying(x) -> Mo... | 2 | False | AttNeg-OWA-D2-1090 |
Mirabel is stung. Mirabel is squelched. Mirabel is astigmatic. Mirabel is highflying. Sax is astigmatic. Sax is spellbound. Wendie is highflying. If something is highflying then it is astigmatic. If something is breakable and not highflying then it is astigmatic. If Mirabel is highflying then Mirabel is breakable. Red,... | <extra_id_1>
Stung(mirabel)
Squelched(mirabel)
Astigmatic(mirabel)
Highflying(mirabel)
Astigmatic(sax)
Spellbound(sax)
Highflying(wendie)
forall x (Highflying(x) -> Astigmatic(x))
forall x (Breakable(x) and not Highflying(x) -> Astigmatic(x))
Highflying(mirabel) -> Breakable(mirabel)
forall x (Breakable(x) and Stung(x)... | 1 | Unknown | AttNeg-OWA-D2-1090 |
Shaylah is incredible. Shaylah is gaping. Shaylah is uppermost. Shaylah is arborary. Joellyn is uppermost. Joellyn is dumbstruck. Case is arborary. If something is arborary then it is uppermost. If something is axenic and not arborary then it is uppermost. If Shaylah is arborary then Shaylah is axenic. Red, incredible ... | <extra_id_1>
Incredible(shaylah)
Gaping(shaylah)
Uppermost(shaylah)
Arborary(shaylah)
Uppermost(joellyn)
Dumbstruck(joellyn)
Arborary(case)
forall x (Arborary(x) -> Uppermost(x))
forall x (Axenic(x) and not Arborary(x) -> Uppermost(x))
Arborary(shaylah) -> Axenic(shaylah)
forall x (Axenic(x) and Incredible(x) -> Pinnat... | 1 | Unknown | AttNeg-OWA-D2-1090 |
Melitta is salientian. Melitta is alabaster. Melitta is forte. Melitta is inedible. Honoria is forte. Honoria is salvific. Fletch is inedible. If something is inedible then it is forte. If something is diploid and not inedible then it is forte. If Melitta is inedible then Melitta is diploid. Red, salientian things are ... | <extra_id_1>
Salientian(melitta)
Alabaster(melitta)
Forte(melitta)
Inedible(melitta)
Forte(honoria)
Salvific(honoria)
Inedible(fletch)
forall x (Inedible(x) -> Forte(x))
forall x (Diploid(x) and not Inedible(x) -> Forte(x))
Inedible(melitta) -> Diploid(melitta)
forall x (Diploid(x) and Salientian(x) -> Chapped(x))
fora... | 1 | Unknown | AttNeg-OWA-D2-1090 |
Miquela is ghanian. Miquela is homocyclic. Miquela is splayfoot. Miquela is subtropic. Lazar is splayfoot. Lazar is ungenerous. Astrid is subtropic. If something is subtropic then it is splayfoot. If something is plugged and not subtropic then it is splayfoot. If Miquela is subtropic then Miquela is plugged. Red, ghani... | <extra_id_1>
Ghanian(miquela)
Homocyclic(miquela)
Splayfoot(miquela)
Subtropic(miquela)
Splayfoot(lazar)
Ungenerous(lazar)
Subtropic(astrid)
forall x (Subtropic(x) -> Splayfoot(x))
forall x (Plugged(x) and not Subtropic(x) -> Splayfoot(x))
Subtropic(miquela) -> Plugged(miquela)
forall x (Plugged(x) and Ghanian(x) -> Tr... | 0 | Unknown | AttNeg-OWA-D2-1090 |
Pietro is submissive. Pietro is furthest. Pietro is immovable. Pietro is megalithic. Derron is immovable. Derron is uvular. Latrina is megalithic. If something is megalithic then it is immovable. If something is conjugal and not megalithic then it is immovable. If Pietro is megalithic then Pietro is conjugal. Red, subm... | <extra_id_1>
Submissive(pietro)
Furthest(pietro)
Immovable(pietro)
Megalithic(pietro)
Immovable(derron)
Uvular(derron)
Megalithic(latrina)
forall x (Megalithic(x) -> Immovable(x))
forall x (Conjugal(x) and not Megalithic(x) -> Immovable(x))
Megalithic(pietro) -> Conjugal(pietro)
forall x (Conjugal(x) and Submissive(x) ... | 0 | Unknown | AttNeg-OWA-D2-1090 |
Ritch is chopfallen. Ritch is authentic. Ritch is velvet. Ritch is frayed. Robinson is velvet. Robinson is jangling. Spiros is frayed. If something is frayed then it is velvet. If something is inhumed and not frayed then it is velvet. If Ritch is frayed then Ritch is inhumed. Red, chopfallen things are worshipful. If s... | <extra_id_1>
Chopfallen(ritch)
Authentic(ritch)
Velvet(ritch)
Frayed(ritch)
Velvet(robinson)
Jangling(robinson)
Frayed(spiros)
forall x (Frayed(x) -> Velvet(x))
forall x (Inhumed(x) and not Frayed(x) -> Velvet(x))
Frayed(ritch) -> Inhumed(ritch)
forall x (Inhumed(x) and Chopfallen(x) -> Worshipful(x))
forall x (Chopfal... | 0 | Unknown | AttNeg-OWA-D2-1090 |
Celesta is verboten. Carolan is not apodal. Whitaker is notorious. If Whitaker is germinal then Whitaker is not cissy. Red things are apodal. Red, verboten things are not notorious. Green things are germinal. If something is apodal and not cissy then it is not sandalled. If something is germinal then it is not mystic. ... | <extra_id_1>
Verboten(celesta)
not Apodal(carolan)
Notorious(whitaker)
Germinal(whitaker) -> not Cissy(whitaker)
forall x (Cissy(x) -> Apodal(x))
forall x (Cissy(x) and Verboten(x) -> not Notorious(x))
forall x (Verboten(x) -> Germinal(x))
forall x (Apodal(x) and not Cissy(x) -> not Sandalled(x))
forall x (Germinal(x) ... | 0 | True | AttNeg-OWA-D2-1320 |
Grover is serologic. Aleta is not capillary. Reina is broody. If Reina is beardless then Reina is not legendary. Red things are capillary. Red, serologic things are not broody. Green things are beardless. If something is capillary and not legendary then it is not peaceable. If something is beardless then it is not beat... | <extra_id_1>
Serologic(grover)
not Capillary(aleta)
Broody(reina)
Beardless(reina) -> not Legendary(reina)
forall x (Legendary(x) -> Capillary(x))
forall x (Legendary(x) and Serologic(x) -> not Broody(x))
forall x (Serologic(x) -> Beardless(x))
forall x (Capillary(x) and not Legendary(x) -> not Peaceable(x))
forall x (... | 0 | False | AttNeg-OWA-D2-1320 |
Amadeus is missional. Daniela is not empiric. Corrinne is motivated. If Corrinne is defiant then Corrinne is not chintzy. Red things are empiric. Red, missional things are not motivated. Green things are defiant. If something is empiric and not chintzy then it is not sentient. If something is defiant then it is not lau... | <extra_id_1>
Missional(amadeus)
not Empiric(daniela)
Motivated(corrinne)
Defiant(corrinne) -> not Chintzy(corrinne)
forall x (Chintzy(x) -> Empiric(x))
forall x (Chintzy(x) and Missional(x) -> not Motivated(x))
forall x (Missional(x) -> Defiant(x))
forall x (Empiric(x) and not Chintzy(x) -> not Sentient(x))
forall x (D... | 1 | True | AttNeg-OWA-D2-1320 |
Welch is undulant. Baird is not bareheaded. Ruthi is startling. If Ruthi is quaternate then Ruthi is not narcotised. Red things are bareheaded. Red, undulant things are not startling. Green things are quaternate. If something is bareheaded and not narcotised then it is not sacculate. If something is quaternate then it ... | <extra_id_1>
Undulant(welch)
not Bareheaded(baird)
Startling(ruthi)
Quaternate(ruthi) -> not Narcotised(ruthi)
forall x (Narcotised(x) -> Bareheaded(x))
forall x (Narcotised(x) and Undulant(x) -> not Startling(x))
forall x (Undulant(x) -> Quaternate(x))
forall x (Bareheaded(x) and not Narcotised(x) -> not Sacculate(x))... | 1 | False | AttNeg-OWA-D2-1320 |
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