data
stringlengths
12
378
fol
stringlengths
8
885
James doesn't catch the sunrise.
¬CatchTheSunrise(james)
James is a late night person.
LateNightPerson(james)
James is a late night person and an early-morning person.
LateNightPerson(james) ∧ EarlyMorningPerson(james)
If James is an early-morning person, then he is a late night person.
EarlyMorningPerson(james) → LateNightPerson(james)
There is no dog on the roof.
∀x (Dog(x) → ¬OnRoof(x)))
If there is a dog on the roof, something went wrong.
∀x ∃y ((Dog(x) ∧ OnRoof(x)) → GoWrong(y))
Something went wrong.
∃x (GoWrong(x))
Elephantopus is a genus of perennial plants in the daisy family.
∀x (Elephantopus(x) → (Genus(x, perennialplants) ∧ BelongTo(x, daisyfamily)))
Elephantopus is widespread over much of Africa, southern Asia, Australia, and the Americas.
∃x ∃y ∃z(Elephantopus(x) ∧ In(x,africa) ∧ (¬(x=y)) ∧ Elephantopus(y) ∧ In(y, southernasia) ∧ (¬(x=z)) ∧ (¬(y=z)) ∧ Elephantopus(z) ∧ In(z, australia))
Several species of Elephantopus are native to the southeastern United States.
∃x ∃y (Elephantopus(x) ∧ NativeTo(x, southeasternunitedstates) ∧ (¬(x=y)) ∧ Elephantopus(y) ∧ NativeTo(y, southeasternunitedstates))
Elephantopus scaber is a traditional medicine.
∀x (ElephantopusScaber(x) → TraditionalMedicine(x))
Elephantopus is found in Australia and Southern Asia.
∃x∃y(Elephantopus(x) ∧ In(x,africa) ∧ Elephantopus(y) ∧ In(y,africa))
No Elephantopus is native to the southeastern United States.
∀x (Elephantopus(x) → ¬NativeTo(x, southeasternunitedstates))
Elephantopus is a traditional medicine.
∀x (Elephantopus(x) → TraditionalMedicine(x))
All Yale dormitories are located on the Yale campus.
∀x (YaleDormitory(x) → LocatedOn(x, yaleCampus))
All Yale buildings managed by Yale Housing are dormitories.
∀x ((YaleBuildings(x) ∧ ManagedBy(x, yaleHousing)) → YaleDormitory(x))
All Yale buildings operated by Yale Housing staff are managed by Yale Housing.
∀x ((YaleBuildings(x) ∧ OperatedBy(x, yaleHousingStaff)) → ManagedBy(x, yaleHousing))
None of the Yale buildings open to students were built before 1701.
∀x ((YaleBuildings(x) ∧ OpenToStudents(x)) → (¬∃y(Before(y, yr1701) ∧ Established(x, y))))
All Yale buildings located on the Yale campus are open to students.
∀x ((YaleBuildings(x) ∧ LocatedOn(x, yaleCampus)) → OpenToStudents(x))
Harkness is either a Yale building operated by Yale Housing staff, or it is located on York Street.
YaleBuildings(harkness) ∧ (OperatedBy(x, harkness) ⊕ LocatedOn(harkness, yaleCampus))
Harkness is a Yale dormitory.
YaleDormitory(harkness)
Harkness is not a Yale dormitory.
¬YaleDormitory(harkness)
Harkness is established before 1701.
∃y(Before(y, year1701) ∧ Established(x, y))
Harkness is not established before 1701.
¬∃y(Before(y, year1701) ∧ Established(x, y))
There are no mansion houses in an urban area.
∀x (InUrbanArea(x) → ¬MansionHouse(x))
All skyscrapers are in urban areas.
∀x (Skyscraper(x) → InUrbanArea(x))
Every creepy haunted house is a mansion house.
∀x (CreepyHauntedHouse(x) → MansionHouse(x))
Every terrifying building on Halloween is a creepy haunted house.
∀x (TerrifyingBuilding(x) ∧ OnHalloween(x) → CreepyHauntedHouse(x))
The LaLaurie House is a creepy haunted house or a terrifying building on Halloween.
CreepyHauntedHouse(laLaurieHouse) ∨ TerrifyingBuilding(laLaurieHouse) ∧ OnHalloween(laLaurieHouse)
The LaLaurie House is a skyscraper.
Skyscraper(laLaurieHouse)
The LaLaurie House is not a skyscraper.
¬Skyscraper(laLaurieHouse)
The LaLaurie House is a terrifying building on Halloween.
TerrifyingBuilding(laLaurieHouse) ∧ OnHalloween(laLaurieHouse)
The LaLaurie House is either a skyscraper or a mansion house.
Skyscraper(laLaurieHouse) ⊕ MansionHouse(laLaurieHouse)
The LaLaurie House is either a skyscraper or in an urban area.
Skyscraper(laLaurieHouse) ⊕ UrbanArea(laLaurieHouse)
The LaLaurie House is either a skyscraper or a creepy haunted house.
Skyscraper(laLaurieHouse) ⊕ CreepyHauntedHouse(laLaurieHouse)
If the LaLaurie House is not a mansion or not in an urban area, then it is either a skyscraper or in an urban area.
¬(MansionHouse(laLaurieHouse) ∧ InUrbanArea(laLaurieHouse)) → (Skyscraper(laLaurieHouse) ⊕ InUrbanArea(laLaurieHouse))
If the LaLaurie House is either a skyscraper or a mansion house, then it is in an urban area.
Skyscraper(laLaurieHouse) ⊕ MansionHouse(laLaurieHouse) → InUrbanArea(laLaurieHouse)
If the LaLaurie House is either a skyscraper or a mansion house, then it is neither a creepy haunted house nor a terrifying building on Halloween.
Skyscraper(laLaurieHouse) ⊕ MansionHouse(laLaurieHouse) → ¬(CreepyHauntedHouse(laLaurieHouse) ∨ TerrifyingBuilding(laLaurieHouse) ∧ OnHalloween(laLaurieHouse))
If the LaLaurie House is either a skyscraper or a creepy haunted house, then it is not a mansion house.
Skyscraper(laLaurieHouse) ⊕ CreepyHauntedHouse(laLaurieHouse) → ¬MansionHouse(laLaurieHouse)
Phuoc Binh national park is a national park in Vietnam.
NationalPark(phuocBinh) ∧ Locatedin(phuocBinh, vietnam)
Any national park in Vietnam is classified as a nature reserve.
∀x ((NationalPark(x) ∧ Locatedin(x, vietnam)) → NatureReserve(x))
There is a national park in Vietnam classified as a UNESCO World Heritage Site.
∃x (NationalPark(x) ∧ Locatedin(x, vietnam) ∧ UNESCOWorldHeritageSite(x))
All national parks in Vietnam are either managed by the Ministry of Agriculture or managed by the People's Committee.
∀x ((NationalPark(x) ∧ Locatedin(x, vietnam)) → (Mangedby(x, ministryofAgriculture) ⊕ Managedby(x, peoplesCommittee)))
Phuoc Binh is not managed by the Ministry of Agriculture.
¬Mangedby(phuocBinh, ministryofAgriculture)
There is a nature reserve in Vietnam.
∃x (NatureReserve(x) ∧ LocatedIn(x, vietnam))
Phuoc Binh is a UNESCO Heritage Site.
UNESCOWorldHeritageSite(phuocBinh))
Phuoc Binh is managed by the People's Committee.
Mangedby(phuocBinh, peoplesCommittee)
Greyhound racing is a competitive sport where spectators bet on greyhounds.
∀x (GreyhoundRacing(x) → ∃y (CompetitiveSport(x) ∧ Greyhound(y) ∧ BetOn(spectators, y, x)))
Greyhound racing involves coursing.
∀x (GreyhoundRacing(x) → Coursing(x))
Some competitive sports where spectators bet on things are banned.
∃x ∃y (CompetitiveSport(x) ∧ BetOn(spectators, y, x) ∧ Banned(x))
Coursing involves spectators betting on a hare being pursued by greyhounds.
∀x ∃y ∃z (Coursing(x) → Hare(y) ∧ BetOn(spectators, y, x) ∧ GreyHound(z) ∧ PursuedBy(y, z))
Spectators betting on a hare is a small game.
∃x ∀y (Hare(x) ∧ BetOn(spectators, x, y) → SmallGame(y))
If a competitive sport involves spectators betting on small games, then it is banned.
∀x ∃y (CompetitiveSport(x) ∧ SmallGame(y) ∧ BetOn(spectators, y, x) → Banned(x))
No coursing is banned.
∀x (Coursing(x) ∧ ¬Banned(x))
Greyhound racing is a competitive sport.
∀x (GreyhoundRacing(x) → CompetitiveSport(x))
If a soccer player receives two yellow cards in one game, this player will be ejected from the rest of the game.
∀x (SoccerPlayer(x) ∧ Receive(x, twoYellowCard) → EjectFromRestOfGame(x))
If a soccer player receives one red card in one game, this player will be ejected from the rest of the game.
∀x (SoccerPlayer(x) ∧ Receive(x, oneRedCard)) → EjectFromRestOfGame(x))
Henry is a soccer player.
SoccerPlayer(henry)
In one game, Henry receives one yellow card and one red card.
Receive(henry, oneYellowCard) ∧ Receive(x, oneRedCard)
Henry will be ejected from the rest of the game.
EjectFromRestOfGame(henry)
Henry will not be ejected from the rest of the game.
¬EjectFromRestOfGame(henry)
Trees are plants.
∀x (Tree(x) → Plant(x))
Some living things are trees.
∃x ∃y (Living(x) ∧ Living(y) ∧ Tree(x) ∧ Tree(y) ∧ ¬(x=y))
Some living things are plants.
∃x ∃y (Living(x) ∧ Living(y) ∧ Plant(x) ∧ Plant(y) ∧ ¬(x=y))
Notable people with the given name include Dagfinn Aarskog, Dagfinn Bakke and Dagfinn Dahl.
GivenName(nameDagfinn) ∧ Named(dagfinnAarskog, nameDagfinn) ∧ NotablePerson(dagfinnAarskog) ∧ Named(dagfinnBakke, nameDagfinn) ∧ NotablePerson(dagfinnBakke) ∧ Named(dagfinnDahl, nameDagfinn) ∧ NotablePerson(dagfinnDahl)
Dagfinn Aarskog is a Norwegian physician.
Norwegian(dagfinnAarskog) ∧ Physician(dagfinnAarskog)
Dagfinn Dahl is a Norwegian barrister.
Norwegian(dagfinnDahl) ∧ Barrister(dagfinnDahl)
Dagfinn Aarskog is a notable person.
NotablePerson(dagfinnAarskog)
Dagfinn is Dagfinn Aarskog's given name.
Named(dagfinnAarskog, nameDagfinn)
Dagfinn Dahl is a Norwegian physician.
Norwegian(dagfinnDahl) ∧ Physician(dagfinnDahl)
If a movie is popular, some people enjoy watching it.
∀x (Movie(x) ∧ Popular(x) → ∃y ∃z (Person(y) ∧ EnjoyWatching(y, x) ∧ Person(z) ∧ EnjoyWatching(z, x) ∧ ¬(y=z)))
All things that some people enjoy attract attention.
∀x (∃y ∃z (Person(y) ∧ EnjoyWatching(y, x) ∧ Person(z) ∧ EnjoyWatching(z, x)) → Attract(x, attention))
If a movie is popular, then it attracts attention.
∀x (Movie(x) ∧ Popular(x) → Attract(x, attention))
It is not true that some giant language models do not have good performance.
¬(∃x (LanguageModel(x) ∧ Giant(x) ∧ ¬GoodPerformance(x)))
All language models with good performance are used by some researchers.
∀x ∃y ∃z (LanguageModel(x) ∧ GoodPerformance(x) → ¬(x=y) ∧ Researcher(y) ∧ UsedBy(x, y) ∧ Researcher(z) ∧ UsedBy(x, z))
If a language model is used by some researchers, it is popular.
∀x ∃y ∃z (LanguageModel(x) ∧ ¬(x=y) ∧ Researcher(y) ∧ UsedBy(x, y) ∧ Researcher(z) ∧ UsedBy(x, z) → Popular(x))
If BERT is a giant language model, then GPT-3 is also a giant language model.
(LanguageModel(bert) ∧ Giant(bert)) → (LanguageModel(gpt-3) ∧ Giant(gpt-3)).
BERT is a giant language model.
LanguageModel(bert) ∧ Giant(bert)
GPT-3 is popular.
Popular(gpt-3)
St Johnstone is a Scottish team.
Scottish(stJohnstone) ∧ Team(stJohnstone)
St Johnstone is part of the Scottish Premiership league.
PartOf(stJohnstone, scottishPremiership) ∧ League(scottishPremiership)
If a team is part of the league, it has joined the league.
∀x ∀y (Team(x) ∧ League(y) ∧ PartOf(x, y) → Joined(x, y))
St Johnstone and Minsk are different teams.
¬(misnk=stJohnstone)
For two teams, either one team wins, or the other team wins.
∀x ∀y (¬(x=y) → WonAgainst(x, y) ⊕ WonAgainst(y, x))
Minsk won against St Johnstone.
WonAgainst(minsk, stJohnstone)
At least one Scottish team has joined the Scottish Premiership.
∃x (Scottish(x) ∧ Joined(x, scottishPremiership))
St Johnstone won against Minsk.
WonGame(stJohnstone, minsk)
Minsk joined the Scottish Premiership.
Joined(minsk, scottishPremiership))
No Boeing-737 plane has more than 300 seats.
∀x (Plane(x) ∧ Boeing737(x) → (¬∃y(GreaterThan(y, num300) ∧ EquippedWithSeats(x,y)))
All of the planes acquired by Delta in this batch are Boeing-737.
∀x (Plane(x) ∧ AcquiredBy(x, delta) → Boeing737(x))
Planes either have more than 300 seats or have a capacity of 100 passengers.
∀x (Plane(x) → ((∃y(GreaterThan(y, num300) ∧ EquippedWithSeats(x,y))) ⊕ (∃y(Equals(y, num100) ∧ EquippedWithSeats(x,y))))
All planes with a capacity of 100 passengers are scheduled for a short-distance flight.
∀x (Plane(x) ∧ ∃y(Equals(y, num100) ∧ EquippedWithSeats(x,y)) → ScheduledFor(x, shortdistanceflight))
All planes with a capacity of 100 passengers are produced before 2010.
∀x (Plane(x) ∧ ∃y(Equals(y, num100) ∧ EquippedWithSeats(x,y)) → ∃z(Before(z, yr2010) ∧ Produced(x, z))
Jake32 is either a Boeing-737 plane or a plane acquired by Delta in this batch.
(Boeing737(jake32) ∧ Plane(jake32)) ⊕ (AcquiredByDeltaInThisBatch(jake32) ∧ Plane(jake32))
T10 is either both a Boeing-737 plane and acquired by Delta in this batch, or it is neither.
¬((Boeing737(t10) ∧ Plane(t10)) ⊕ (AcquiredByDeltaInThisBatch(t10) ∧ Plane(t10)))
Jake32 was produced before 2010 and is scheduled for a short-distance flight.
∃z(Before(z, year2010) ∧ Produced(jake32, z)) ∧ ScheduledFor(jake32, shortdistanceflight))
Jake32 is not produced before 2010 and is not scheduled for a short-distance flight.
¬(∃z(Before(z, year2010) ∧ Produced(jake32, z)) ∧ ScheduledFor(jake32, shortdistanceflight)))
Jake32 is produced before 2010 or scheduled for a short-distance flight.
∃z(Before(z, year2010) ∧ Produced(jake32, z)) ∨ ScheduledFor(jake32, shortdistanceflight))
Jake32 is neither produced before 2010 nor scheduled for a short-distance flight.
¬∃z(Before(z, year2010) ∧ Produced(jake32, z)) ∧ ¬ScheduledFor(jake32, shortdistanceflight))
The SAT test is wholly owned and developed by the College Board.
OwnedBy(sAT, collegeBoard) ∧ DevelopedBy(sAT, collegeBoard) ∧ ¬(∃y (¬(y=collegeBoard) ∧ (OwnedBy(sAT, y) ∨ DevelopedBy(sAT, y)))