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All hatcheries are open to visitors.
|
∀x (Hatchery(x) → OpenToVisitors(x))
|
The National Lobster Hatchery releases animals into the wild.
|
ReleaseAnimalToWild(nationalLobsterhatchery)
|
Rhos Aelwyd F.C. is a Welsh football club.
|
∀x (Rhosaelwydfc(x) → FootballClub(x) ∧ Welsh(x))
|
Rhos Aelwyd F.C. is the only football club located in Ponciau.
|
∀x (FootballClub(x) ∧ LocatedIn(x, ponciau) ↔ Rhosaelwydfc(x))
|
The Premier Division was won in June 2005 by a team from Ponciau.
|
∃x (LocatedIn(x, ponciau) ∧ WonPremierDivisionDuring(x, year2005MonthJune))
|
The winner of the Premier Division in October 2009 was promoted to the Cymru Alliance.
|
∀x (WonPremierDivisionDuring(x, year2009MonthOctober) → PromotedTo(x, cymruAlliance))
|
The Premier Division in October 2009 was won by the same team that won in June 2005.
|
∀x (WonPremierDivisionDuring(x, year2009MonthOctober) ↔ WonPremierDivisionDuring(x, y2005MonthJune))
|
Rhos Aelwyd F.C. won Premier Division in June 2005.
|
∃x (Rhosaelwydfc(x) ∧ WonPremierDivisionDuring(x, year2005MonthJune))
|
Rhos Aelwyd F.C. was promoted to the Cymru Alliance.
|
∃x (Rhosaelwydfc(x) ∧ PromotedTo(x, cymruAlliance))
|
A Unix operating system used in the lab computers is a piece of software.
|
∀x (UsedIn(x, labComputer) ∧ UnixOperatingSystem(x) → Software(x))
|
All versions of MacOS used in the lab computer are based on Unix operating systems.
|
∀x (UsedIn(x, labComputer) ∧ MacOS(x) → UnixOperatingSystem(x))
|
A lab computer uses either MacOS or Linux.
|
∀x (UsedIn(x, labComputer) → MacOS(x) ⊕ Linux(x))
|
All Linux computers in the lab are convenient.
|
∀x (UsedIn(x, labComputer) ∧ Linux(x) → Convenient(x))
|
All software used in the lab computers is written with code.
|
∀x (UsedIn(x, labComputer) ∧ Software(x) → WrittenWithCode(x))
|
If something is convenient in the lab computer, then it is popular.
|
∀x (UsedIn(x, labComputer) ∧ Convenient(x) → Popular(x))
|
Burger is used in the lab computer, and it is written with code and a new version of MacOS.
|
UsedIn(burger, labComputer) ∧ WrittenWithCode(burger) ∧ MacOS(burger))
|
PyTorch is used in the lab computer, and PyTorch is neither a Linux system nor a piece of software.
|
UsedIn(pytorch, labComputer) ∧ ¬(Linux(pytorch) ⊕ Software(pytorch))
|
Burger is popular.
|
Popular(burger)
|
Burger is not popular.
|
¬Popular(burger)
|
PyTorch is popular and written with code.
|
Popular(pytorch) ∧ WrittenWithCode(pytorch)
|
PyTorch is not popular and it is not written with code.
|
¬(Popular(pytorch) ∧ WrittenWithCode(pytorch))
|
Roads are made of either concrete or asphalt.
|
∀x (Road(x) → (MadeOf(x, concrete) ⊕ MadeOf(x, asphalt))
|
Roads made of concrete last longer than roads made with asphalt.
|
∀x ∀y (Road(x) ∧ MadeOf(x, concrete) ∧ Road(y) ∧ MadeOf(y, asphalt) → LastLonger(x, y))
|
Roads made of asphalt are smoother than roads made of concrete.
|
∀x ∀y (Road(x) ∧ MadeOf(x, asphalt) ∧ Road(y) ∧ MadeOf(y, concrete) → Smoother(x, y))
|
Everyone prefers the smoother of two roads.
|
∀x ∀y ∀z (Road(x) ∧ Road(y) ∧ Smoother(x, y) → Prefer(z, x))
|
The first road is made of concrete, and the second road is made of asphalt.
|
Road(firstRoad) ∧ MadeOf(secondRoad, concrete) ∧ Road(firstRoad) ∧ MadeOf(secondRoad, asphalt)
|
The first road will last longer than the second road.
|
LastLonger(firstRoad, secondRoad)
|
The second road is not smoother than the first one.
|
¬Smoother(firstRoad, secondRoad)
|
John prefers the second road.
|
Prefer(john, secondRoad)
|
Camp Davern is a traditional summer camp for boys and girls.
|
TraditionalSummerCamp(campDavern) ∧ ForBoysAndGirls(campDavern)
|
Camp Davern was established in the year 1946.
|
EstablishedIn(campDavern, year1946)
|
Camp Davern was operated by the YMCA until the year 2015.
|
OperatedUntil(yMCA, campDavern, year2015)
|
Camp Davern is an old summer camp.
|
Old(campDavern)
|
One of Ontario's oldest summer camps is a traditional summer camp for boys and girls.
|
∃x (Old(x) ∧ TraditionalSummerCamp(x) ∧ ForBoysAndGirls(x))
|
A traditional summer camp for boys and girls was operated by the YMCA until the year 2015.
|
∃x (TraditionalSummerCamp(x) ∧ ForBoysAndGirls(x) ∧ OperatedUntil(YMCA, x, year2015))
|
Camp Davern was established in 1989.
|
EstablishedIn(campdavern, year1989)
|
If Emily's friends publish journals, then they do not work in the entertainment industry.
|
∀x (EmilysFriend(x) ∧ Publish(x, journal) → ¬WorkIn(x, entertainmentIndustry))
|
All of Emily's friends who are award-winning novelists publish journals.
|
∀x (EmilysFriend(x) ∧ AwardWinningNovelist(x) → Publish(x, journal))
|
Emily's friends work in the entertainment industry or are highly acclaimed in their profession.
|
∀x (EmilysFriend(x) → WorkIn(x, entertainmentIndustry) ∨ HighlyAcclaimedIn(x, theirProfession))
|
If Emily's friends are highly acclaimed in their profession, then they often hold tenured and high-ranking positions at their workplace.
|
∀x (EmilysFriend(x) ∧ HighlyAcclaimedIn(x, theirProfession) → ∃y (HoldAt(x, y, workPlace) ∧ Tenured(y) ∧ HighRanking(y) ∧ Position(y)))
|
If Emily's friends are highly acclaimed in their profession, then they often receive glowing feedback and recommendations from their colleagues.
|
∀x (EmilysFriend(x) ∧ HighlyAcclaimedIn(x, theirProfession) → ReceiveFrom(x, glowingFeedback, colleague) ∧ ReceiveFrom(x, glowingRecommendation, colleague))
|
Taylor is Emily's friend.
|
EmilysFriends(taylor)
|
It is not true that Taylor both holds highly acclaimed in her profession and often holds tenured and high-ranking positions at her workplace.
|
¬(HighlyAcclaimedIn(taylor, theirProfession) ∧ (∃y (HoldAt(taylor, y, workPlace) ∧ Tenured(y) ∧ HighRanking(y) ∧ Position(y)))
|
Taylor is Emily's friend and she often holds tenured and high-ranking positions at her workplace.
|
EmilysFriends(taylor) ∧ (∃y (HoldAt(taylor, y, workPlace) ∧ Tenured(y) ∧ HighRanking(y) ∧ Position(y)))
|
Taylor is Emily's friend and she often receives glowing feedback and recommendations from their colleagues and is an award-winning novelist.
|
EmilysFriends(taylor) ∧ (Receive(taylor, glowingFeedback, colleague) ∧ Receive(taylor, glowingRecommendation, colleague) ∧ AwardWinningNovelist(taylor))
|
Taylor is Emily's friend and she does not both publish journals and is an award-winning novelist.
|
EmilysFriends(taylor) ∧ ¬(Publish(taylor, journal) ∧ AwardWinningNovelist(taylor))
|
Thick as Thieves is a young adult fantasy novel written by Megan Whalen Turner.
|
YoungAdultFantasy(thickAsTheives) ∧ Novel(thickAsTheives) ∧ WrittenBy(thickAsTheives, meganWhalenTurner)
|
Thick as Thieves was published by Greenwillow Books.
|
PublishedBy(thickAsTheives, greenWillowBooks)
|
If a book was published by a company, then the author of that book worked with the company that published the book.
|
∀x ∀y ∀z ((WrittenBy(x, y) ∧ PublishedBy(x, z)) → WorkedWith(y, z))
|
The fictional Mede Empire is where Thick as Thieves is set.
|
Fictional(medeEmpire) ∧ SetIn(thickAsTheives, medeEmpire)
|
The Mede Empire plots to swallow up some nearby countries.
|
∃x ∃y ((Country(x) ∧ Near(x, medeEmpire) ∧ PlotsToSwallowUp(medeEmpire, x)) ∧ (¬(x=y) ∧ Near(y, medeEmpire) ∧ PlotsToSwallowUp(medeEmpire, y)))
|
Attolia and Sounis are countries near the Mede Empire.
|
Country(attolia) ∧ Near(attolia, medeEmpire) ∧ Country(sounis) ∧ Near(sounis, medeEmpire)
|
Thick as Thieves was sold both as a hardcover and an e-book.
|
SoldAs(thickAsTheives, hardCover) ∧ SoldAs(thickAsTheives, softCover)
|
Megan Whalen Turner worked with Greenwillow Books.
|
WorkedWith(WhalenTurner, greenWillowbooks)
|
The Mede Empire plans to swallow up Attolia.
|
PlotsToSwallowUp(medeEmpire, attolia)
|
Thick as Thieves is not set in the Mede Empire.
|
¬SetIn(thickAsTheives, medeEmpire)
|
Megan Whalen Turner did not work with Greenwillow Books.
|
¬WorkedWith(megan, greenWillowbooks)
|
WeTab is a MeeGo-based tablet computer.
|
MeeGoBased(weTab) ∧ TabletComputer(weTab)
|
WeTab was announced by Neofonie.
|
∀x (AnnouncedBy(weTab, neofonie))
|
Neofonie is a German producer.
|
German(neofonie) ∧ Producer(neofonie)
|
Germans live in Germany or abroad.
|
∀x (German(x) → LiveIn(x, german) ⊕ LiveAbroad(x))
|
There is a tablet computer announced by a German producer.
|
∃x ∃y (TabletComputer(x) ∧ German(y) ∧ Producer(y) ∧ AnnouncedBy(x, y))
|
Neofonie doesn't speak English or German.
|
¬Speak(neofonie, english) ∧ ¬Speak(neofonie, german)
|
Some employees in James's town who work in business analysis are good at math.
|
∃x ∃y (EmployeeIn(x, jamesSTown) ∧ WorkIn(x, businessAnalysis) ∧ GoodAt(x, math) ∧ (¬(x=y)) ∧ EmployeeIn(y, jamesSTown) ∧ WorkIn(y, businessAnalysis) ∧ GoodAt(y, math))
|
All of the employees in James's town who work in business analysis are working for this company.
|
∀x ((EmployeeIn(x, jamesSTown) ∧ WorkIn(x, businessAnalysis)) → WorkFor(x, thisCompany))
|
None of the employees in James's town who work for this company are from China.
|
∀x ((EmployeeIn(x, jamesSTown) ∧ WorkFor(x, thisCompany)) → ¬From(x, china))
|
All of the employees in James's town working in software engineering are from China.
|
∀x (EmployeeIn(x, jamesSTown) ∧ WorkIn(x, softwareEngineering) → From(x, china))
|
Leif is an employee in James's town, and he is working in software engineering.
|
EmployeeIn(leif, jamesSTown) ∧ WorkIn(leif, softwareEngineering)
|
Leif is good at math.
|
EmployeesInJamesSTown(leif) ∧ GoodAt(leif, math)
|
Leif is not both good at math and working in business analysis.
|
¬(GoodAt(leif, math) ∧ WorkIn(leif, businessAnalysis))
|
If Leif is not both good at math and in business analysis, then he is neither working in this company nor working in software engineering.
|
¬(GoodAt(leif, math) ∧ WorkIn(leif, businessAnalysis)) → (¬WorkFor(x, thisCompany) ∧ ¬WorkIn(x, softwareEngineering))
|
The party provides five kinds of fruits: strawberry, orange, blueberry, grape, and cherry.
|
Provide(party, strawberry) ∧ Provide(party, orange) ∧ Provide(party, blueberry) ∧ Provide(party, grape) ∧ Provide(party, cherry)
|
If the fruit had the lowest remaining weight at the end of the party, then it means it was the most popular fruit.
|
∀x (LowestWeightRemainingAt(x, endOfParty) → MostPopular(x))
|
At the end of the party, strawberries had the lowest remaining weight.
|
LowestWeightRemainingAt(strawberries, endOfParty)
|
At the end of the party, the number of leftover blueberries was lower than that of cherries.
|
LowerWeightAt(blueberry, cherry, endOfParty)
|
Benjamin only ate oranges and grapes at the party.
|
Eat(benjamin, orange) ∧ Eat(benjamin, grape) ∧ ¬Eat(benjamin, blueberry) ∧ ¬Eat(benjamin, cherry) ∧ ¬Eat(benjamin, strawberry)
|
Blueberries were the most popular fruit at the party.
|
MostPopular(blueberry)
|
Cherries were the most popular fruit at the party.
|
MostPopular(cherry)
|
Benjamin ate blueberries at the party.
|
Eat(blueberry, benjamin)
|
All students who attend in person have registered for the conference.
|
∀x (AttendInPerson(x) → Registered(x))
|
Students either attend the conference in person or remotely.
|
∀x (Attend(x) → (AttendInPerson(x) ⊕ AttendRemotely(x)))
|
No students from China attend the conference remotely.
|
∀x ((Attend(x) ∧ FromChina(x)) → ¬AttendRemotely(x))
|
James attends the conference, but he does not attend the conference remotely.
|
Attend(james) ∧ (¬AttendRemotely(james))
|
Jack attends the conference, and he is a student from China.
|
FromChina(jack) ∧ Attend(jack)
|
James attends the conference but not in person.
|
Attend(james) ∧ (¬AttendInPerson(james))
|
Jack attends the conference in person.
|
Attend(jack) ∧ AttendInPerson(jack)
|
Jack has registered for the conference.
|
Registered(jack)
|
David Ha'ivri is a political strategist.
|
PoliticalStrategist(davidHaivri)
|
If you are born in Israel to at least one Israeli parent, you receive Israeli citizenship at birth.
|
∀x ∃y (BornInIsrael(x) ∧ ParentOf(y, x) ∧ Israeli(y) → Israeli(x))
|
David Ha'ivri emigrated to the United States from Israel, where he was born to Israeli parents.
|
∃x (EmigratedTo(davidHaivri, america) ∧ BornInIsrael(davidHaivri) ∧ ParentOf(davidHaivri, x) ∧ Israeli(x))
|
Several Zionist leaders have been elected to the Shomron Regional Municipal council.
|
∃x (ZionistLeader(x) ∧ ElectedTo(x, shomronMunicipalCouncil))
|
David Ha'ivri is a Zionist leader.
|
ZionstLeader(davidHaivri)
|
David Ha'ivri is an Israeli citizen.
|
IsraeliCitizen(davidHaivri)
|
David Ha'ivri is a United States citizen.
|
American(davidHaivri)
|
David Ha'ivri has been elected to the Shomron Regional Municipal council.
|
ElectedTo(davidHaivri, shomronMunicipalCouncil)
|
Mary has the flu.
|
Has(mary, flu)
|
If someone has the flu, then they have influenza.
|
∀x (Has(x, flu) → Has(x, influenza))
|
Susan doesn't have influenza.
|
¬Has(susan, influenza)
|
Either Mary or Susan has influenza.
|
Has(mary, influenza) ⊕ Has(susan, influenza)
|
James Cocks was a British lawyer.
|
British(james) ∧ Lawyer(james)
|
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