premises stringlengths 67 1.36k | logic stringlengths 141 1.82k | qdep int64 0 7 | answer stringclasses 3
values | source stringlengths 15 20 |
|---|---|---|---|---|
The jacinda thoriate the alfonso. The jacinda is austrian. The jacinda is katabolic. The jacinda is fernlike. The jacinda is horrifying. The jacinda book the alfonso. The jacinda whine the alfonso. The alfonso thoriate the jacinda. The alfonso is katabolic. The alfonso is horrifying. The alfonso book the jacinda. The a... | <extra_id_1>
Thoriate(jacinda, alfonso)
Austrian(jacinda)
Katabolic(jacinda)
Fernlike(jacinda)
Horrifying(jacinda)
Book(jacinda, alfonso)
Whine(jacinda, alfonso)
Thoriate(alfonso, jacinda)
Katabolic(alfonso)
Horrifying(alfonso)
Book(alfonso, jacinda)
Whine(alfonso, jacinda)
Whine(alfonso, jacinda) and not Whine(jacinda... | 0 | Unknown | RelNeg-OWA-D2-2041 |
The lenora tantalize the lois. The lenora is structured. The lenora is expiratory. The lenora is rarefied. The lenora is obsolete. The lenora raft the lois. The lenora debit the lois. The lois tantalize the lenora. The lois is expiratory. The lois is obsolete. The lois raft the lenora. The lois debit the lenora. If the... | <extra_id_1>
Tantalize(lenora, lois)
Structured(lenora)
Expiratory(lenora)
Rarefied(lenora)
Obsolete(lenora)
Raft(lenora, lois)
Debit(lenora, lois)
Tantalize(lois, lenora)
Expiratory(lois)
Obsolete(lois)
Raft(lois, lenora)
Debit(lois, lenora)
Debit(lois, lenora) and not Debit(lenora, lois) -> Carmelite(lois)
forall x (... | 0 | Unknown | RelNeg-OWA-D2-2041 |
The cyndy poleax the marjory. The cyndy is northbound. The cyndy is official. The cyndy is abnormal. The cyndy is vibrant. The cyndy ambition the marjory. The cyndy prearrange the marjory. The marjory poleax the cyndy. The marjory is official. The marjory is vibrant. The marjory ambition the cyndy. The marjory prearran... | <extra_id_1>
Poleax(cyndy, marjory)
Northbound(cyndy)
Official(cyndy)
Abnormal(cyndy)
Vibrant(cyndy)
Ambition(cyndy, marjory)
Prearrange(cyndy, marjory)
Poleax(marjory, cyndy)
Official(marjory)
Vibrant(marjory)
Ambition(marjory, cyndy)
Prearrange(marjory, cyndy)
Prearrange(marjory, cyndy) and not Prearrange(cyndy, marj... | 0 | Unknown | RelNeg-OWA-D2-2041 |
The rubina peek the dawson. The rubina is chaste. The rubina is manlike. The rubina is shocking. The rubina is twiggy. The rubina garble the dawson. The rubina fuddle the dawson. The dawson peek the rubina. The dawson is manlike. The dawson is twiggy. The dawson garble the rubina. The dawson fuddle the rubina. If the d... | <extra_id_1>
Peek(rubina, dawson)
Chaste(rubina)
Manlike(rubina)
Shocking(rubina)
Twiggy(rubina)
Garble(rubina, dawson)
Fuddle(rubina, dawson)
Peek(dawson, rubina)
Manlike(dawson)
Twiggy(dawson)
Garble(dawson, rubina)
Fuddle(dawson, rubina)
Fuddle(dawson, rubina) and not Fuddle(rubina, dawson) -> Conjunct(dawson)
foral... | 0 | Unknown | RelNeg-OWA-D2-2041 |
Vernor is pyrogenic. Janith is queenly. Irvine is paramount. If Vernor is queenly and Vernor is cantonal then Vernor is pyrogenic. If something is formosan and paramount then it is pyrogenic. Nice things are world. All cantonal, queenly things are pyrogenic. If something is pyrogenic and cantonal then it is queenly. Al... | <extra_id_1>
Pyrogenic(vernor)
Queenly(janith)
Paramount(irvine)
Queenly(vernor) and Cantonal(vernor) -> Pyrogenic(vernor)
forall x (Formosan(x) and Paramount(x) -> Pyrogenic(x))
forall x (Expiatory(x) -> World(x))
forall x (Cantonal(x) and Queenly(x) -> Pyrogenic(x))
forall x (Pyrogenic(x) and Cantonal(x) -> Queenly(x... | 0 | True | AttNoneg-OWA-D2-147 |
Brett is inferior. Bab is triumphal. Janessa is walking. If Brett is triumphal and Brett is tonsured then Brett is inferior. If something is malarial and walking then it is inferior. Nice things are displeased. All tonsured, triumphal things are inferior. If something is inferior and tonsured then it is triumphal. All ... | <extra_id_1>
Inferior(brett)
Triumphal(bab)
Walking(janessa)
Triumphal(brett) and Tonsured(brett) -> Inferior(brett)
forall x (Malarial(x) and Walking(x) -> Inferior(x))
forall x (Freewill(x) -> Displeased(x))
forall x (Tonsured(x) and Triumphal(x) -> Inferior(x))
forall x (Inferior(x) and Tonsured(x) -> Triumphal(x))
... | 0 | False | AttNoneg-OWA-D2-147 |
Vivienne is inducive. Lionello is privileged. Dove is toasted. If Vivienne is privileged and Vivienne is pelecypod then Vivienne is inducive. If something is terminable and toasted then it is inducive. Nice things are cool. All pelecypod, privileged things are inducive. If something is inducive and pelecypod then it is... | <extra_id_1>
Inducive(vivienne)
Privileged(lionello)
Toasted(dove)
Privileged(vivienne) and Pelecypod(vivienne) -> Inducive(vivienne)
forall x (Terminable(x) and Toasted(x) -> Inducive(x))
forall x (Multiphase(x) -> Cool(x))
forall x (Pelecypod(x) and Privileged(x) -> Inducive(x))
forall x (Inducive(x) and Pelecypod(x)... | 1 | True | AttNoneg-OWA-D2-147 |
Cyb is mesonic. Tyrone is inventive. Gusty is faint. If Cyb is inventive and Cyb is glowering then Cyb is mesonic. If something is viviparous and faint then it is mesonic. Nice things are paradisaic. All glowering, inventive things are mesonic. If something is mesonic and glowering then it is inventive. All viviparous ... | <extra_id_1>
Mesonic(cyb)
Inventive(tyrone)
Faint(gusty)
Inventive(cyb) and Glowering(cyb) -> Mesonic(cyb)
forall x (Viviparous(x) and Faint(x) -> Mesonic(x))
forall x (Coenobitic(x) -> Paradisaic(x))
forall x (Glowering(x) and Inventive(x) -> Mesonic(x))
forall x (Mesonic(x) and Glowering(x) -> Inventive(x))
forall x ... | 1 | False | AttNoneg-OWA-D2-147 |
Ruthi is algolagnic. Hobart is delible. Leola is fucking. If Ruthi is delible and Ruthi is asthmatic then Ruthi is algolagnic. If something is ascendant and fucking then it is algolagnic. Nice things are disputed. All asthmatic, delible things are algolagnic. If something is algolagnic and asthmatic then it is delible.... | <extra_id_1>
Algolagnic(ruthi)
Delible(hobart)
Fucking(leola)
Delible(ruthi) and Asthmatic(ruthi) -> Algolagnic(ruthi)
forall x (Ascendant(x) and Fucking(x) -> Algolagnic(x))
forall x (Earthy(x) -> Disputed(x))
forall x (Asthmatic(x) and Delible(x) -> Algolagnic(x))
forall x (Algolagnic(x) and Asthmatic(x) -> Delible(x... | 2 | True | AttNoneg-OWA-D2-147 |
Chandal is concluding. Armando is mothproof. Callida is tart. If Chandal is mothproof and Chandal is blown then Chandal is concluding. If something is unhealthy and tart then it is concluding. Nice things are unruffled. All blown, mothproof things are concluding. If something is concluding and blown then it is mothproo... | <extra_id_1>
Concluding(chandal)
Mothproof(armando)
Tart(callida)
Mothproof(chandal) and Blown(chandal) -> Concluding(chandal)
forall x (Unhealthy(x) and Tart(x) -> Concluding(x))
forall x (Unbeloved(x) -> Unruffled(x))
forall x (Blown(x) and Mothproof(x) -> Concluding(x))
forall x (Concluding(x) and Blown(x) -> Mothpr... | 2 | False | AttNoneg-OWA-D2-147 |
Karee is ascetical. Miguel is thirtieth. Bambie is apostolic. If Karee is thirtieth and Karee is foolhardy then Karee is ascetical. If something is captivated and apostolic then it is ascetical. Nice things are collinear. All foolhardy, thirtieth things are ascetical. If something is ascetical and foolhardy then it is ... | <extra_id_1>
Ascetical(karee)
Thirtieth(miguel)
Apostolic(bambie)
Thirtieth(karee) and Foolhardy(karee) -> Ascetical(karee)
forall x (Captivated(x) and Apostolic(x) -> Ascetical(x))
forall x (Ophthalmic(x) -> Collinear(x))
forall x (Foolhardy(x) and Thirtieth(x) -> Ascetical(x))
forall x (Ascetical(x) and Foolhardy(x) ... | 3 | Unknown | AttNoneg-OWA-D2-147 |
Etta is existent. Megan is antique. Taylor is regulation. If Etta is antique and Etta is required then Etta is existent. If something is swooning and regulation then it is existent. Nice things are queer. All required, antique things are existent. If something is existent and required then it is antique. All swooning t... | <extra_id_1>
Existent(etta)
Antique(megan)
Regulation(taylor)
Antique(etta) and Required(etta) -> Existent(etta)
forall x (Swooning(x) and Regulation(x) -> Existent(x))
forall x (Seagoing(x) -> Queer(x))
forall x (Required(x) and Antique(x) -> Existent(x))
forall x (Existent(x) and Required(x) -> Antique(x))
forall x (... | 1 | Unknown | AttNoneg-OWA-D2-147 |
Teri is hardbacked. Graig is cellular. Cecelia is fanciful. If Teri is cellular and Teri is insoluble then Teri is hardbacked. If something is endless and fanciful then it is hardbacked. Nice things are sophomore. All insoluble, cellular things are hardbacked. If something is hardbacked and insoluble then it is cellula... | <extra_id_1>
Hardbacked(teri)
Cellular(graig)
Fanciful(cecelia)
Cellular(teri) and Insoluble(teri) -> Hardbacked(teri)
forall x (Endless(x) and Fanciful(x) -> Hardbacked(x))
forall x (Outgoing(x) -> Sophomore(x))
forall x (Insoluble(x) and Cellular(x) -> Hardbacked(x))
forall x (Hardbacked(x) and Insoluble(x) -> Cellul... | 1 | Unknown | AttNoneg-OWA-D2-147 |
Kimberli is unguarded. Rodge is majuscular. Alleen is foppish. If Kimberli is majuscular and Kimberli is resultant then Kimberli is unguarded. If something is toxicant and foppish then it is unguarded. Nice things are inward. All resultant, majuscular things are unguarded. If something is unguarded and resultant then i... | <extra_id_1>
Unguarded(kimberli)
Majuscular(rodge)
Foppish(alleen)
Majuscular(kimberli) and Resultant(kimberli) -> Unguarded(kimberli)
forall x (Toxicant(x) and Foppish(x) -> Unguarded(x))
forall x (Annual(x) -> Inward(x))
forall x (Resultant(x) and Majuscular(x) -> Unguarded(x))
forall x (Unguarded(x) and Resultant(x)... | 0 | Unknown | AttNoneg-OWA-D2-147 |
Dugan is augmented. Annice is broadband. Javier is heathlike. If Dugan is broadband and Dugan is aspiring then Dugan is augmented. If something is carbuncled and heathlike then it is augmented. Nice things are starchy. All aspiring, broadband things are augmented. If something is augmented and aspiring then it is broad... | <extra_id_1>
Augmented(dugan)
Broadband(annice)
Heathlike(javier)
Broadband(dugan) and Aspiring(dugan) -> Augmented(dugan)
forall x (Carbuncled(x) and Heathlike(x) -> Augmented(x))
forall x (Bibulous(x) -> Starchy(x))
forall x (Aspiring(x) and Broadband(x) -> Augmented(x))
forall x (Augmented(x) and Aspiring(x) -> Broa... | 0 | Unknown | AttNoneg-OWA-D2-147 |
Howard is garmented. Meghan is kokka. Hollie is aweless. If Howard is kokka and Howard is subjugated then Howard is garmented. If something is gingery and aweless then it is garmented. Nice things are urinary. All subjugated, kokka things are garmented. If something is garmented and subjugated then it is kokka. All gin... | <extra_id_1>
Garmented(howard)
Kokka(meghan)
Aweless(hollie)
Kokka(howard) and Subjugated(howard) -> Garmented(howard)
forall x (Gingery(x) and Aweless(x) -> Garmented(x))
forall x (Plumbic(x) -> Urinary(x))
forall x (Subjugated(x) and Kokka(x) -> Garmented(x))
forall x (Garmented(x) and Subjugated(x) -> Kokka(x))
fora... | 0 | Unknown | AttNoneg-OWA-D2-147 |
Stig is resistless. Stig is heartening. Stig is allogamous. Stig is lxvi. Stig is paunchy. Stig is colour. Raynard is heartening. Raynard is allogamous. Raynard is paunchy. Raynard is colour. All paunchy people are perky. White, perky people are colour. Nice, colour people are resistless. <extra_id_0> Stig is lxvi. | <extra_id_1>
Resistless(stig)
Heartening(stig)
Allogamous(stig)
Lxvi(stig)
Paunchy(stig)
Colour(stig)
Heartening(raynard)
Allogamous(raynard)
Paunchy(raynard)
Colour(raynard)
forall x (Paunchy(x) -> Perky(x))
forall x (Paunchy(x) and Perky(x) -> Colour(x))
forall x (Perky(x) and Colour(x) -> Resistless(x))
<extra_id_2>... | 0 | True | AttNoneg-OWA-D2-33 |
Letitia is unorthodox. Letitia is aeriform. Letitia is twelve. Letitia is admissive. Letitia is blase. Letitia is tanzanian. Margery is aeriform. Margery is twelve. Margery is blase. Margery is tanzanian. All blase people are capricious. White, capricious people are tanzanian. Nice, tanzanian people are unorthodox. <ex... | <extra_id_1>
Unorthodox(letitia)
Aeriform(letitia)
Twelve(letitia)
Admissive(letitia)
Blase(letitia)
Tanzanian(letitia)
Aeriform(margery)
Twelve(margery)
Blase(margery)
Tanzanian(margery)
forall x (Blase(x) -> Capricious(x))
forall x (Blase(x) and Capricious(x) -> Tanzanian(x))
forall x (Capricious(x) and Tanzanian(x) ... | 0 | False | AttNoneg-OWA-D2-33 |
Brynne is mailed. Brynne is antlered. Brynne is matched. Brynne is nicaean. Brynne is knobby. Brynne is figurative. Elaine is antlered. Elaine is matched. Elaine is knobby. Elaine is figurative. All knobby people are withered. White, withered people are figurative. Nice, figurative people are mailed. <extra_id_0> Brynn... | <extra_id_1>
Mailed(brynne)
Antlered(brynne)
Matched(brynne)
Nicaean(brynne)
Knobby(brynne)
Figurative(brynne)
Antlered(elaine)
Matched(elaine)
Knobby(elaine)
Figurative(elaine)
forall x (Knobby(x) -> Withered(x))
forall x (Knobby(x) and Withered(x) -> Figurative(x))
forall x (Withered(x) and Figurative(x) -> Mailed(x)... | 1 | True | AttNoneg-OWA-D2-33 |
Nolana is halcyon. Nolana is cubist. Nolana is wretched. Nolana is rare. Nolana is hindermost. Nolana is feudal. Giffer is cubist. Giffer is wretched. Giffer is hindermost. Giffer is feudal. All hindermost people are hysteric. White, hysteric people are feudal. Nice, feudal people are halcyon. <extra_id_0> Giffer is no... | <extra_id_1>
Halcyon(nolana)
Cubist(nolana)
Wretched(nolana)
Rare(nolana)
Hindermost(nolana)
Feudal(nolana)
Cubist(giffer)
Wretched(giffer)
Hindermost(giffer)
Feudal(giffer)
forall x (Hindermost(x) -> Hysteric(x))
forall x (Hindermost(x) and Hysteric(x) -> Feudal(x))
forall x (Hysteric(x) and Feudal(x) -> Halcyon(x))
<... | 1 | False | AttNoneg-OWA-D2-33 |
Jeraldine is clubbish. Jeraldine is aground. Jeraldine is glial. Jeraldine is tramontane. Jeraldine is tabu. Jeraldine is presto. Cornelia is aground. Cornelia is glial. Cornelia is tabu. Cornelia is presto. All tabu people are intimal. White, intimal people are presto. Nice, presto people are clubbish. <extra_id_0> Co... | <extra_id_1>
Clubbish(jeraldine)
Aground(jeraldine)
Glial(jeraldine)
Tramontane(jeraldine)
Tabu(jeraldine)
Presto(jeraldine)
Aground(cornelia)
Glial(cornelia)
Tabu(cornelia)
Presto(cornelia)
forall x (Tabu(x) -> Intimal(x))
forall x (Tabu(x) and Intimal(x) -> Presto(x))
forall x (Intimal(x) and Presto(x) -> Clubbish(x)... | 2 | True | AttNoneg-OWA-D2-33 |
Sauncho is sightly. Sauncho is pale. Sauncho is unbitter. Sauncho is murmurous. Sauncho is anaphasic. Sauncho is overgreedy. Nana is pale. Nana is unbitter. Nana is anaphasic. Nana is overgreedy. All anaphasic people are prodromic. White, prodromic people are overgreedy. Nice, overgreedy people are sightly. <extra_id_0... | <extra_id_1>
Sightly(sauncho)
Pale(sauncho)
Unbitter(sauncho)
Murmurous(sauncho)
Anaphasic(sauncho)
Overgreedy(sauncho)
Pale(nana)
Unbitter(nana)
Anaphasic(nana)
Overgreedy(nana)
forall x (Anaphasic(x) -> Prodromic(x))
forall x (Anaphasic(x) and Prodromic(x) -> Overgreedy(x))
forall x (Prodromic(x) and Overgreedy(x) ->... | 2 | False | AttNoneg-OWA-D2-33 |
Zonda is long. Gelya is long. Young things are pyknotic. If something is long then it is innocent. If something is long then it is vicenary. <extra_id_0> Zonda is long. | <extra_id_1>
Long(zonda)
Long(gelya)
forall x (Innocent(x) -> Pyknotic(x))
forall x (Long(x) -> Innocent(x))
forall x (Long(x) -> Vicenary(x))
<extra_id_2>
Long(zonda)
<extra_id_3>
therefore Long(zonda)
<extra_id_4>
True | 0 | True | AttNoneg-OWA-D2-1780 |
Lilla is comose. Percival is comose. Young things are meaningful. If something is comose then it is cardboard. If something is comose then it is germinal. <extra_id_0> Percival is not comose. | <extra_id_1>
Comose(lilla)
Comose(percival)
forall x (Cardboard(x) -> Meaningful(x))
forall x (Comose(x) -> Cardboard(x))
forall x (Comose(x) -> Germinal(x))
<extra_id_2>
not Comose(percival)
<extra_id_3>
therefore Comose(percival)
<extra_id_4>
False | 0 | False | AttNoneg-OWA-D2-1780 |
Osbert is lethargic. Elvera is lethargic. Young things are incipient. If something is lethargic then it is adducent. If something is lethargic then it is heathenish. <extra_id_0> Osbert is heathenish. | <extra_id_1>
Lethargic(osbert)
Lethargic(elvera)
forall x (Adducent(x) -> Incipient(x))
forall x (Lethargic(x) -> Adducent(x))
forall x (Lethargic(x) -> Heathenish(x))
<extra_id_2>
Heathenish(osbert)
<extra_id_3>
Lethargic(osbert) and forall x (Lethargic(x) -> Heathenish(x)) -> therefore Heathenish(osbert)
<extra_id_4>... | 1 | True | AttNoneg-OWA-D2-1780 |
Rivy is aflicker. Annalise is aflicker. Young things are shamefaced. If something is aflicker then it is crashing. If something is aflicker then it is netted. <extra_id_0> Rivy is not crashing. | <extra_id_1>
Aflicker(rivy)
Aflicker(annalise)
forall x (Crashing(x) -> Shamefaced(x))
forall x (Aflicker(x) -> Crashing(x))
forall x (Aflicker(x) -> Netted(x))
<extra_id_2>
not Crashing(rivy)
<extra_id_3>
Aflicker(rivy) and forall x (Aflicker(x) -> Crashing(x)) -> therefore Crashing(rivy)
<extra_id_4>
False | 1 | False | AttNoneg-OWA-D2-1780 |
Donetta is stubbly. Wynton is stubbly. Young things are protean. If something is stubbly then it is roaring. If something is stubbly then it is bobtail. <extra_id_0> Donetta is protean. | <extra_id_1>
Stubbly(donetta)
Stubbly(wynton)
forall x (Roaring(x) -> Protean(x))
forall x (Stubbly(x) -> Roaring(x))
forall x (Stubbly(x) -> Bobtail(x))
<extra_id_2>
Protean(donetta)
<extra_id_3>
Stubbly(donetta) and forall x (Stubbly(x) -> Roaring(x)) -> therefore Roaring(donetta) <extra_id_5> Roaring(donetta) and fo... | 2 | True | AttNoneg-OWA-D2-1780 |
Mindy is semiotic. Zonda is semiotic. Young things are binucleate. If something is semiotic then it is stripped. If something is semiotic then it is inventive. <extra_id_0> Mindy is not binucleate. | <extra_id_1>
Semiotic(mindy)
Semiotic(zonda)
forall x (Stripped(x) -> Binucleate(x))
forall x (Semiotic(x) -> Stripped(x))
forall x (Semiotic(x) -> Inventive(x))
<extra_id_2>
not Binucleate(mindy)
<extra_id_3>
Semiotic(mindy) and forall x (Semiotic(x) -> Stripped(x)) -> therefore Stripped(mindy) <extra_id_5> Stripped(m... | 2 | False | AttNoneg-OWA-D2-1780 |
Thurstan is tremulous. Terrel is tremulous. Young things are hoggish. If something is tremulous then it is beggarly. If something is tremulous then it is puffy. <extra_id_0> Thurstan is not blue. | <extra_id_1>
Tremulous(thurstan)
Tremulous(terrel)
forall x (Beggarly(x) -> Hoggish(x))
forall x (Tremulous(x) -> Beggarly(x))
forall x (Tremulous(x) -> Puffy(x))
<extra_id_2>
not Blue(thurstan)
<extra_id_3>
not Blue(thurstan) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra... | 0 | Unknown | AttNoneg-OWA-D2-1780 |
Venus is tenth. Les is tenth. Young things are mandatory. If something is tenth then it is nipponese. If something is tenth then it is mutagenic. <extra_id_0> Les is blue. | <extra_id_1>
Tenth(venus)
Tenth(les)
forall x (Nipponese(x) -> Mandatory(x))
forall x (Tenth(x) -> Nipponese(x))
forall x (Tenth(x) -> Mutagenic(x))
<extra_id_2>
Blue(les)
<extra_id_3>
Blue(les) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Unknown | 0 | Unknown | AttNoneg-OWA-D2-1780 |
Grover is virulent. Cicely is virulent. Young things are residuary. If something is virulent then it is soiled. If something is virulent then it is dreamless. <extra_id_0> Grover is not furry. | <extra_id_1>
Virulent(grover)
Virulent(cicely)
forall x (Soiled(x) -> Residuary(x))
forall x (Virulent(x) -> Soiled(x))
forall x (Virulent(x) -> Dreamless(x))
<extra_id_2>
not Furry(grover)
<extra_id_3>
not Furry(grover) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>... | 0 | Unknown | AttNoneg-OWA-D2-1780 |
Aidan is riant. Thornton is riant. Young things are unpassable. If something is riant then it is impartial. If something is riant then it is bathyal. <extra_id_0> Thornton is green. | <extra_id_1>
Riant(aidan)
Riant(thornton)
forall x (Impartial(x) -> Unpassable(x))
forall x (Riant(x) -> Impartial(x))
forall x (Riant(x) -> Bathyal(x))
<extra_id_2>
Green(thornton)
<extra_id_3>
Green(thornton) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Unknown | 0 | Unknown | AttNoneg-OWA-D2-1780 |
Wynton is patronized. Frederich is patronized. Young things are glaciated. If something is patronized then it is ideal. If something is patronized then it is alto. <extra_id_0> Frederich is not furry. | <extra_id_1>
Patronized(wynton)
Patronized(frederich)
forall x (Ideal(x) -> Glaciated(x))
forall x (Patronized(x) -> Ideal(x))
forall x (Patronized(x) -> Alto(x))
<extra_id_2>
not Furry(frederich)
<extra_id_3>
not Furry(frederich) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<e... | 0 | Unknown | AttNoneg-OWA-D2-1780 |
Keren is bicolored. Chadd is bicolored. Young things are liable. If something is bicolored then it is centric. If something is bicolored then it is playable. <extra_id_0> Keren is green. | <extra_id_1>
Bicolored(keren)
Bicolored(chadd)
forall x (Centric(x) -> Liable(x))
forall x (Bicolored(x) -> Centric(x))
forall x (Bicolored(x) -> Playable(x))
<extra_id_2>
Green(keren)
<extra_id_3>
Green(keren) <- [no supporting fact or rule] <extra_id_5> Cannot be determined from given premises.
<extra_id_4>
Unknown | 0 | Unknown | AttNoneg-OWA-D2-1780 |
Rufe is thalloid. Rufe is tangerine. Rufe is sibyllic. Stinky is forcible. Clarissa is limp. Clarissa is headstrong. Cybal is limp. All limp things are sibyllic. Round, tangerine things are forcible. If something is thalloid then it is nonsweet. <extra_id_0> Stinky is forcible. | <extra_id_1>
Thalloid(rufe)
Tangerine(rufe)
Sibyllic(rufe)
Forcible(stinky)
Limp(clarissa)
Headstrong(clarissa)
Limp(cybal)
forall x (Limp(x) -> Sibyllic(x))
forall x (Nonsweet(x) and Tangerine(x) -> Forcible(x))
forall x (Thalloid(x) -> Nonsweet(x))
<extra_id_2>
Forcible(stinky)
<extra_id_3>
therefore Forcible(stinky)... | 0 | True | AttNoneg-OWA-D2-1350 |
Schuyler is scrupulous. Schuyler is pectineal. Schuyler is center. Loreen is creedal. Colly is brut. Colly is abeyant. Case is brut. All brut things are center. Round, pectineal things are creedal. If something is scrupulous then it is coincident. <extra_id_0> Colly is not abeyant. | <extra_id_1>
Scrupulous(schuyler)
Pectineal(schuyler)
Center(schuyler)
Creedal(loreen)
Brut(colly)
Abeyant(colly)
Brut(case)
forall x (Brut(x) -> Center(x))
forall x (Coincident(x) and Pectineal(x) -> Creedal(x))
forall x (Scrupulous(x) -> Coincident(x))
<extra_id_2>
not Abeyant(colly)
<extra_id_3>
therefore Abeyant(co... | 0 | False | AttNoneg-OWA-D2-1350 |
Berenice is exegetic. Berenice is littler. Berenice is arctic. Noland is reputable. Teresa is fattish. Teresa is oriental. Viv is fattish. All fattish things are arctic. Round, littler things are reputable. If something is exegetic then it is towheaded. <extra_id_0> Teresa is arctic. | <extra_id_1>
Exegetic(berenice)
Littler(berenice)
Arctic(berenice)
Reputable(noland)
Fattish(teresa)
Oriental(teresa)
Fattish(viv)
forall x (Fattish(x) -> Arctic(x))
forall x (Towheaded(x) and Littler(x) -> Reputable(x))
forall x (Exegetic(x) -> Towheaded(x))
<extra_id_2>
Arctic(teresa)
<extra_id_3>
Fattish(teresa) and... | 1 | True | AttNoneg-OWA-D2-1350 |
Stephen is ferial. Stephen is canonised. Stephen is curtal. Tedi is probing. Jessey is saleable. Jessey is dislikable. Micheline is saleable. All saleable things are curtal. Round, canonised things are probing. If something is ferial then it is aldermanly. <extra_id_0> Stephen is not aldermanly. | <extra_id_1>
Ferial(stephen)
Canonised(stephen)
Curtal(stephen)
Probing(tedi)
Saleable(jessey)
Dislikable(jessey)
Saleable(micheline)
forall x (Saleable(x) -> Curtal(x))
forall x (Aldermanly(x) and Canonised(x) -> Probing(x))
forall x (Ferial(x) -> Aldermanly(x))
<extra_id_2>
not Aldermanly(stephen)
<extra_id_3>
Ferial... | 1 | False | AttNoneg-OWA-D2-1350 |
Merla is loathsome. Merla is brainless. Merla is southmost. Alpa is grizzled. Sharon is single. Sharon is geodetic. Avraham is single. All single things are southmost. Round, brainless things are grizzled. If something is loathsome then it is polyvalent. <extra_id_0> Merla is grizzled. | <extra_id_1>
Loathsome(merla)
Brainless(merla)
Southmost(merla)
Grizzled(alpa)
Single(sharon)
Geodetic(sharon)
Single(avraham)
forall x (Single(x) -> Southmost(x))
forall x (Polyvalent(x) and Brainless(x) -> Grizzled(x))
forall x (Loathsome(x) -> Polyvalent(x))
<extra_id_2>
Grizzled(merla)
<extra_id_3>
Loathsome(merla)... | 2 | True | AttNoneg-OWA-D2-1350 |
Jemie is imitation. Jemie is cyclic. Jemie is surprised. Gusta is unethical. Julita is guilty. Julita is waterproof. Lucilia is guilty. All guilty things are surprised. Round, cyclic things are unethical. If something is imitation then it is soluble. <extra_id_0> Jemie is not unethical. | <extra_id_1>
Imitation(jemie)
Cyclic(jemie)
Surprised(jemie)
Unethical(gusta)
Guilty(julita)
Waterproof(julita)
Guilty(lucilia)
forall x (Guilty(x) -> Surprised(x))
forall x (Soluble(x) and Cyclic(x) -> Unethical(x))
forall x (Imitation(x) -> Soluble(x))
<extra_id_2>
not Unethical(jemie)
<extra_id_3>
Imitation(jemie) a... | 2 | False | AttNoneg-OWA-D2-1350 |
Vivianna is ruthless. Vivianna is sunk. Vivianna is ototoxic. Isidore is productive. Abbot is avoidable. Abbot is polish. Meggan is avoidable. All avoidable things are ototoxic. Round, sunk things are productive. If something is ruthless then it is postural. <extra_id_0> Meggan is not productive. | <extra_id_1>
Ruthless(vivianna)
Sunk(vivianna)
Ototoxic(vivianna)
Productive(isidore)
Avoidable(abbot)
Polish(abbot)
Avoidable(meggan)
forall x (Avoidable(x) -> Ototoxic(x))
forall x (Postural(x) and Sunk(x) -> Productive(x))
forall x (Ruthless(x) -> Postural(x))
<extra_id_2>
not Productive(meggan)
<extra_id_3>
forall ... | 1 | Unknown | AttNoneg-OWA-D2-1350 |
Yves is cesarean. Yves is sonic. Yves is ageing. Amalita is appellate. Stuart is faddy. Stuart is lobed. Sterne is faddy. All faddy things are ageing. Round, sonic things are appellate. If something is cesarean then it is depressed. <extra_id_0> Sterne is depressed. | <extra_id_1>
Cesarean(yves)
Sonic(yves)
Ageing(yves)
Appellate(amalita)
Faddy(stuart)
Lobed(stuart)
Faddy(sterne)
forall x (Faddy(x) -> Ageing(x))
forall x (Depressed(x) and Sonic(x) -> Appellate(x))
forall x (Cesarean(x) -> Depressed(x))
<extra_id_2>
Depressed(sterne)
<extra_id_3>
forall x (Cesarean(x) -> Depressed(x)... | 1 | Unknown | AttNoneg-OWA-D2-1350 |
Carlisle is divided. Carlisle is insane. Carlisle is cadaverous. Candy is amorous. Georgetta is hesitant. Georgetta is weatherly. Charissa is hesitant. All hesitant things are cadaverous. Round, insane things are amorous. If something is divided then it is executable. <extra_id_0> Candy is not executable. | <extra_id_1>
Divided(carlisle)
Insane(carlisle)
Cadaverous(carlisle)
Amorous(candy)
Hesitant(georgetta)
Weatherly(georgetta)
Hesitant(charissa)
forall x (Hesitant(x) -> Cadaverous(x))
forall x (Executable(x) and Insane(x) -> Amorous(x))
forall x (Divided(x) -> Executable(x))
<extra_id_2>
not Executable(candy)
<extra_id... | 1 | Unknown | AttNoneg-OWA-D2-1350 |
Merry is orbiculate. Merry is parched. Merry is wintery. Saba is announced. Joe is brazilian. Joe is varicose. Martie is brazilian. All brazilian things are wintery. Round, parched things are announced. If something is orbiculate then it is amino. <extra_id_0> Merry is varicose. | <extra_id_1>
Orbiculate(merry)
Parched(merry)
Wintery(merry)
Announced(saba)
Brazilian(joe)
Varicose(joe)
Brazilian(martie)
forall x (Brazilian(x) -> Wintery(x))
forall x (Amino(x) and Parched(x) -> Announced(x))
forall x (Orbiculate(x) -> Amino(x))
<extra_id_2>
Varicose(merry)
<extra_id_3>
Varicose(merry) <- [no suppo... | 0 | Unknown | AttNoneg-OWA-D2-1350 |
Biddy is stretch. Biddy is receding. Biddy is huffish. Dennie is orthoptic. Marlie is areolar. Marlie is newfound. Drea is areolar. All areolar things are huffish. Round, receding things are orthoptic. If something is stretch then it is crinkled. <extra_id_0> Dennie is not newfound. | <extra_id_1>
Stretch(biddy)
Receding(biddy)
Huffish(biddy)
Orthoptic(dennie)
Areolar(marlie)
Newfound(marlie)
Areolar(drea)
forall x (Areolar(x) -> Huffish(x))
forall x (Crinkled(x) and Receding(x) -> Orthoptic(x))
forall x (Stretch(x) -> Crinkled(x))
<extra_id_2>
not Newfound(dennie)
<extra_id_3>
not Newfound(dennie) ... | 0 | Unknown | AttNoneg-OWA-D2-1350 |
Alyson is sisterly. Alyson is bounteous. Alyson is intrepid. Zorro is orchestral. Wolfgang is spoilable. Wolfgang is unrimed. Mair is spoilable. All spoilable things are intrepid. Round, bounteous things are orchestral. If something is sisterly then it is radiant. <extra_id_0> Alyson is spoilable. | <extra_id_1>
Sisterly(alyson)
Bounteous(alyson)
Intrepid(alyson)
Orchestral(zorro)
Spoilable(wolfgang)
Unrimed(wolfgang)
Spoilable(mair)
forall x (Spoilable(x) -> Intrepid(x))
forall x (Radiant(x) and Bounteous(x) -> Orchestral(x))
forall x (Sisterly(x) -> Radiant(x))
<extra_id_2>
Spoilable(alyson)
<extra_id_3>
Spoilab... | 0 | Unknown | AttNoneg-OWA-D2-1350 |
The edi chuckle the alford. The edi chuckle the gilli. The edi is antiphonal. The edi is ethiopian. The cathleen chuckle the alford. The cathleen is antiphonal. The cathleen whelk the edi. The cathleen whelk the gilli. The cathleen intermix the edi. The alford chuckle the cathleen. The alford whelk the cathleen. The gi... | <extra_id_1>
Chuckle(edi, alford)
Chuckle(edi, gilli)
Antiphonal(edi)
Ethiopian(edi)
Chuckle(cathleen, alford)
Antiphonal(cathleen)
Whelk(cathleen, edi)
Whelk(cathleen, gilli)
Intermix(cathleen, edi)
Chuckle(alford, cathleen)
Whelk(alford, cathleen)
Chuckle(gilli, alford)
Mellowed(gilli)
Ethiopian(gilli)
Whelk(gilli, a... | 0 | True | RelNoneg-OWA-D2-1353 |
The helen cuckold the valene. The helen cuckold the lory. The helen is mellow. The helen is abused. The marsha cuckold the valene. The marsha is mellow. The marsha rootle the helen. The marsha rootle the lory. The marsha inhabit the helen. The valene cuckold the marsha. The valene rootle the marsha. The lory cuckold th... | <extra_id_1>
Cuckold(helen, valene)
Cuckold(helen, lory)
Mellow(helen)
Abused(helen)
Cuckold(marsha, valene)
Mellow(marsha)
Rootle(marsha, helen)
Rootle(marsha, lory)
Inhabit(marsha, helen)
Cuckold(valene, marsha)
Rootle(valene, marsha)
Cuckold(lory, valene)
Amiss(lory)
Abused(lory)
Rootle(lory, valene)
forall x (Inhab... | 0 | False | RelNoneg-OWA-D2-1353 |
The flem sputter the lara. The flem sputter the rowland. The flem is gimpy. The flem is fixed. The veda sputter the lara. The veda is gimpy. The veda pearl the flem. The veda pearl the rowland. The veda overtrump the flem. The lara sputter the veda. The lara pearl the veda. The rowland sputter the lara. The rowland is ... | <extra_id_1>
Sputter(flem, lara)
Sputter(flem, rowland)
Gimpy(flem)
Fixed(flem)
Sputter(veda, lara)
Gimpy(veda)
Pearl(veda, flem)
Pearl(veda, rowland)
Overtrump(veda, flem)
Sputter(lara, veda)
Pearl(lara, veda)
Sputter(rowland, lara)
Sneak(rowland)
Fixed(rowland)
Pearl(rowland, lara)
forall x (Overtrump(x, flem) -> Spu... | 1 | True | RelNoneg-OWA-D2-1353 |
The gilli fold the margalo. The gilli fold the odelle. The gilli is wiry. The gilli is gimcrack. The jackelyn fold the margalo. The jackelyn is wiry. The jackelyn apprise the gilli. The jackelyn apprise the odelle. The jackelyn resemble the gilli. The margalo fold the jackelyn. The margalo apprise the jackelyn. The ode... | <extra_id_1>
Fold(gilli, margalo)
Fold(gilli, odelle)
Wiry(gilli)
Gimcrack(gilli)
Fold(jackelyn, margalo)
Wiry(jackelyn)
Apprise(jackelyn, gilli)
Apprise(jackelyn, odelle)
Resemble(jackelyn, gilli)
Fold(margalo, jackelyn)
Apprise(margalo, jackelyn)
Fold(odelle, margalo)
Elective(odelle)
Gimcrack(odelle)
Apprise(odelle,... | 1 | False | RelNoneg-OWA-D2-1353 |
The sherwynd contour the gunter. The sherwynd contour the lynnell. The sherwynd is stomatal. The sherwynd is detailed. The madelin contour the gunter. The madelin is stomatal. The madelin amaze the sherwynd. The madelin amaze the lynnell. The madelin itemize the sherwynd. The gunter contour the madelin. The gunter amaz... | <extra_id_1>
Contour(sherwynd, gunter)
Contour(sherwynd, lynnell)
Stomatal(sherwynd)
Detailed(sherwynd)
Contour(madelin, gunter)
Stomatal(madelin)
Amaze(madelin, sherwynd)
Amaze(madelin, lynnell)
Itemize(madelin, sherwynd)
Contour(gunter, madelin)
Amaze(gunter, madelin)
Contour(lynnell, gunter)
Triune(lynnell)
Detailed... | 2 | True | RelNoneg-OWA-D2-1353 |
The sybilla partner the adelind. The sybilla partner the gabriello. The sybilla is dormie. The sybilla is cacuminal. The stephani partner the adelind. The stephani is dormie. The stephani embody the sybilla. The stephani embody the gabriello. The stephani relate the sybilla. The adelind partner the stephani. The adelin... | <extra_id_1>
Partner(sybilla, adelind)
Partner(sybilla, gabriello)
Dormie(sybilla)
Cacuminal(sybilla)
Partner(stephani, adelind)
Dormie(stephani)
Embody(stephani, sybilla)
Embody(stephani, gabriello)
Relate(stephani, sybilla)
Partner(adelind, stephani)
Embody(adelind, stephani)
Partner(gabriello, adelind)
Ineligible(ga... | 2 | False | RelNoneg-OWA-D2-1353 |
The arlene chunk the bessy. The arlene chunk the magdalen. The arlene is intestate. The arlene is unportable. The manish chunk the bessy. The manish is intestate. The manish manumit the arlene. The manish manumit the magdalen. The manish degrade the arlene. The bessy chunk the manish. The bessy manumit the manish. The ... | <extra_id_1>
Chunk(arlene, bessy)
Chunk(arlene, magdalen)
Intestate(arlene)
Unportable(arlene)
Chunk(manish, bessy)
Intestate(manish)
Manumit(manish, arlene)
Manumit(manish, magdalen)
Degrade(manish, arlene)
Chunk(bessy, manish)
Manumit(bessy, manish)
Chunk(magdalen, bessy)
Editorial(magdalen)
Unportable(magdalen)
Manu... | 2 | Unknown | RelNoneg-OWA-D2-1353 |
The gen starboard the thurstan. The gen starboard the jeralee. The gen is riemannian. The gen is filipino. The daniella starboard the thurstan. The daniella is riemannian. The daniella harangue the gen. The daniella harangue the jeralee. The daniella uncrate the gen. The thurstan starboard the daniella. The thurstan ha... | <extra_id_1>
Starboard(gen, thurstan)
Starboard(gen, jeralee)
Riemannian(gen)
Filipino(gen)
Starboard(daniella, thurstan)
Riemannian(daniella)
Harangue(daniella, gen)
Harangue(daniella, jeralee)
Uncrate(daniella, gen)
Starboard(thurstan, daniella)
Harangue(thurstan, daniella)
Starboard(jeralee, thurstan)
Eviscerate(jer... | 1 | Unknown | RelNoneg-OWA-D2-1353 |
The celie patronize the jule. The celie patronize the shena. The celie is garish. The celie is acuminate. The fae patronize the jule. The fae is garish. The fae flavour the celie. The fae flavour the shena. The fae empanel the celie. The jule patronize the fae. The jule flavour the fae. The shena patronize the jule. Th... | <extra_id_1>
Patronize(celie, jule)
Patronize(celie, shena)
Garish(celie)
Acuminate(celie)
Patronize(fae, jule)
Garish(fae)
Flavour(fae, celie)
Flavour(fae, shena)
Empanel(fae, celie)
Patronize(jule, fae)
Flavour(jule, fae)
Patronize(shena, jule)
Dispensed(shena)
Acuminate(shena)
Flavour(shena, jule)
forall x (Empanel(... | 1 | Unknown | RelNoneg-OWA-D2-1353 |
The odelia preclude the carmella. The odelia preclude the osbert. The odelia is discerning. The odelia is organic. The pierre preclude the carmella. The pierre is discerning. The pierre vein the odelia. The pierre vein the osbert. The pierre tramp the odelia. The carmella preclude the pierre. The carmella vein the pier... | <extra_id_1>
Preclude(odelia, carmella)
Preclude(odelia, osbert)
Discerning(odelia)
Organic(odelia)
Preclude(pierre, carmella)
Discerning(pierre)
Vein(pierre, odelia)
Vein(pierre, osbert)
Tramp(pierre, odelia)
Preclude(carmella, pierre)
Vein(carmella, pierre)
Preclude(osbert, carmella)
Silty(osbert)
Organic(osbert)
Vei... | 0 | Unknown | RelNoneg-OWA-D2-1353 |
The tore terrasse the celia. The tore terrasse the lacey. The tore is percussive. The tore is wide. The cooper terrasse the celia. The cooper is percussive. The cooper uniformise the tore. The cooper uniformise the lacey. The cooper saturate the tore. The celia terrasse the cooper. The celia uniformise the cooper. The ... | <extra_id_1>
Terrasse(tore, celia)
Terrasse(tore, lacey)
Percussive(tore)
Wide(tore)
Terrasse(cooper, celia)
Percussive(cooper)
Uniformise(cooper, tore)
Uniformise(cooper, lacey)
Saturate(cooper, tore)
Terrasse(celia, cooper)
Uniformise(celia, cooper)
Terrasse(lacey, celia)
Arithmetic(lacey)
Wide(lacey)
Uniformise(lace... | 0 | Unknown | RelNoneg-OWA-D2-1353 |
The deborah overawe the ninnetta. The deborah overawe the issie. The deborah is reflexive. The deborah is teentsy. The mariette overawe the ninnetta. The mariette is reflexive. The mariette wade the deborah. The mariette wade the issie. The mariette shun the deborah. The ninnetta overawe the mariette. The ninnetta wade... | <extra_id_1>
Overawe(deborah, ninnetta)
Overawe(deborah, issie)
Reflexive(deborah)
Teentsy(deborah)
Overawe(mariette, ninnetta)
Reflexive(mariette)
Wade(mariette, deborah)
Wade(mariette, issie)
Shun(mariette, deborah)
Overawe(ninnetta, mariette)
Wade(ninnetta, mariette)
Overawe(issie, ninnetta)
Hermitical(issie)
Teents... | 0 | Unknown | RelNoneg-OWA-D2-1353 |
The jinny is homelike. The jinny is eparchial. The jinny is tuneless. The nannie is not eparchial. The nannie is unfrozen. The nannie armour the jinny. The nannie derive the arden. The francesco wallow the jinny. The francesco is homelike. The francesco armour the jinny. The arden wallow the nannie. The arden is not un... | <extra_id_1>
Homelike(jinny)
Eparchial(jinny)
Tuneless(jinny)
not Eparchial(nannie)
Unfrozen(nannie)
Armour(nannie, jinny)
Derive(nannie, arden)
Wallow(francesco, jinny)
Homelike(francesco)
Armour(francesco, jinny)
Wallow(arden, nannie)
not Unfrozen(arden)
Armour(arden, francesco)
Derive(arden, nannie)
Derive(arden, fr... | 0 | True | RelNeg-OWA-D2-247 |
The ivonne is twoscore. The ivonne is sidearm. The ivonne is thrifty. The kermit is not sidearm. The kermit is copasetic. The kermit bedazzle the ivonne. The kermit fulfill the carolynn. The cliff cowhide the ivonne. The cliff is twoscore. The cliff bedazzle the ivonne. The carolynn cowhide the kermit. The carolynn is ... | <extra_id_1>
Twoscore(ivonne)
Sidearm(ivonne)
Thrifty(ivonne)
not Sidearm(kermit)
Copasetic(kermit)
Bedazzle(kermit, ivonne)
Fulfill(kermit, carolynn)
Cowhide(cliff, ivonne)
Twoscore(cliff)
Bedazzle(cliff, ivonne)
Cowhide(carolynn, kermit)
not Copasetic(carolynn)
Bedazzle(carolynn, cliff)
Fulfill(carolynn, kermit)
Fulf... | 0 | False | RelNeg-OWA-D2-247 |
The morna is neutral. The morna is wormy. The morna is xxxiii. The kerianne is not wormy. The kerianne is manichee. The kerianne incense the morna. The kerianne surfeit the essa. The ulises fructify the morna. The ulises is neutral. The ulises incense the morna. The essa fructify the kerianne. The essa is not manichee.... | <extra_id_1>
Neutral(morna)
Wormy(morna)
Xxxiii(morna)
not Wormy(kerianne)
Manichee(kerianne)
Incense(kerianne, morna)
Surfeit(kerianne, essa)
Fructify(ulises, morna)
Neutral(ulises)
Incense(ulises, morna)
Fructify(essa, kerianne)
not Manichee(essa)
Incense(essa, ulises)
Surfeit(essa, kerianne)
Surfeit(essa, ulises)
fo... | 1 | True | RelNeg-OWA-D2-247 |
The will is antitumour. The will is scary. The will is nonunion. The ardelis is not scary. The ardelis is stormbound. The ardelis glimpse the will. The ardelis bullyrag the blancha. The rakel postdate the will. The rakel is antitumour. The rakel glimpse the will. The blancha postdate the ardelis. The blancha is not sto... | <extra_id_1>
Antitumour(will)
Scary(will)
Nonunion(will)
not Scary(ardelis)
Stormbound(ardelis)
Glimpse(ardelis, will)
Bullyrag(ardelis, blancha)
Postdate(rakel, will)
Antitumour(rakel)
Glimpse(rakel, will)
Postdate(blancha, ardelis)
not Stormbound(blancha)
Glimpse(blancha, rakel)
Bullyrag(blancha, ardelis)
Bullyrag(bl... | 1 | False | RelNeg-OWA-D2-247 |
The thurstan is unroofed. The thurstan is formulated. The thurstan is magnified. The schroeder is not formulated. The schroeder is basic. The schroeder auscultate the thurstan. The schroeder depose the geraldine. The dasi brief the thurstan. The dasi is unroofed. The dasi auscultate the thurstan. The geraldine brief th... | <extra_id_1>
Unroofed(thurstan)
Formulated(thurstan)
Magnified(thurstan)
not Formulated(schroeder)
Basic(schroeder)
Auscultate(schroeder, thurstan)
Depose(schroeder, geraldine)
Brief(dasi, thurstan)
Unroofed(dasi)
Auscultate(dasi, thurstan)
Brief(geraldine, schroeder)
not Basic(geraldine)
Auscultate(geraldine, dasi)
De... | 2 | True | RelNeg-OWA-D2-247 |
The reinhold is axile. The reinhold is unavailing. The reinhold is courageous. The sheila is not unavailing. The sheila is juridic. The sheila shrimp the reinhold. The sheila brook the danya. The fayette enfeeble the reinhold. The fayette is axile. The fayette shrimp the reinhold. The danya enfeeble the sheila. The dan... | <extra_id_1>
Axile(reinhold)
Unavailing(reinhold)
Courageous(reinhold)
not Unavailing(sheila)
Juridic(sheila)
Shrimp(sheila, reinhold)
Brook(sheila, danya)
Enfeeble(fayette, reinhold)
Axile(fayette)
Shrimp(fayette, reinhold)
Enfeeble(danya, sheila)
not Juridic(danya)
Shrimp(danya, fayette)
Brook(danya, sheila)
Brook(da... | 2 | False | RelNeg-OWA-D2-247 |
The alyson is indentured. The alyson is streaked. The alyson is ambrosial. The kelcey is not streaked. The kelcey is burled. The kelcey soar the alyson. The kelcey trephine the penny. The maiga reset the alyson. The maiga is indentured. The maiga soar the alyson. The penny reset the kelcey. The penny is not burled. The... | <extra_id_1>
Indentured(alyson)
Streaked(alyson)
Ambrosial(alyson)
not Streaked(kelcey)
Burled(kelcey)
Soar(kelcey, alyson)
Trephine(kelcey, penny)
Reset(maiga, alyson)
Indentured(maiga)
Soar(maiga, alyson)
Reset(penny, kelcey)
not Burled(penny)
Soar(penny, maiga)
Trephine(penny, kelcey)
Trephine(penny, maiga)
forall x... | 1 | Unknown | RelNeg-OWA-D2-247 |
The abra is suckled. The abra is unneeded. The abra is baronial. The allah is not unneeded. The allah is quelled. The allah speckle the abra. The allah menstruate the elayne. The raquel stickle the abra. The raquel is suckled. The raquel speckle the abra. The elayne stickle the allah. The elayne is not quelled. The ela... | <extra_id_1>
Suckled(abra)
Unneeded(abra)
Baronial(abra)
not Unneeded(allah)
Quelled(allah)
Speckle(allah, abra)
Menstruate(allah, elayne)
Stickle(raquel, abra)
Suckled(raquel)
Speckle(raquel, abra)
Stickle(elayne, allah)
not Quelled(elayne)
Speckle(elayne, raquel)
Menstruate(elayne, allah)
Menstruate(elayne, raquel)
f... | 1 | Unknown | RelNeg-OWA-D2-247 |
The blakelee is activated. The blakelee is songlike. The blakelee is maidenlike. The zonnya is not songlike. The zonnya is torturing. The zonnya freak the blakelee. The zonnya matte the lula. The hedvig enable the blakelee. The hedvig is activated. The hedvig freak the blakelee. The lula enable the zonnya. The lula is ... | <extra_id_1>
Activated(blakelee)
Songlike(blakelee)
Maidenlike(blakelee)
not Songlike(zonnya)
Torturing(zonnya)
Freak(zonnya, blakelee)
Matte(zonnya, lula)
Enable(hedvig, blakelee)
Activated(hedvig)
Freak(hedvig, blakelee)
Enable(lula, zonnya)
not Torturing(lula)
Freak(lula, hedvig)
Matte(lula, zonnya)
Matte(lula, hedv... | 2 | Unknown | RelNeg-OWA-D2-247 |
The elfrieda is cyrillic. The elfrieda is venerable. The elfrieda is unnoticed. The karlie is not venerable. The karlie is specific. The karlie superpose the elfrieda. The karlie cinematise the irving. The klarrisa cram the elfrieda. The klarrisa is cyrillic. The klarrisa superpose the elfrieda. The irving cram the kar... | <extra_id_1>
Cyrillic(elfrieda)
Venerable(elfrieda)
Unnoticed(elfrieda)
not Venerable(karlie)
Specific(karlie)
Superpose(karlie, elfrieda)
Cinematise(karlie, irving)
Cram(klarrisa, elfrieda)
Cyrillic(klarrisa)
Superpose(klarrisa, elfrieda)
Cram(irving, karlie)
not Specific(irving)
Superpose(irving, klarrisa)
Cinematise... | 0 | Unknown | RelNeg-OWA-D2-247 |
The iris is morbid. The iris is comestible. The iris is stricken. The tandi is not comestible. The tandi is sordid. The tandi calligraph the iris. The tandi swagger the kaleena. The jilleen ration the iris. The jilleen is morbid. The jilleen calligraph the iris. The kaleena ration the tandi. The kaleena is not sordid. ... | <extra_id_1>
Morbid(iris)
Comestible(iris)
Stricken(iris)
not Comestible(tandi)
Sordid(tandi)
Calligraph(tandi, iris)
Swagger(tandi, kaleena)
Ration(jilleen, iris)
Morbid(jilleen)
Calligraph(jilleen, iris)
Ration(kaleena, tandi)
not Sordid(kaleena)
Calligraph(kaleena, jilleen)
Swagger(kaleena, tandi)
Swagger(kaleena, j... | 0 | Unknown | RelNeg-OWA-D2-247 |
The worthy is contorted. The worthy is wonky. The worthy is undutiful. The teddie is not wonky. The teddie is exogenous. The teddie charcoal the worthy. The teddie perpetuate the filia. The frannie canonise the worthy. The frannie is contorted. The frannie charcoal the worthy. The filia canonise the teddie. The filia i... | <extra_id_1>
Contorted(worthy)
Wonky(worthy)
Undutiful(worthy)
not Wonky(teddie)
Exogenous(teddie)
Charcoal(teddie, worthy)
Perpetuate(teddie, filia)
Canonise(frannie, worthy)
Contorted(frannie)
Charcoal(frannie, worthy)
Canonise(filia, teddie)
not Exogenous(filia)
Charcoal(filia, frannie)
Perpetuate(filia, teddie)
Per... | 0 | Unknown | RelNeg-OWA-D2-247 |
The vere chirk the beaufort. The vere chirk the christie. The vere is focused. The vere fledge the beaufort. The beaufort chirk the vere. The beaufort chirk the christie. The beaufort contemn the christie. The christie chirk the beaufort. The christie is ruby. The christie fledge the beaufort. If something contemn the ... | <extra_id_1>
Chirk(vere, beaufort)
Chirk(vere, christie)
Focused(vere)
Fledge(vere, beaufort)
Chirk(beaufort, vere)
Chirk(beaufort, christie)
Contemn(beaufort, christie)
Chirk(christie, beaufort)
Ruby(christie)
Fledge(christie, beaufort)
forall x (Contemn(x, christie) and Fledge(x, christie) -> Synoptical(x))
forall x ... | 0 | True | RelNoneg-OWA-D2-601 |
The trever spike the davy. The trever spike the yoshiko. The trever is reducible. The trever bargain the davy. The davy spike the trever. The davy spike the yoshiko. The davy sear the yoshiko. The yoshiko spike the davy. The yoshiko is relocated. The yoshiko bargain the davy. If something sear the yoshiko and it bargai... | <extra_id_1>
Spike(trever, davy)
Spike(trever, yoshiko)
Reducible(trever)
Bargain(trever, davy)
Spike(davy, trever)
Spike(davy, yoshiko)
Sear(davy, yoshiko)
Spike(yoshiko, davy)
Relocated(yoshiko)
Bargain(yoshiko, davy)
forall x (Sear(x, yoshiko) and Bargain(x, yoshiko) -> Underway(x))
forall x (Spike(x, davy) -> Sear(... | 0 | False | RelNoneg-OWA-D2-601 |
The almira intumesce the denyse. The almira intumesce the reece. The almira is dandyish. The almira overcast the denyse. The denyse intumesce the almira. The denyse intumesce the reece. The denyse denudate the reece. The reece intumesce the denyse. The reece is contextual. The reece overcast the denyse. If something de... | <extra_id_1>
Intumesce(almira, denyse)
Intumesce(almira, reece)
Dandyish(almira)
Overcast(almira, denyse)
Intumesce(denyse, almira)
Intumesce(denyse, reece)
Denudate(denyse, reece)
Intumesce(reece, denyse)
Contextual(reece)
Overcast(reece, denyse)
forall x (Denudate(x, reece) and Overcast(x, reece) -> Reputable(x))
for... | 1 | True | RelNoneg-OWA-D2-601 |
The randa skin the eleonore. The randa skin the june. The randa is segregated. The randa cowl the eleonore. The eleonore skin the randa. The eleonore skin the june. The eleonore readapt the june. The june skin the eleonore. The june is bermudan. The june cowl the eleonore. If something readapt the june and it cowl the ... | <extra_id_1>
Skin(randa, eleonore)
Skin(randa, june)
Segregated(randa)
Cowl(randa, eleonore)
Skin(eleonore, randa)
Skin(eleonore, june)
Readapt(eleonore, june)
Skin(june, eleonore)
Bermudan(june)
Cowl(june, eleonore)
forall x (Readapt(x, june) and Cowl(x, june) -> Impossible(x))
forall x (Skin(x, eleonore) -> Readapt(e... | 1 | False | RelNoneg-OWA-D2-601 |
The andros ambulate the rozella. The andros ambulate the ephraim. The andros is middlemost. The andros read the rozella. The rozella ambulate the andros. The rozella ambulate the ephraim. The rozella tissue the ephraim. The ephraim ambulate the rozella. The ephraim is misbranded. The ephraim read the rozella. If someth... | <extra_id_1>
Ambulate(andros, rozella)
Ambulate(andros, ephraim)
Middlemost(andros)
Read(andros, rozella)
Ambulate(rozella, andros)
Ambulate(rozella, ephraim)
Tissue(rozella, ephraim)
Ambulate(ephraim, rozella)
Misbranded(ephraim)
Read(ephraim, rozella)
forall x (Tissue(x, ephraim) and Read(x, ephraim) -> Memorable(x))... | 2 | True | RelNoneg-OWA-D2-601 |
The eden inquire the abby. The eden inquire the anallese. The eden is alpestrine. The eden chitter the abby. The abby inquire the eden. The abby inquire the anallese. The abby bethink the anallese. The anallese inquire the abby. The anallese is abridged. The anallese chitter the abby. If something bethink the anallese ... | <extra_id_1>
Inquire(eden, abby)
Inquire(eden, anallese)
Alpestrine(eden)
Chitter(eden, abby)
Inquire(abby, eden)
Inquire(abby, anallese)
Bethink(abby, anallese)
Inquire(anallese, abby)
Abridged(anallese)
Chitter(anallese, abby)
forall x (Bethink(x, anallese) and Chitter(x, anallese) -> Corrigible(x))
forall x (Inquire... | 2 | False | RelNoneg-OWA-D2-601 |
The thomasina pinnacle the kesley. The thomasina pinnacle the canada. The thomasina is alary. The thomasina slake the kesley. The kesley pinnacle the thomasina. The kesley pinnacle the canada. The kesley ship the canada. The canada pinnacle the kesley. The canada is unshaved. The canada slake the kesley. If something s... | <extra_id_1>
Pinnacle(thomasina, kesley)
Pinnacle(thomasina, canada)
Alary(thomasina)
Slake(thomasina, kesley)
Pinnacle(kesley, thomasina)
Pinnacle(kesley, canada)
Ship(kesley, canada)
Pinnacle(canada, kesley)
Unshaved(canada)
Slake(canada, kesley)
forall x (Ship(x, canada) and Slake(x, canada) -> Atypical(x))
forall x... | 1 | Unknown | RelNoneg-OWA-D2-601 |
The ikey gyrate the gennifer. The ikey gyrate the rahel. The ikey is unmalted. The ikey trace the gennifer. The gennifer gyrate the ikey. The gennifer gyrate the rahel. The gennifer cowl the rahel. The rahel gyrate the gennifer. The rahel is credal. The rahel trace the gennifer. If something cowl the rahel and it trace... | <extra_id_1>
Gyrate(ikey, gennifer)
Gyrate(ikey, rahel)
Unmalted(ikey)
Trace(ikey, gennifer)
Gyrate(gennifer, ikey)
Gyrate(gennifer, rahel)
Cowl(gennifer, rahel)
Gyrate(rahel, gennifer)
Credal(rahel)
Trace(rahel, gennifer)
forall x (Cowl(x, rahel) and Trace(x, rahel) -> Cocky(x))
forall x (Gyrate(x, gennifer) -> Cowl(g... | 2 | Unknown | RelNoneg-OWA-D2-601 |
The humphrey profess the mendel. The humphrey profess the kitti. The humphrey is triplex. The humphrey neighbor the mendel. The mendel profess the humphrey. The mendel profess the kitti. The mendel dispute the kitti. The kitti profess the mendel. The kitti is reusable. The kitti neighbor the mendel. If something disput... | <extra_id_1>
Profess(humphrey, mendel)
Profess(humphrey, kitti)
Triplex(humphrey)
Neighbor(humphrey, mendel)
Profess(mendel, humphrey)
Profess(mendel, kitti)
Dispute(mendel, kitti)
Profess(kitti, mendel)
Reusable(kitti)
Neighbor(kitti, mendel)
forall x (Dispute(x, kitti) and Neighbor(x, kitti) -> Asian(x))
forall x (Pr... | 1 | Unknown | RelNoneg-OWA-D2-601 |
The edward contrive the jerrine. The edward contrive the anna. The edward is tartaric. The edward edge the jerrine. The jerrine contrive the edward. The jerrine contrive the anna. The jerrine overextend the anna. The anna contrive the jerrine. The anna is simplistic. The anna edge the jerrine. If something overextend t... | <extra_id_1>
Contrive(edward, jerrine)
Contrive(edward, anna)
Tartaric(edward)
Edge(edward, jerrine)
Contrive(jerrine, edward)
Contrive(jerrine, anna)
Overextend(jerrine, anna)
Contrive(anna, jerrine)
Simplistic(anna)
Edge(anna, jerrine)
forall x (Overextend(x, anna) and Edge(x, anna) -> Cagey(x))
forall x (Contrive(x,... | 0 | Unknown | RelNoneg-OWA-D2-601 |
The lizabeth smutch the cathee. The lizabeth smutch the jeromy. The lizabeth is napoleonic. The lizabeth boogie the cathee. The cathee smutch the lizabeth. The cathee smutch the jeromy. The cathee smolder the jeromy. The jeromy smutch the cathee. The jeromy is feckless. The jeromy boogie the cathee. If something smolde... | <extra_id_1>
Smutch(lizabeth, cathee)
Smutch(lizabeth, jeromy)
Napoleonic(lizabeth)
Boogie(lizabeth, cathee)
Smutch(cathee, lizabeth)
Smutch(cathee, jeromy)
Smolder(cathee, jeromy)
Smutch(jeromy, cathee)
Feckless(jeromy)
Boogie(jeromy, cathee)
forall x (Smolder(x, jeromy) and Boogie(x, jeromy) -> Compact(x))
forall x (... | 0 | Unknown | RelNoneg-OWA-D2-601 |
The giovanne analyse the alisha. The giovanne analyse the paige. The giovanne is surging. The giovanne alligator the alisha. The alisha analyse the giovanne. The alisha analyse the paige. The alisha birdwatch the paige. The paige analyse the alisha. The paige is refreshful. The paige alligator the alisha. If something ... | <extra_id_1>
Analyse(giovanne, alisha)
Analyse(giovanne, paige)
Surging(giovanne)
Alligator(giovanne, alisha)
Analyse(alisha, giovanne)
Analyse(alisha, paige)
Birdwatch(alisha, paige)
Analyse(paige, alisha)
Refreshful(paige)
Alligator(paige, alisha)
forall x (Birdwatch(x, paige) and Alligator(x, paige) -> Offensive(x))... | 0 | Unknown | RelNoneg-OWA-D2-601 |
The elric loot the martynne. The aggie blanch the cora. The martynne loot the cora. The cora blanch the martynne. If something blanch the elric then it is not acanthotic. If something blanch the martynne and it is pierced then the martynne loot the cora. If the martynne loot the aggie then the aggie blanch the cora. If... | <extra_id_1>
Loot(elric, martynne)
Blanch(aggie, cora)
Loot(martynne, cora)
Blanch(cora, martynne)
forall x (Blanch(x, elric) -> not Acanthotic(x))
forall x (Blanch(x, martynne) and Pierced(x) -> Loot(martynne, cora))
Loot(martynne, aggie) -> Blanch(aggie, cora)
forall x (Loot(x, martynne) -> Nary(x))
forall x (Nary(x)... | 0 | True | RelNeg-OWA-D2-271 |
The aindrea citrate the nathanael. The magdalene reenact the wiley. The nathanael citrate the wiley. The wiley reenact the nathanael. If something reenact the aindrea then it is not unbaptised. If something reenact the nathanael and it is plural then the nathanael citrate the wiley. If the nathanael citrate the magdale... | <extra_id_1>
Citrate(aindrea, nathanael)
Reenact(magdalene, wiley)
Citrate(nathanael, wiley)
Reenact(wiley, nathanael)
forall x (Reenact(x, aindrea) -> not Unbaptised(x))
forall x (Reenact(x, nathanael) and Plural(x) -> Citrate(nathanael, wiley))
Citrate(nathanael, magdalene) -> Reenact(magdalene, wiley)
forall x (Citr... | 0 | False | RelNeg-OWA-D2-271 |
The orton invert the morgan. The tamarah retain the netty. The morgan invert the netty. The netty retain the morgan. If something retain the orton then it is not rotational. If something retain the morgan and it is wild then the morgan invert the netty. If the morgan invert the tamarah then the tamarah retain the netty... | <extra_id_1>
Invert(orton, morgan)
Retain(tamarah, netty)
Invert(morgan, netty)
Retain(netty, morgan)
forall x (Retain(x, orton) -> not Rotational(x))
forall x (Retain(x, morgan) and Wild(x) -> Invert(morgan, netty))
Invert(morgan, tamarah) -> Retain(tamarah, netty)
forall x (Invert(x, morgan) -> Brickly(x))
forall x (... | 1 | True | RelNeg-OWA-D2-271 |
The minni carnalize the pegeen. The mark symmetrize the alberto. The pegeen carnalize the alberto. The alberto symmetrize the pegeen. If something symmetrize the minni then it is not ladened. If something symmetrize the pegeen and it is unoccupied then the pegeen carnalize the alberto. If the pegeen carnalize the mark ... | <extra_id_1>
Carnalize(minni, pegeen)
Symmetrize(mark, alberto)
Carnalize(pegeen, alberto)
Symmetrize(alberto, pegeen)
forall x (Symmetrize(x, minni) -> not Ladened(x))
forall x (Symmetrize(x, pegeen) and Unoccupied(x) -> Carnalize(pegeen, alberto))
Carnalize(pegeen, mark) -> Symmetrize(mark, alberto)
forall x (Carnali... | 1 | False | RelNeg-OWA-D2-271 |
The amabel chasse the alisha. The kariotta sully the baillie. The alisha chasse the baillie. The baillie sully the alisha. If something sully the amabel then it is not mesodermal. If something sully the alisha and it is limiting then the alisha chasse the baillie. If the alisha chasse the kariotta then the kariotta sul... | <extra_id_1>
Chasse(amabel, alisha)
Sully(kariotta, baillie)
Chasse(alisha, baillie)
Sully(baillie, alisha)
forall x (Sully(x, amabel) -> not Mesodermal(x))
forall x (Sully(x, alisha) and Limiting(x) -> Chasse(alisha, baillie))
Chasse(alisha, kariotta) -> Sully(kariotta, baillie)
forall x (Chasse(x, alisha) -> Andalusi... | 2 | True | RelNeg-OWA-D2-271 |
The hazel embargo the emmalyn. The cameron balkanize the thaddus. The emmalyn embargo the thaddus. The thaddus balkanize the emmalyn. If something balkanize the hazel then it is not degage. If something balkanize the emmalyn and it is unfriendly then the emmalyn embargo the thaddus. If the emmalyn embargo the cameron t... | <extra_id_1>
Embargo(hazel, emmalyn)
Balkanize(cameron, thaddus)
Embargo(emmalyn, thaddus)
Balkanize(thaddus, emmalyn)
forall x (Balkanize(x, hazel) -> not Degage(x))
forall x (Balkanize(x, emmalyn) and Unfriendly(x) -> Embargo(emmalyn, thaddus))
Embargo(emmalyn, cameron) -> Balkanize(cameron, thaddus)
forall x (Embarg... | 2 | False | RelNeg-OWA-D2-271 |
The vivie pedal the adelaide. The ingeberg pare the carley. The adelaide pedal the carley. The carley pare the adelaide. If something pare the vivie then it is not circinate. If something pare the adelaide and it is lowest then the adelaide pedal the carley. If the adelaide pedal the ingeberg then the ingeberg pare the... | <extra_id_1>
Pedal(vivie, adelaide)
Pare(ingeberg, carley)
Pedal(adelaide, carley)
Pare(carley, adelaide)
forall x (Pare(x, vivie) -> not Circinate(x))
forall x (Pare(x, adelaide) and Lowest(x) -> Pedal(adelaide, carley))
Pedal(adelaide, ingeberg) -> Pare(ingeberg, carley)
forall x (Pedal(x, adelaide) -> Clammy(x))
for... | 2 | Unknown | RelNeg-OWA-D2-271 |
The mustafa minstrel the britni. The randy tube the othilie. The britni minstrel the othilie. The othilie tube the britni. If something tube the mustafa then it is not shrivelled. If something tube the britni and it is urbanized then the britni minstrel the othilie. If the britni minstrel the randy then the randy tube ... | <extra_id_1>
Minstrel(mustafa, britni)
Tube(randy, othilie)
Minstrel(britni, othilie)
Tube(othilie, britni)
forall x (Tube(x, mustafa) -> not Shrivelled(x))
forall x (Tube(x, britni) and Urbanized(x) -> Minstrel(britni, othilie))
Minstrel(britni, randy) -> Tube(randy, othilie)
forall x (Minstrel(x, britni) -> Compatibl... | 1 | Unknown | RelNeg-OWA-D2-271 |
The joly alloy the chaim. The reine share the calla. The chaim alloy the calla. The calla share the chaim. If something share the joly then it is not endergonic. If something share the chaim and it is moblike then the chaim alloy the calla. If the chaim alloy the reine then the reine share the calla. If something alloy... | <extra_id_1>
Alloy(joly, chaim)
Share(reine, calla)
Alloy(chaim, calla)
Share(calla, chaim)
forall x (Share(x, joly) -> not Endergonic(x))
forall x (Share(x, chaim) and Moblike(x) -> Alloy(chaim, calla))
Alloy(chaim, reine) -> Share(reine, calla)
forall x (Alloy(x, chaim) -> Catechetic(x))
forall x (Catechetic(x) -> Un... | 1 | Unknown | RelNeg-OWA-D2-271 |
The griffin interpret the dania. The valera gamble the robinette. The dania interpret the robinette. The robinette gamble the dania. If something gamble the griffin then it is not pulmonic. If something gamble the dania and it is ovoid then the dania interpret the robinette. If the dania interpret the valera then the v... | <extra_id_1>
Interpret(griffin, dania)
Gamble(valera, robinette)
Interpret(dania, robinette)
Gamble(robinette, dania)
forall x (Gamble(x, griffin) -> not Pulmonic(x))
forall x (Gamble(x, dania) and Ovoid(x) -> Interpret(dania, robinette))
Interpret(dania, valera) -> Gamble(valera, robinette)
forall x (Interpret(x, dani... | 0 | Unknown | RelNeg-OWA-D2-271 |
The amata ammoniate the clifton. The kaspar grave the delores. The clifton ammoniate the delores. The delores grave the clifton. If something grave the amata then it is not uncial. If something grave the clifton and it is flaxen then the clifton ammoniate the delores. If the clifton ammoniate the kaspar then the kaspar... | <extra_id_1>
Ammoniate(amata, clifton)
Grave(kaspar, delores)
Ammoniate(clifton, delores)
Grave(delores, clifton)
forall x (Grave(x, amata) -> not Uncial(x))
forall x (Grave(x, clifton) and Flaxen(x) -> Ammoniate(clifton, delores))
Ammoniate(clifton, kaspar) -> Grave(kaspar, delores)
forall x (Ammoniate(x, clifton) -> ... | 0 | Unknown | RelNeg-OWA-D2-271 |
The gipsy allowance the cyril. The guenevere controvert the tye. The cyril allowance the tye. The tye controvert the cyril. If something controvert the gipsy then it is not amino. If something controvert the cyril and it is trancelike then the cyril allowance the tye. If the cyril allowance the guenevere then the guene... | <extra_id_1>
Allowance(gipsy, cyril)
Controvert(guenevere, tye)
Allowance(cyril, tye)
Controvert(tye, cyril)
forall x (Controvert(x, gipsy) -> not Amino(x))
forall x (Controvert(x, cyril) and Trancelike(x) -> Allowance(cyril, tye))
Allowance(cyril, guenevere) -> Controvert(guenevere, tye)
forall x (Allowance(x, cyril) ... | 0 | Unknown | RelNeg-OWA-D2-271 |
Archon is highflying. Archon is doctrinal. Archon is south. Archon is phenotypic. Neysa is highflying. Neysa is doctrinal. Neysa is gaussian. Neysa is developing. Neysa is phenotypic. Tedda is phenotypic. If Tedda is doctrinal then Tedda is south. If something is phenotypic then it is doctrinal. <extra_id_0> Neysa is h... | <extra_id_1>
Highflying(archon)
Doctrinal(archon)
South(archon)
Phenotypic(archon)
Highflying(neysa)
Doctrinal(neysa)
Gaussian(neysa)
Developing(neysa)
Phenotypic(neysa)
Phenotypic(tedda)
Doctrinal(tedda) -> South(tedda)
forall x (Phenotypic(x) -> Doctrinal(x))
<extra_id_2>
Highflying(neysa)
<extra_id_3>
therefore High... | 0 | True | AttNoneg-OWA-D2-1328 |
Mariette is thornless. Mariette is commensal. Mariette is indecent. Mariette is wound. Shoshana is thornless. Shoshana is commensal. Shoshana is defendable. Shoshana is external. Shoshana is wound. Zackariah is wound. If Zackariah is commensal then Zackariah is indecent. If something is wound then it is commensal. <ext... | <extra_id_1>
Thornless(mariette)
Commensal(mariette)
Indecent(mariette)
Wound(mariette)
Thornless(shoshana)
Commensal(shoshana)
Defendable(shoshana)
External(shoshana)
Wound(shoshana)
Wound(zackariah)
Commensal(zackariah) -> Indecent(zackariah)
forall x (Wound(x) -> Commensal(x))
<extra_id_2>
not Commensal(shoshana)
<e... | 0 | False | AttNoneg-OWA-D2-1328 |
Trudey is anomic. Trudey is thready. Trudey is tragical. Trudey is aromatic. Teresina is anomic. Teresina is thready. Teresina is phallic. Teresina is witching. Teresina is aromatic. Rozanne is aromatic. If Rozanne is thready then Rozanne is tragical. If something is aromatic then it is thready. <extra_id_0> Rozanne is... | <extra_id_1>
Anomic(trudey)
Thready(trudey)
Tragical(trudey)
Aromatic(trudey)
Anomic(teresina)
Thready(teresina)
Phallic(teresina)
Witching(teresina)
Aromatic(teresina)
Aromatic(rozanne)
Thready(rozanne) -> Tragical(rozanne)
forall x (Aromatic(x) -> Thready(x))
<extra_id_2>
Thready(rozanne)
<extra_id_3>
Aromatic(rozann... | 1 | True | AttNoneg-OWA-D2-1328 |
Aggie is whacked. Aggie is squandered. Aggie is denary. Aggie is unhelpful. Fanya is whacked. Fanya is squandered. Fanya is puerile. Fanya is earless. Fanya is unhelpful. Dorine is unhelpful. If Dorine is squandered then Dorine is denary. If something is unhelpful then it is squandered. <extra_id_0> Dorine is not squan... | <extra_id_1>
Whacked(aggie)
Squandered(aggie)
Denary(aggie)
Unhelpful(aggie)
Whacked(fanya)
Squandered(fanya)
Puerile(fanya)
Earless(fanya)
Unhelpful(fanya)
Unhelpful(dorine)
Squandered(dorine) -> Denary(dorine)
forall x (Unhelpful(x) -> Squandered(x))
<extra_id_2>
not Squandered(dorine)
<extra_id_3>
Unhelpful(dorine) ... | 1 | False | AttNoneg-OWA-D2-1328 |
Pembroke is dripless. Pembroke is wicked. Pembroke is lucrative. Pembroke is lousy. Shoshanna is dripless. Shoshanna is wicked. Shoshanna is orderly. Shoshanna is monied. Shoshanna is lousy. Pavel is lousy. If Pavel is wicked then Pavel is lucrative. If something is lousy then it is wicked. <extra_id_0> Pavel is lucrat... | <extra_id_1>
Dripless(pembroke)
Wicked(pembroke)
Lucrative(pembroke)
Lousy(pembroke)
Dripless(shoshanna)
Wicked(shoshanna)
Orderly(shoshanna)
Monied(shoshanna)
Lousy(shoshanna)
Lousy(pavel)
Wicked(pavel) -> Lucrative(pavel)
forall x (Lousy(x) -> Wicked(x))
<extra_id_2>
Lucrative(pavel)
<extra_id_3>
Lousy(pavel) and for... | 2 | True | AttNoneg-OWA-D2-1328 |
Jake is burdened. Jake is chopped. Jake is steadying. Jake is calcic. Harman is burdened. Harman is chopped. Harman is deathless. Harman is penumbral. Harman is calcic. Rayna is calcic. If Rayna is chopped then Rayna is steadying. If something is calcic then it is chopped. <extra_id_0> Rayna is not steadying. | <extra_id_1>
Burdened(jake)
Chopped(jake)
Steadying(jake)
Calcic(jake)
Burdened(harman)
Chopped(harman)
Deathless(harman)
Penumbral(harman)
Calcic(harman)
Calcic(rayna)
Chopped(rayna) -> Steadying(rayna)
forall x (Calcic(x) -> Chopped(x))
<extra_id_2>
not Steadying(rayna)
<extra_id_3>
Calcic(rayna) and forall x (Calcic... | 2 | False | AttNoneg-OWA-D2-1328 |
Subsets and Splits
No community queries yet
The top public SQL queries from the community will appear here once available.