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The chopsticks used in Tom's house are eco-friendly or designed to be used only once.
|
EcoFriendly(chopsticks) ∨ DesignedToBeOnlyUsedOnce(chopsticks)
|
If chopsticks used in Tom's house are made from plastic or designed to be used only once, then they are made from plastic and are eco-friendly.
|
MadeFrom(chopsticks, plastic) ∨ DesignedBeOnlyUsedOnce(chopsticks) → MadeFrom(chopsticks, plastic) ∧ EcoFriendly(chopsticks)
|
Anything lazy is unproductive.
|
∀x (Lazy(x) → Unproductive(x))
|
No one unproductive is energetic.
|
∀x (Unproductive(x) → ¬Energetic(x))
|
If something is a sloth, then it is lazy.
|
∀x (Sloth(x) → Lazy(x))
|
Some animals are sloths.
|
∃x (Animal(x) ∧ Sloth(x))
|
Sid is neither an energetic person nor a sloth.
|
¬Energetic(sid) ∧ ¬Sloth(sid))
|
Sid is an animal.
|
Animal(sid)
|
Sid is an energetic person and an animal.
|
Energetic(sid) ∧ Animal(sid)
|
If Sid is either an animal or unproductive, then Sid is not an energetic person.
|
Animal(sid) ⊕ Unproductive(sid)) → ¬Energetic(sid)
|
European soccer clubs can attend UCL, UEL, and UECL.
|
∀x (EuropeanSoccerClub(x) → Attend(x, ucl) ∨ Attend(x, uel) ∨ Attend(x, uecl))
|
A soccer club eligible to attend UCL has a higher ranking than a soccer club eligible to attend UEL.
|
∀x ∀y (EuropeanSoccerClub(x) ∧ EuropeanSoccerClub(y) ∧ Attend(x, ucl) ∧ Attend(y, uel) → HigherRank(x, y))
|
A soccer club eligible to attend UEL has a higher ranking than a soccer club eligible to attend UECL.
|
∀x ∀y (EuropeanSoccerClub(x) ∧ EuropeanSoccerClub(y) ∧ Attend(x, uel) ∧ Attend(y, uecl) → HigherRank(x, y))
|
Manchester United and Machester City are both European soccer clubs.
|
EuropeanSoccerClub(manchesterUnited) ∧ EuropeanSoccerClub(manchesterCity)
|
Manchester United is eligible to attend UEL next season.
|
Attend(manchesterunited, uel)
|
Manchester City is eligible to attend UCL next season.
|
Attend(manchestercity, ucl)
|
Manchester City has a higher ranking than Manchester United.
|
HigherRank(manchesterCity, manchesterUnited)
|
If a person coaches a football club, the person is a football coach.
|
∀x ∀y ((Coach(x, y) ∧ FootballClub(y)) → FootballCoach(x))
|
If a person has a position in a club in a year, and the club is in NFL in the same year, the person plays in NFL.
|
∀w ∀x ∀y ∀z ((PlayPositionFor(x, w, y, z) ∧ InNFL(y, z)) → PlayInNFL(x))
|
Minnesota Vikings is a football club.
|
FootballClub(minnesotaVikings)
|
Dennis Green coached Minnesota Vikings.
|
Coach(dennisGreen, minnesotaVikings)
|
Cris Carter had 13 touchdown receptions.
|
ReceiveTD(crisCarter, num13)
|
Minnesota Vikings were in the National Football League in 1997.
|
InNFL(minnesotaVikings, yr1997)
|
John Randle was Minnesota Vikings defensive tackle in 1997.
|
PlayPositionFor(johnRandle, defensiveTackle, minnesotaVikings, yr1997)
|
Dennis Green is a football coach.
|
FootballCoach(dennisGreen)
|
John Randle didn't play in the National Football League.
|
¬PlayInNFL(johnRandle)
|
Cris Carter played for Minnesota Vikings.
|
PlayPositionFor(crisCarter, wr, minnesotaVikings, year1997)
|
All classrooms in William L. Harkness Hall that are used for lectures are booked during the day.
|
∀x (ClassroomIn(x, williamLHarknessHall) ∧ UsedFor(x, lecture) → BookedDuring(x, day))
|
None of the classrooms in William L. Harkness Hall are private study spots.
|
∀x (ClassroomIn(x, williamLHarknessHall) ∧ ¬PrivateStudySpot(x))
|
All classrooms in William L. Harkness Hall are used for lectures or used for office hours.
|
∀x (ClassroomIn(x, williamLHarknessHall) ∧ (UsedFor(x, lecture) ∨ UsedFor(x, officeHours)))
|
If a classroom in William L. Harkness Hall is booked in the evening, then it is not freely usable at night.
|
∀x (ClassroomIn(x, williamLHarknessHall) ∧ BookedIn(x, evening) → ¬FreelyUsableAtNight(x))
|
If a classroom in William L. Harkness Hall is used for office hours, then it is booked in the evening.
|
∀x (ClassroomIn(x, williamLHarknessHall) ∧ UsedFor(x, officeHours) → BookedIn(x, evening))
|
Room 116 is a classroom in William L. Harkness Hall that is either both used for lecture and used for office hours or not used for either.
|
ClassroomIn(116, williamLHarknessHall) ∧ ¬(UsedFor(116, lecture) ⊕ UsedFor(116, officeHours))
|
Room 116 is a private study spot.
|
PrivateStudySpot(room116)
|
If Room 116 is either both booked during the day and freely usable at night, or neither, then it is either used for office hours or for private study spots.
|
¬(BookedDuring(room116, day) ⊕ FreelyUsableAtNight(room116) → (UsedFor(room116, officeHour) ⊕ PrivateStudySpot(room116))
|
If Room 116 is not both a private study spot and freely useable at night, then it is either used for lectures or booked during the day.
|
¬(PrivateStudySpot(room116) ∧ FreelyUsableAtNight(room116)) → (UsedFor(room116, lecture) ∨ BookedIn(room116, evening))
|
Shafaq-Asiman is a large complex of offshore geological structures in the Caspian Sea.
|
LargeComplex(shafaq-asiman) ∧ LargeComplex(shafaq-asiman) ∧ Offshore(shafaq-asiman) ∧ GeologicalStructures(shafaq-asiman) ∧ In(shafaq-asiman, caspiansea)
|
Baku is northwest of Shafaq-Asiman.
|
NorthwestOf(baku, shafaq-asiman)
|
If place A is northwest of place B, then place B is southeast of place A.
|
∀x ∀y (NorthwestOf(x, y) → SoutheastOf(y, x))
|
Baku is southeast of Shafaq-Asiman.
|
SoutheastOf(baku, shafaq-asiman)
|
A large complex is southeast of Baku.
|
∃x (LargeComplex(x) ∧ SoutheastOf(x, baku))
|
Baku is not northwest of offshore geological structures.
|
∀x (GeologicalStructures(x) ∧ Offshore(x) → ¬NorthwestOf(baku, x))
|
Herodicus was a Greek physician, dietician, sophist, and gymnast.
|
Greek(herodicus) ∧ Physician(herodicus) ∧ Dietician(herodicus) ∧ Sophist(herodicus) ∧ Gymnast(herodicus)
|
Herodicus was born in the city of Selymbria.
|
Born(herodicus, selymbia) ∧ City(selymbia)
|
Selymbria is a colony of the city-state Megara.
|
Colony(selymbia, megara) ∧ CityState(megara)
|
One of the tutors of Hippocrates was Herodicus.
|
Tutor(herodicus, hippocrates)
|
Massages were recommended by Herodicus.
|
Recommend(herodicus, massages)
|
Some of the theories of Herodicus are considered to be the foundation of sports medicine.
|
∃x ∃y (Theory(x) ∧ From(x, herodicus) ∧ FoundationOf(x, sportsMedicine) ∧ (¬(x=y)) ∧ Theory(y) ∧ From(y, herodicus) ∧ FoundationOf(y, sportsMedicine))
|
Herodicus tutored Hippocrates.
|
Tutor(herodicus, hippocrates)
|
Herodicus was tutored by Hippocrates.
|
Tutor(hippocrates, herodicus)
|
Herodicus was born in a city-state.
|
∃x (Born(herodicus, x) ∧ CityState(x))
|
Herodicus did not recommend massages.
|
¬Recommend(herodicus, massages)
|
Herodicus was born in a colony of a city-state.
|
∃x ∃y (Born(herodicus, x) ∧ Colony(x, y) ∧ CityState(y))
|
None of the kids in our family love the opera.
|
∀x ((Kid(x) ∧ In(x, ourFamily)) → ¬Love(x, opera))
|
All of the adults in our family love the opera.
|
∀x ((Adult(x) ∧ In(x, ourFamily)) → Love(x, opera))
|
If someone in our family is a scientist, then they are an adult.
|
∀x ((Scientist(x) ∧ In(x, ourFamily)) → Adult(x))
|
Some students in our family are kids.
|
∃x (Student(x) ∧ In(x, ourFamily) ∧ Kid(x))
|
Billy is a kid in our family.
|
Kid(billy) ∧ In(billy, ourFamily)
|
Billy is a student.
|
Student(billy)
|
Billy is a student and a scientist.
|
Student(billy) ∧ Scientist(billy)
|
If Billy is a student or a scientist, then Billy is a student and a kid.
|
(Student(billy) ∨ Scientist(billy)) → (Student(billy) ∧ Kid(billy))
|
Brian Winter is a Scottish football referee.
|
Scottish(brianWinter) ∧ FootballReferee(brianWinter)
|
After being injured, Brian Winter retired in 2012.
|
Retired(brianWinter) ∧ RetiredIn(brianWinter, yr2012)
|
Brian Winter was appointed as a referee observer after his retirement.
|
RefereeObserver(brianWinter)
|
Some football referees become referee observers.
|
∃x (FootballReferee(x) ∧ RefereeObserver(x))
|
The son of Brian Winter, Andy Winter, is a football player who plays for Hamilton Academical.
|
SonOf(andyWinter, brianWinter) ∧ FootballPlayer(andyWinter) ∧ PlaysFor(andyWinter, hamiltonAcademical)
|
There is a son of a referee observer that plays football.
|
∃x ∃y(SonOf(x, y) ∧ RefereeObserver(y) ∧ FootballPlayer(x))
|
Brian Winter was not a referee observer.
|
¬RefereeObserver(brianwinter)
|
Brian Winter is retired.
|
Retired(brianwinter)
|
Andy Winter is a referee.
|
Referee(andywinter)
|
Everyone at 'Board Game night' is interested in puzzles, or they are bad at chess, or both.
|
∀x (At(x, boardGameNight) → (InterestedIn(x, puzzle) ∨ BadAt(x, chess)))
|
If a person at 'Board Game night' is bad at chess, then they don't play a lot of chess.
|
∀x ((At(x, boardGameNight) ∧ BadAt(x, chess)) → ¬PlaysOften(x, chess))
|
There is a person at 'Board Game night' who is either a planner or a creative person.
|
∃x (At(x, boardGameNight) ∧ (Planner(x) ∨ Creative(x)))
|
Erica is at 'Board Game night,' and she is someone who plays a lot of chess.
|
At(erica, boardGameNight) ∧ PlaysOften(erica, chess)
|
If Erica is neither bad at chess nor creative, then Erica is either someone who plans and is creative, or she is neither of these things.
|
(At(erica, boardGameNight) ∧ (¬(BadAt(erica, chess) ∨ Creative(erica)))) → ¬(Planner(erica) ⊕ Creative(erica))
|
Erica plans.
|
Planner(erica)
|
Erica is interested in puzzles and is creative.
|
InterestedIn(erica, puzzle) ∧ Creative(erica)
|
Erica is either interested in puzzles or is creative.
|
InterestedIn(erica, puzzle) ⊕ Creative(erica)
|
If Erica plans ahead or plays a lot of chess matches, then Erica is not interested in puzzles and creative.
|
Planner(erica) ∨ PlaysOften(erica, chess))) → (¬(InterestedIn(erica, puzzle) ∧ Creative(erica))
|
If Erica is creative, then Erica is not interested in puzzles and creative.
|
Creative(erica)) → (¬(InterestedIn(erica, puzzle) ∧ Creative(erica))
|
If Erica is interested in puzzles and is creative, then Erica is not creative.
|
InterestedIn(erica, puzzle) ∧ Creative(erica)) → ¬Creative(erica)
|
If Erica either plays a lot of chess matches or is creative, then Erica is neither interested in puzzles nor a person who plays a lot of chess matches.
|
PlaysOften(erica, chess) ⊕ InterestedIn(erica, puzzle) → ¬(InterestedIn(erica, puzzle) ∨ PlaysOften(erica, chess))
|
If Erica is interested in puzzles and plays a lot of chess matches, then Erica is either a person who plays a lot of chess matches or a person that is creative.
|
PlaysOften(erica, chess) ⊕ InterestedIn(erica, puzzle)) → ¬(InterestedIn(erica, puzzle) ∨ PlaysOften(erica, chess)
|
If Erica plans ahead or is interested in puzzles, then Erica is creative.
|
Planner(erica) ∨ InterestedIn(erica, puzzle) → Creative(erica)
|
If Erica is either bad at chess or interested in puzzles, then Erica is not a person who plays a lot of chess matches and creative.
|
BadAt(erica, chess) ⊕ InterestedIn(erica, puzzle) → ¬(PlaysOften(erica, chess) ∧ Creative(erica))
|
Soccer players have a right foot and a left foot.
|
∀x (SoccerPlayer(x) → Have(x, leftFoot) ∧ Have(x, rightFoot))
|
Top soccer players are soccer players who can use both the left foot and right foot very efficiently.
|
∀x (SoccerPlayer(x) ∧ UseEfficiently(x, leftFoot) ∧ UseEfficiently(x, rightFoot) → TopSoccerPlayer(x))
|
If a soccer player can score many goals using the left foot, they can use that foot very efficiently.
|
∀x (SoccerPlayer(x) ∧ ScoreUsing(x, manyGoals, leftFoot) → UseEfficiently(x, leftFoot))
|
If a soccer player can score many goals using the right foot, they can use that foot very efficiently.
|
∀x (SoccerPlayer(x) ∧ ScoreUsing(x, manyGoals, rightFoot) → UseEfficiently(x, rightFoot))
|
Cristiano Ronaldo is a soccer player.
|
SoccerPlayer(ronaldo)
|
Cristiano Ronaldo can use his right foot very efficiently.
|
UseEfficiently(ronaldo, rightFoot)
|
Cristiano Ronaldo has scored many goals using his left foot.
|
ScoreUsing(ronaldo, manyGoals, leftFoot)
|
Cristiano Ronaldo is a top soccer player.
|
TopSoccerPlayer(ronaldo)
|
Cristiano Ronaldo is not a top soccer player.
|
¬TopSoccerPlayer(ronaldo)
|
The National Lobster Hatchery is a hatchery located in Padstow, England.
|
Hatchery(nationalLobsterHatchery) ∧ LocatedIn(nationalLobsterHatchery, padstowEngland)
|
The National Lobster Hatchery is open to visitors.
|
OpenToVisitor(nationalLobsterHatchery)
|
A hatchery is either for profit or for conservation.
|
∀x (Hatchery(x) → ForConservation(x) ⊕ ForProfit(x))
|
If a hatchery is for conservation, it might release animals into the wild.
|
∃x (Hatchery(x) ∧ ForConservation(x) ∧ ReleaseAnimalToWild(x))
|
The National Lobster Hatchery is not for profit.
|
¬ForProfit(nationalLobsterHatchery)
|
The National Lobster Hatchery is for conservation.
|
ForConservation(nationalLobsterhatchery)
|
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