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Joe Rogan is a radio personality.
|
RadioPersonality(joeRogan)
|
Jason Kramer hosted a show on a public radio station.
|
∃x(HostShowOn(jasonKramer, x) ∧ PublicRadioStation(x))
|
Joe Rogan is American.
|
American(joeRogan)
|
Jason Kramer is a music supervisor.
|
MusicSupervisor(jasonKramer)
|
Jason Kramer is a radio personality.
|
RadioPersonality(jasonKramer)
|
Hermès bags are not made in Italy.
|
∀x ((Bag(x) ∧ Hermès(x)) → ¬MadeIn(x, italy))
|
All Birkin bags are Hermès bags.
|
∀x ((Bag(x) ∧ Birkin(x)) → Hermès(x))
|
All Ferraris are made in Italy.
|
∀x (Ferrari(x) → MadeIn(x, italy))
|
All cars that carry a Ferrari V12 engine are Ferraris.
|
∀x ((Car(x) ∧ Carry(x, ferrariV12Engine)) → Ferrrari(x))
|
All cars that are made in Maranello carry a Ferrari V12 engine.
|
∀x ((Car(x) ∧ MadeIn(x, maranello)) → Carry(x, ferrariV12Engine))
|
A Lamborghini SUV is not both a Ferrari and made in Maranello.
|
¬(Ferrari(lamborghiniSUV) ∧ MadeIn(lamborghiniSUV, maranello))
|
A Kelly bag is a Hermès bag, or it is a car that carries a Ferrari V12 engine.
|
(Bag(kelly) ∧ Hermès(kelly)) ∨ (Bag(kelly) ∧ Car(kelly) ∧ Carry(kelly, ferrariV12Engine))
|
A Lamborghini SUV is made in Italy.
|
MadeIn(lamborghiniSUV, italy)
|
A Lamborghini SUV is not made in Italy.
|
¬MadeIn(lamborghiniSUV, italy)
|
A Kelly bag is a Birkin bag made in Maranello.
|
Bag(kelly) ∧ MadeIn(kelly, maranello) ∧ Birkin(kelly)
|
A Kelly bag is not both made in Maranello and a Birkin bag.
|
Bag(kelly) ∧ ¬(MadeIn(kelly, maranello) ∧ Birkin(kelly))
|
If someone lives in a place named Galicia, then they live in either Spain or Poland.
|
∀x (∃y (LiveIn(x, y) ∧ Place(y) ∧ Named(y, galicia)) → LiveIn(x, spain) ⊕ LiveIn(x, poland))
|
Spain is in Europe.
|
∀x (LiveIn(x, spain) → LiveIn(x, europe))
|
Poland is in Europe.
|
∀x (LiveIn(x, poland) → LiveIn(x, europe))
|
Rochelle lives in Europe.
|
LiveIn(rochelle, europe)
|
Dominique does not live in Europe.
|
¬LiveIn(dominique, europe)
|
Alfonso lives in a place named Galicia.
|
∃y (LiveIn(alfonso, y) ∧ Place(y) ∧ Named(y, galicia))
|
Rochelle lives in a place namedGalicia.
|
∃y (LiveIn(rochelle, y) ∧ Place(y) ∧ Named(y, galicia))
|
Dominique does not live in Spain.
|
∀x (Live(dominique, x) → ¬In(x, spain))
|
Alfonso lives in Europe.
|
∀x (Live(alfonso, x) → In(x, europe))
|
Ralph Hammerthaler was born in Wasserburg am Inn.
|
BornIn(ralphHammerthaler, wasserburgamInn)
|
Wasserburg am Inn is in Germany.
|
LocatedIn(wasserbAmInn, germany)
|
Germany is in Europe.
|
LocatedIn(germany, europe)
|
Ralph Hammerthaler is a German writer.
|
Writer(ralphHammerthaler) ∧ German(ralphHammerthaler)
|
Ralph Hammerthaler was born in 1965.
|
BornIn1965(ralphHammerthaler)
|
Ralph Hammerthaler is a writer born in Asia.
|
Writer(ralphHammerthaler) ∧ BornIn(ralphHammerthaler, asia)
|
Ralph Hammerthaler lives in Germany.
|
LivesIn(ralphHammerthaler, germany)
|
All books written by Neil Gaiman have sold more than one thousand copies.
|
∀x ((Book(x) ∧ WrittenBy(x, neilGaiman)) → ∃y (MoreThan(y, num1000) ∧ SoldCopies(x, y)))
|
Some books that have won Hugo Awards are written by Neil Gaiman.
|
∃x ∃y (Book(x) ∧ Win(x, hugoAward) ∧ WrittenBy(x, neilGaiman) ∧ (¬(x=y)) ∧ Book(y) ∧ Win(y, hugoAward) ∧ WrittenBy(y, neilGaiman))
|
Tomas has read all books written by Tolkien.
|
∀x ((Book(x) ∧ WrittenBy(x, tolkien)) → ReadBy(x, tomas))
|
Either Tomas has read Hamlet, or it has sold more than one thousand copies.
|
ReadBy(hamlet, tomas) ⊕ (∃y (MoreThan(y, num1000) ∧ SoldCopies(hamlet, y)))
|
Hamlet has either sold more than one thousand copies or it is written by Neil Gaiman.
|
∃y (MoreThan(y, num1000) ∧ SoldCopies(hamlet, y)) ⊕ WrittenBy(hamlet, neilGaiman)
|
Hamlet has won a Hugo Award.
|
Win(hamlet, hugoAward)
|
Hamlet has won a Hugo Award and is written by Tolkien.
|
Win(hamlet, hugoAward) ∧ WrittenBy(hamlet, tolkien)
|
If Hamlet has either won a Hugo Award and is written by Tolkien, or neither has won a Hugo Award nor is written by Tolkien, then Hamlet has neither won a Hugo Award nor is written by Neil Gaiman.
|
¬(Win(hamlet, hugoAward) ⊕ WrittenBy(hamlet, tolkien)) → (¬Win(hamlet, hugoAward) ∧ (¬WrittenBy(hamlet, neilGaiman)))
|
Grass is not food
|
∀x (Grass(x) → ¬Food(x))
|
All meadows are grass.
|
∀x (Meadow(x) → Grass(x))
|
All edible things are food.
|
∀x (Edible(x) → Food(x))
|
All fruits are edible.
|
∀x (Fruit(x) → Edible(x))
|
All lemons are fruit.
|
∀x (Lemon(x) → Fruit(x))
|
Grapes are not both edible and lemons.
|
¬(Edible(grape) ∧ Lemon(grape))
|
Bananas are grasses or fruits.
|
Grass(banana) ∨ Fruit(banana)
|
Grapes are food.
|
Food(grape)
|
Grapes are not a food.
|
¬Food(grape)
|
Bananas are both lemons and meadows.
|
Lemon(banana) ∧ Meadow(banana)
|
Bananas are not both a lemon and a meadow.
|
¬(Lemon(banana) ∧ Meadow(banana))
|
The Golden State Warriors are a team from San Francisco.
|
Team(goldenStateWarriors) ∧ From(goldenStateWarriors, sanFrancisco)
|
The Golden State Warriors won the NBA finals.
|
Won(goldenStateWarriors, nbaFinals)
|
All teams attending the NBA finals have won many games.
|
∀x ((Team(x) ∧ Attending(x, nbaFinals)) → WonManyGames(x))
|
Boston Celtics are a team that lost the NBA finals.
|
Team(bostonCeltics) ∧ Lost(bostonCeltics, nbaFinals)
|
If a team wins the NBA finals, then they will have more income.
|
∀x ((Team(x) ∧ Won(x, nbaFinals)) → MoreIncome(x))
|
If a team wins or loses at the NBA finals, then they are attending the finals.
|
∀x ((Won(x, nbaFinals) ∨ Lost(x, nbaFinals)) → Attending(x, nbaFinals))
|
The Boston Celtics are from San Francisco.
|
From(bostonCeltics, sanFrancisco)
|
The Boston Celtics have more than 30 years of experience.
|
HasMoreThanThirtyYearsOfHistory(bostonCeltics)
|
The Golden State Warriors will have more income from gate receipts.
|
MoreIncome(goldenStateWarriors)
|
Maya would only play the violin if her fingers could never be injured.
|
Play(maya, violin) → ¬CanInjure(maya, fingers)
|
Volleyball players can injure their ankles, fingers, or shoulder.
|
∀x (VolleyballPlayer(x) → (CanInjure(ankles) ∧ CanInjure(fingers) ∧ CanInjure(shoulder)))
|
Maya is a volleyball player.
|
VolleyballPlayer(maya)
|
Maya will not play the violin.
|
¬Play(maya, violin)
|
All devices with the company logo belong to the company.
|
∀x ((Devices(x) ∧ With(x, companyLogo)) → BelongTo(x, company))
|
Each device either has the company logo or belongs to employees.
|
∀x ((Devices(x) → (With(x, companyLogo) ⊕ BelongTo(x, employee)))
|
All of the devices belonging to employees can be connected to the company's wifi.
|
∀x ((Devices(x) ∧ BelongTo(x, employee)) → CanBeConnectedTo(x, wifi))
|
All of the devices connected to Google Home are controlled by managers.
|
∀x ((Devices(x) ∧ ConnectTo(x, googleHome)) → ControlledBy(x, manager))
|
All of the devices that connect to the company's wifi are easy to operate.
|
∀x ((Devices(x) ∧ CanBeConnectedTo(x, wifi)) → EasyToOperate(x))
|
All of the devices that are easy to operate were produced after a new CTO is appointed.
|
∀x ((Devices(x) ∧ EasyToOperate(x)) → ProducedAfterNewCTOAppointed(x, company))
|
ModelXX was not produced after a new CTO was appointed.
|
Devices(modelXX) ∧ (¬ProducedAfterNewCTOAppointed(modelXX, company))
|
ModelXX is either produced after a new CTO was appointed or it is controlled by managers.
|
ProducedAfterNewCTOAppointed(modelXX, theCompany) ⊕ ControlledBy(x, manager)
|
ModelXX is not with the company logo, and managers do not control it.
|
¬With(modelXX, companyLogo) ∧ (¬ControlledBy(x, manager))
|
ModelXX is either with the company logo or controlled by managers.
|
With(modelXX, companyLogo) ⊕ ControlledBy(x, manager)
|
All CD players are delicate mechanisms.
|
∀x (CDPlayer(x) → DelicateMechanism(x))
|
No delicate mechanisms are suitable toys for children.
|
∀x (DelicateMechanism(x) → ¬(Toy(x) ∧ SuitableFor(x, children)))
|
Some CD players are suitable toys for children.
|
∃x ∃y (CDPlayer(x) ∧ CDPlayer(y) ∧ Toy(x) ∧ Toy(y) ∧ SuitableFor(x, children) ∧ SuitableFor(y, children) ∧ ¬(x=y))
|
All mammals are living beings.
|
∀x (Mammal(x) → LivingBeing(x))
|
All elephants are mammals.
|
∀x (Elephant(x) → Mammal(x))
|
All baby elephants are elephants.
|
∀x (BabyElephant(x) → Elephant(x))
|
Some baby elephants are sleepy.
|
∃x (BabyElephant(x) ∧ Sleepy(x))
|
If Jumbo is a living being, then Jumbo is not both an elephant and a mammal.
|
LivingBeing(jumbo) → ¬(Elephant(jumbo) ∧ Mammal(jumbo))
|
If Jumbo is sleepy, then Jumbo is either a baby elephant or a mammal.
|
Sleepy(jumbo) → BabyElephant(jumbo) ⊕ Mammal(jumbo)
|
Jumbo is sleepy.
|
Sleepy(jumbo)
|
Jumbo is not sleepy.
|
¬Sleepy(jumbo)
|
Jumbo is a living being.
|
LivingBeing(jumbo)
|
Jumbo is neither sleepy nor a baby elephant.
|
¬Sleepy(jumbo) ∧ ¬BabyElephant(jumbo))
|
Jumbo is not sleepy or an elephant.
|
¬(Sleepy(jumbo) ⊕ Elephant(jumbo))
|
No planet in the solar system relies on nuclear fusion to generate light.
|
∀x (Planet(x) ∧ In(x, solarSystem) → ¬RelyOnToGenerate(x, nuclearFusion, light))
|
All stars in the solar system rely on nuclear fusion to generate light.
|
∀x (Star(x) ∧ In(x, solarSystem) → RelyOnToGenerate(x, nuclearFusion, light))
|
All celestial bodies in the solar systems that have greater than 0.08 solar masses are stars.
|
∀x (CelestialBody(x) ∧ In(x, solarSystem) ∧ GreaterThan(x, solarMass, 0point08) → Star(x))
|
If a celestial body in the solar system has cleared its orbit of other debris and has a nearly spherical shape due to its own gravity, then it is a planet.
|
∀x (CelestialBody(x) ∧ In(x, solarSystem) ∧ (∃y (OrbitOf(y, x) ∧ Clear(x, y) ∧ DebrisFree(y))) ∧ NearlySphericalShape(x, gravity) → Planet(x))
|
If Europa is a celestial body in the solar system that has cleared its orbit of other debris and has a nearly spherical shape due to its own gravity or relies on nuclear fusion to generate light, then Europa is a celestial body in the solar system.
|
(CelestialBody(europa) ∧ In(europa, solarSystem) ∧ (∃y (OrbitOf(y, x) ∧ Clear(x, y) ∧ DebrisFree(y))) ∧ NearlySphericalShape(europa, gravity)) ∨ RelyOnToGenerate(europa, nuclearFusion, light) → CelestialBody(europa) ∧ In(europa, solarSystem)
|
Europa is a celestial body in the solar system has cleared its orbit of other debris and has a nearly spherical shape due to its own gravity.
|
CelestialBody(europa) ∧ In(europa, solarSystem) ∧ (∃y (OrbitOf(y, x) ∧ Clear(x, y) ∧ DebrisFree(y))) ∧ NearlySphericalShape(europa, gravity)
|
Europa is a celestial body in one of the solar systems that have greater than 0.08 solar masses.
|
CelestialBody(europa) ∧ In(europa, solarSystem) ∧ GreaterThan(europa, solarMass, 0.08)
|
Europa is not a celestial body in one of the solar systems that have greater than 0.08 solar masses.
|
¬(CelestialBody(europa) ∧ In(europa, solarSystem) ∧ GreaterThan(europa, solarMass, 0.08))
|
If Max listens to music, he either listens to classical music or rap.
|
∀x (MaxListenTo(x) → (ClassicalMusic(x) ⊕ Rap(x)))
|
All the classical songs that Max listens to are from the 12th century.
|
∀x (MaxListenTo(x) ∧ ClassicalMusic(x) → Song(x) ∧ From(x, 12thCentury))
|
If Max is listening to a rap song, then the song is by Kanye West.
|
∀x (MaxListenTo(x) ∧ Rap(x) → Song(x) ∧ By(x, kanyeWest))
|
All songs by Kanye West are full of lyrics.
|
∀x (Song(x) ∧ By(x, kanyeWest) → Song(x) ∧ FullOfLyrics(x))
|
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