benlipkin/arlsat huggingface dataset:
In each of two years exactly two of four lawmakers—Feld, Gibson, Hsu, and Ivins—and exactly two of three scientists—Vega, Young, and Zapora—will serve as members of a four-person panel. In each year, one of the members will be chairperson. The chairperson in the first year cannot serve on the panel in the second year. The chairperson in the second year must have served on the panel in the first year. Service on the panel must obey the following conditions: Gibson and Vega do not serve on the panel in the same year as each other. Hsu and Young do not serve on the panel in the same year as each other. Each year, either Ivins or Vega, but not both, serves on the panel.

Question: If Ivins is the chairperson in the first year, which one of the following could be the chairperson in the second year?
Options:
Feld
Gibson
Hsu
Vega
Young
Correct option (0-indexed): 0
In each of two years exactly two of four lawmakers—Feld, Gibson, Hsu, and Ivins—and exactly two of three scientists—Vega, Young, and Zapora—will serve as members of a four-person panel. In each year, one of the members will be chairperson. The chairperson in the first year cannot serve on the panel in the second year. The chairperson in the second year must have served on the panel in the first year. Service on the panel must obey the following conditions: Gibson and Vega do not serve on the panel in the same year as each other. Hsu and Young do not serve on the panel in the same year as each other. Each year, either Ivins or Vega, but not both, serves on the panel.

Question: Which one of the following must be true?
Options:
Feld is on the panel in the second year.
Hsu is on the panel in the first year.
Ivins is on the panel in both years.
Young is on the panel in both years.
Zapora is on the panel in the second year.
Correct option (0-indexed): 4
During a period of seven consecutive days—from day 1 through day 7—seven investors—Fennelly, Gupta, Hall, Jones, Knight, Lopez, and Moss—will each view a building site exactly once. Each day exactly one investor will view the site. The investors must view the site in accordance with the following conditions: Fennelly views the site on day 3 or else day 5. Lopez views the site on neither day 4 nor day 6. If Jones views the site on day 1, Hall views the site on day 2. If Knight views the site on day 4, Lopez views the site on day 5. Gupta views the site on the day after the day on which Hall views the site.

Question: Which one of the following could be the order in which the investors view the site, from day 1 through day 7?
Options:
Hall, Gupta, Fennelly, Moss, Knight, Lopez, Jones
Hall, Gupta, Lopez, Fennelly, Moss, Knight, Jones
Lopez, Gupta, Hall, Moss, Fennelly, Jones, Knight
Lopez, Jones, Fennelly, Knight, Hall, Gupta, Moss
Lopez, Jones, Knight, Moss, Fennelly, Hall, Gupta
Correct option (0-indexed): 4
During a period of seven consecutive days—from day 1 through day 7—seven investors—Fennelly, Gupta, Hall, Jones, Knight, Lopez, and Moss—will each view a building site exactly once. Each day exactly one investor will view the site. The investors must view the site in accordance with the following conditions: Fennelly views the site on day 3 or else day 5. Lopez views the site on neither day 4 nor day 6. If Jones views the site on day 1, Hall views the site on day 2. If Knight views the site on day 4, Lopez views the site on day 5. Gupta views the site on the day after the day on which Hall views the site.

Question: If Jones views the site on day 1, which one of the following investors must view the site on day 4?
Options:
Fennelly
Gupta
Knight
Lopez
Moss
Correct option (0-indexed): 4
During a period of seven consecutive days—from day 1 through day 7—seven investors—Fennelly, Gupta, Hall, Jones, Knight, Lopez, and Moss—will each view a building site exactly once. Each day exactly one investor will view the site. The investors must view the site in accordance with the following conditions: Fennelly views the site on day 3 or else day 5. Lopez views the site on neither day 4 nor day 6. If Jones views the site on day 1, Hall views the site on day 2. If Knight views the site on day 4, Lopez views the site on day 5. Gupta views the site on the day after the day on which Hall views the site.

Question: If Knight views the site on day 4 and Moss views the site on some day after the day on which Jones views the site, which one of the following must be true?
Options:
Jones views the site on day 1.
Jones views the site on day 2.
Jones views the site on day 6.
Moss views the site on day 2.
Moss views the site on day 6.
Correct option (0-indexed): 2
During a period of seven consecutive days—from day 1 through day 7—seven investors—Fennelly, Gupta, Hall, Jones, Knight, Lopez, and Moss—will each view a building site exactly once. Each day exactly one investor will view the site. The investors must view the site in accordance with the following conditions: Fennelly views the site on day 3 or else day 5. Lopez views the site on neither day 4 nor day 6. If Jones views the site on day 1, Hall views the site on day 2. If Knight views the site on day 4, Lopez views the site on day 5. Gupta views the site on the day after the day on which Hall views the site.

Question: If Hall views the site on day 2, which one of the following is a complete and accurate list of investors any one of whom could be the investor who views the site on day 4?
Options:
Knight
Moss
Jones, Moss
Knight, Moss
Jones, Knight, Moss
Correct option (0-indexed): 2
During a period of seven consecutive days—from day 1 through day 7—seven investors—Fennelly, Gupta, Hall, Jones, Knight, Lopez, and Moss—will each view a building site exactly once. Each day exactly one investor will view the site. The investors must view the site in accordance with the following conditions: Fennelly views the site on day 3 or else day 5. Lopez views the site on neither day 4 nor day 6. If Jones views the site on day 1, Hall views the site on day 2. If Knight views the site on day 4, Lopez views the site on day 5. Gupta views the site on the day after the day on which Hall views the site.

Question: If Hall views the site on the day after the day Knight views the site and if Fennelly views the site on the day after the day Lopez views the site, then Jones must view the site on day
Options:
1
2
3
4
5
Correct option (0-indexed): 3
During a period of seven consecutive days—from day 1 through day 7—seven investors—Fennelly, Gupta, Hall, Jones, Knight, Lopez, and Moss—will each view a building site exactly once. Each day exactly one investor will view the site. The investors must view the site in accordance with the following conditions: Fennelly views the site on day 3 or else day 5. Lopez views the site on neither day 4 nor day 6. If Jones views the site on day 1, Hall views the site on day 2. If Knight views the site on day 4, Lopez views the site on day 5. Gupta views the site on the day after the day on which Hall views the site.

Question: If the day on which Gupta views the site and the day on which Lopez views the site both come at some time before the day on which Fennelly views the site, which one of the following is an investor who could view the site on day 3?
Options:
Fennelly
Gupta
Jones
Knight
Moss
Correct option (0-indexed): 1
A zoo's reptile house has a straight row of exactly five consecutive habitats—numbered 1 through 5 from left to right—for housing exactly seven reptiles—four snakes and three lizards. Five of the reptiles are female and two are male. The reptiles must be housed as follows: No habitat houses more than two reptiles. No habitat houses both a snake and a lizard. No female snake is housed in a habitat that is immediately next to a habitat housing a male lizard.

Question: Which one of the following could be a complete and accurate matching of habitats to reptiles?
Options:
1: two female snakes; 2: one male snake; 3: one female lizard; 4: one male snake, one female lizard; 5: one female lizard
1: empty; 2: two female snakes; 3: two female lizards; 4: two male snakes; 5: one female lizard
1: one female snake, one male snake; 2: two female snakes; 3: one male lizard; 4: one female lizard; 5: one female lizard
1: two male snakes; 2: empty; 3: one female lizard; 4: one female lizard; 5: two female snakes, one female lizard
1: one female snake, one male snake; 2: one female snake, one male snake; 3: one male lizard; 4: one female lizard; 5: one female lizard
Correct option (0-indexed): 1
A zoo's reptile house has a straight row of exactly five consecutive habitats—numbered 1 through 5 from left to right—for housing exactly seven reptiles—four snakes and three lizards. Five of the reptiles are female and two are male. The reptiles must be housed as follows: No habitat houses more than two reptiles. No habitat houses both a snake and a lizard. No female snake is housed in a habitat that is immediately next to a habitat housing a male lizard.

Question: If habitat 2 contains at least one female snake and habitat 4 contains two male lizards, then which one of the following could be true?
Options:
Habitat 3 contains two reptiles.
Habitat 5 contains two reptiles.
Habitat 1 contains a female lizard.
Habitat 2 contains a female lizard.
Habitat 5 contains a female lizard.
Correct option (0-indexed): 4
A zoo's reptile house has a straight row of exactly five consecutive habitats—numbered 1 through 5 from left to right—for housing exactly seven reptiles—four snakes and three lizards. Five of the reptiles are female and two are male. The reptiles must be housed as follows: No habitat houses more than two reptiles. No habitat houses both a snake and a lizard. No female snake is housed in a habitat that is immediately next to a habitat housing a male lizard.

Question: Which one of the following must be true?
Options:
At least one female reptile is alone in a habitat.
At least one male reptile is alone in a habitat.
At least one lizard is alone in a habitat.
At least one lizard is male.
At least one snake is male.
Correct option (0-indexed): 2
A zoo's reptile house has a straight row of exactly five consecutive habitats—numbered 1 through 5 from left to right—for housing exactly seven reptiles—four snakes and three lizards. Five of the reptiles are female and two are male. The reptiles must be housed as follows: No habitat houses more than two reptiles. No habitat houses both a snake and a lizard. No female snake is housed in a habitat that is immediately next to a habitat housing a male lizard.

Question: Which one of the following CANNOT be the complete housing arrangement for habitats 1 and 2?
Options:
1: one female snake, one male snake; 2: one male snake
1: one male lizard; 2: one male snake
1: two female lizards; 2: one female snake
1: one male snake; 2: empty
1: empty; 2: one female lizard
Correct option (0-indexed): 3
A zoo's reptile house has a straight row of exactly five consecutive habitats—numbered 1 through 5 from left to right—for housing exactly seven reptiles—four snakes and three lizards. Five of the reptiles are female and two are male. The reptiles must be housed as follows: No habitat houses more than two reptiles. No habitat houses both a snake and a lizard. No female snake is housed in a habitat that is immediately next to a habitat housing a male lizard.

Question: If habitat 3 is empty, and no snake is housed in a habitat that is immediately next to a habitat containing a snake, then which one of the following could be false?
Options:
All snakes are housed in even-numbered habitats.
None of the lizards is male.
No snake is alone in a habitat.
No lizard is housed in a habitat that is immediately next to a habitat containing a lizard.
Exactly one habitat contains exactly one reptile.
Correct option (0-indexed): 0
A zoo's reptile house has a straight row of exactly five consecutive habitats—numbered 1 through 5 from left to right—for housing exactly seven reptiles—four snakes and three lizards. Five of the reptiles are female and two are male. The reptiles must be housed as follows: No habitat houses more than two reptiles. No habitat houses both a snake and a lizard. No female snake is housed in a habitat that is immediately next to a habitat housing a male lizard.

Question: If all snakes are female and each of the lizards has a habitat to itself, then which one of the following habitats CANNOT contain any snakes?
Options:
habitat 1
habitat 2
habitat 3
habitat 4
habitat 5
Correct option (0-indexed): 2
Exactly seven film buffs—Ginnie, Ian, Lianna, Marcos, Reveka, Viktor, and Yow—attend a showing of classic films. Three films are shown, one directed by Fellini, one by Hitchcock, and one by Kurosawa. Each of the film buffs sees exactly one of the three films. The films are shown only once, one film at a time. The following restrictions must apply: Exactly twice as many of the film buffs see the Hitchcock film as see the Fellini film. Ginnie and Reveka do not see the same film as each other. Ian and Marcos do not see the same film as each other. Viktor and Yow see the same film as each other. Lianna sees the Hitchcock film. Ginnie sees either the Fellini film or the Kurosawa film.

Question: Which one of the following could be an accurate matching of film buffs to films?
Options:
Ginnie: the Hitchcock film; Ian: the Kurosawa film; Marcos: the Hitchcock film
Ginnie: the Kurosawa film; Ian: the Fellini film; Viktor: the Fellini film
Ian: the Hitchcock film; Reveka: the Kurosawa film; Viktor: the Fellini film
Marcos: the Kurosawa film; Reveka: the Kurosawa film; Viktor: the Kurosawa film
Marcos: the Hitchcock film; Reveka: the Hitchcock film; Yow: the Hitchcock film
Correct option (0-indexed): 3
Exactly seven film buffs—Ginnie, Ian, Lianna, Marcos, Reveka, Viktor, and Yow—attend a showing of classic films. Three films are shown, one directed by Fellini, one by Hitchcock, and one by Kurosawa. Each of the film buffs sees exactly one of the three films. The films are shown only once, one film at a time. The following restrictions must apply: Exactly twice as many of the film buffs see the Hitchcock film as see the Fellini film. Ginnie and Reveka do not see the same film as each other. Ian and Marcos do not see the same film as each other. Viktor and Yow see the same film as each other. Lianna sees the Hitchcock film. Ginnie sees either the Fellini film or the Kurosawa film.

Question: Each of the following must be false EXCEPT:
Options:
Reveka is the only film buff to see the Fellini film.
Reveka is the only film buff to see the Hitchcock film.
Yow is the only film buff to see the Kurosawa film.
Exactly two film buffs see the Kurosawa film.
Exactly three film buffs see the Hitchcock film.
Correct option (0-indexed): 0
Exactly seven film buffs—Ginnie, Ian, Lianna, Marcos, Reveka, Viktor, and Yow—attend a showing of classic films. Three films are shown, one directed by Fellini, one by Hitchcock, and one by Kurosawa. Each of the film buffs sees exactly one of the three films. The films are shown only once, one film at a time. The following restrictions must apply: Exactly twice as many of the film buffs see the Hitchcock film as see the Fellini film. Ginnie and Reveka do not see the same film as each other. Ian and Marcos do not see the same film as each other. Viktor and Yow see the same film as each other. Lianna sees the Hitchcock film. Ginnie sees either the Fellini film or the Kurosawa film.

Question: Which one of the following could be a complete and accurate list of the film buffs who do NOT see the Hitchcock film?
Options:
Ginnie, Marcos
Ginnie Reveka
Ginnie, Ian, Reveka
Ginnie, Marcos, Yow
Ginnie, Viktor, Yow
Correct option (0-indexed): 2
Exactly seven film buffs—Ginnie, Ian, Lianna, Marcos, Reveka, Viktor, and Yow—attend a showing of classic films. Three films are shown, one directed by Fellini, one by Hitchcock, and one by Kurosawa. Each of the film buffs sees exactly one of the three films. The films are shown only once, one film at a time. The following restrictions must apply: Exactly twice as many of the film buffs see the Hitchcock film as see the Fellini film. Ginnie and Reveka do not see the same film as each other. Ian and Marcos do not see the same film as each other. Viktor and Yow see the same film as each other. Lianna sees the Hitchcock film. Ginnie sees either the Fellini film or the Kurosawa film.

Question: If exactly one film buff sees the Kurosawa film, then which one of the following must be true?
Options:
Viktor sees the Hitchcock film.
Ginnie sees the Fellini film.
Marcos sees the Fellini film.
Ian sees the Fellini film.
Reveka sees the Hitchcock film.
Correct option (0-indexed): 0
Exactly seven film buffs—Ginnie, Ian, Lianna, Marcos, Reveka, Viktor, and Yow—attend a showing of classic films. Three films are shown, one directed by Fellini, one by Hitchcock, and one by Kurosawa. Each of the film buffs sees exactly one of the three films. The films are shown only once, one film at a time. The following restrictions must apply: Exactly twice as many of the film buffs see the Hitchcock film as see the Fellini film. Ginnie and Reveka do not see the same film as each other. Ian and Marcos do not see the same film as each other. Viktor and Yow see the same film as each other. Lianna sees the Hitchcock film. Ginnie sees either the Fellini film or the Kurosawa film.

Question: Which one of the following must be true?
Options:
Ginnie sees a different film than Ian does.
Ian sees a different film than Lianna does.
Ian sees a different film than Viktor does.
Ian, Lianna, and Viktor do not all see the same film.
Ginnie, Lianna, and Marcos do not all see the same film.
Correct option (0-indexed): 4
Exactly seven film buffs—Ginnie, Ian, Lianna, Marcos, Reveka, Viktor, and Yow—attend a showing of classic films. Three films are shown, one directed by Fellini, one by Hitchcock, and one by Kurosawa. Each of the film buffs sees exactly one of the three films. The films are shown only once, one film at a time. The following restrictions must apply: Exactly twice as many of the film buffs see the Hitchcock film as see the Fellini film. Ginnie and Reveka do not see the same film as each other. Ian and Marcos do not see the same film as each other. Viktor and Yow see the same film as each other. Lianna sees the Hitchcock film. Ginnie sees either the Fellini film or the Kurosawa film.

Question: If Viktor sees the same film as Ginnie does, then which one of the following could be true?
Options:
Ginnie sees the Fellini film.
Ian sees the Hitchcock film.
Reveka sees the Kurosawa film.
Viktor sees the Hitchcock film.
Yow sees the Fellini film.
Correct option (0-indexed): 1
Exactly seven film buffs—Ginnie, Ian, Lianna, Marcos, Reveka, Viktor, and Yow—attend a showing of classic films. Three films are shown, one directed by Fellini, one by Hitchcock, and one by Kurosawa. Each of the film buffs sees exactly one of the three films. The films are shown only once, one film at a time. The following restrictions must apply: Exactly twice as many of the film buffs see the Hitchcock film as see the Fellini film. Ginnie and Reveka do not see the same film as each other. Ian and Marcos do not see the same film as each other. Viktor and Yow see the same film as each other. Lianna sees the Hitchcock film. Ginnie sees either the Fellini film or the Kurosawa film.

Question: Each of the following could be complete and accurate list of the film buffs who see the Fellini film EXCEPT:
Options:
Ginnie, Ian
Ginnie, Marcos
Ian, Reveka
Marcos, Reveka
Viktor, Yow
Correct option (0-indexed): 4
Six cars are to be arranged in a straight line, and will be numbered 1 through 6, in order, from the front of the line to the back of the line. Each car is exactly one color: two are green, two are orange, and two are purple. The arrangement of cars is restricted as follows: No car can be the same color as any car next to it in line. Either car 5 or car 6 must be purple. Car 1 cannot be orange. Car 4 cannot be green.

Question: The cars in which one of the following pairs CANNOT be the same color as each other?
Options:
cars 1 and 4
cars 1 and 5
cars 3 and 5
cars 3 and 6
cars 4 and 6
Correct option (0-indexed): 0
Six cars are to be arranged in a straight line, and will be numbered 1 through 6, in order, from the front of the line to the back of the line. Each car is exactly one color: two are green, two are orange, and two are purple. The arrangement of cars is restricted as follows: No car can be the same color as any car next to it in line. Either car 5 or car 6 must be purple. Car 1 cannot be orange. Car 4 cannot be green.

Question: If car 2 is the same color as car 4, then which one of the following statements must be true?
Options:
Car 1 is purple.
Car 2 is orange.
Car 3 is green.
Car 5 is purple.
Car 6 is green
Correct option (0-indexed): 1
Six cars are to be arranged in a straight line, and will be numbered 1 through 6, in order, from the front of the line to the back of the line. Each car is exactly one color: two are green, two are orange, and two are purple. The arrangement of cars is restricted as follows: No car can be the same color as any car next to it in line. Either car 5 or car 6 must be purple. Car 1 cannot be orange. Car 4 cannot be green.

Question: If car 4 is purple, which one of the following must be true?
Options:
Car 1 is orange.
Car 2 is green.
Car 3 is orange.
Car 5 is green.
Car 6 is purple.
Correct option (0-indexed): 4
Six cars are to be arranged in a straight line, and will be numbered 1 through 6, in order, from the front of the line to the back of the line. Each car is exactly one color: two are green, two are orange, and two are purple. The arrangement of cars is restricted as follows: No car can be the same color as any car next to it in line. Either car 5 or car 6 must be purple. Car 1 cannot be orange. Car 4 cannot be green.

Question: Which one of the following statements must be false?
Options:
Car 2 is green.
Car 4 is orange.
Car 5 is purple.
Car 6 is orange.
Car 6 is green.
Correct option (0-indexed): 0
Six cars are to be arranged in a straight line, and will be numbered 1 through 6, in order, from the front of the line to the back of the line. Each car is exactly one color: two are green, two are orange, and two are purple. The arrangement of cars is restricted as follows: No car can be the same color as any car next to it in line. Either car 5 or car 6 must be purple. Car 1 cannot be orange. Car 4 cannot be green.

Question: If one of the two orange cars is replaced by a third green car, and if the arrangement of cars in line must conform to the same restrictions as before, then which one of the following is a complete and accurate list of the cars each of which must be green?
Options:
car 1
car 3
car 5
car 1, car 3
car l, car 3, car 5
Correct option (0-indexed): 3
Exactly eight boats—Jewel, Kashmir, Neptune, Ojibwa, Pacific, Spain, Tornado, and Valhalla—arrived at a dock. No boat arrived at the same time as any other boat. The boats arrived in an order consistent with the following conditions: Tornado arrived before Spain but after Jewel. Neptune arrived before Tornado. Kashmir arrived after Jewel but before Spain. Spain arrived before Ojibwa.

Question: If Neptune arrived after Kashmir, which one of the following must be false?
Options:
Jewel was the second of the boats to arrive.
Kashmir was the fifth of the boats to arrive.
Neptune was the third of the boats to arrive.
Ojibwa was the sixth of the boats to arrive.
Spain was the seventh of the boats to arrive.
Correct option (0-indexed): 1
Exactly eight boats—Jewel, Kashmir, Neptune, Ojibwa, Pacific, Spain, Tornado, and Valhalla—arrived at a dock. No boat arrived at the same time as any other boat. The boats arrived in an order consistent with the following conditions: Tornado arrived before Spain but after Jewel. Neptune arrived before Tornado. Kashmir arrived after Jewel but before Spain. Spain arrived before Ojibwa.

Question: Which one of the following must be true?
Options:
At least two of the boats arrived before Neptune.
At least five of the boats arrived before Pacific.
At least four of the boats arrived before Spain.
At least three of the boats arrived before Tornado.
At least two of the boats arrived before Valhalla.
Correct option (0-indexed): 2
Exactly eight boats—Jewel, Kashmir, Neptune, Ojibwa, Pacific, Spain, Tornado, and Valhalla—arrived at a dock. No boat arrived at the same time as any other boat. The boats arrived in an order consistent with the following conditions: Tornado arrived before Spain but after Jewel. Neptune arrived before Tornado. Kashmir arrived after Jewel but before Spain. Spain arrived before Ojibwa.

Question: Of the eight boats, what is the maximum number that could have arrived before Jewel?
Options:
none
one
two
three
four
Correct option (0-indexed): 3
Exactly eight boats—Jewel, Kashmir, Neptune, Ojibwa, Pacific, Spain, Tornado, and Valhalla—arrived at a dock. No boat arrived at the same time as any other boat. The boats arrived in an order consistent with the following conditions: Tornado arrived before Spain but after Jewel. Neptune arrived before Tornado. Kashmir arrived after Jewel but before Spain. Spain arrived before Ojibwa.

Question: Of the eight boats, if Valhalla was the second to arrive, then which one of the following CANNOT be true?
Options:
Jewel was the third to arrive.
Jewel was the first to arrive.
Kashmir was the third to arrive.
Pacific was the third to arrive.
Tornado was the third to arrive.
Correct option (0-indexed): 4
Exactly eight boats—Jewel, Kashmir, Neptune, Ojibwa, Pacific, Spain, Tornado, and Valhalla—arrived at a dock. No boat arrived at the same time as any other boat. The boats arrived in an order consistent with the following conditions: Tornado arrived before Spain but after Jewel. Neptune arrived before Tornado. Kashmir arrived after Jewel but before Spain. Spain arrived before Ojibwa.

Question: If Valhalla arrived before Neptune but after Pacific, which one of the following could be true?
Options:
Tornado arrived before Valhalla.
Kashmir arrived before Pacific.
Ojibwa was not the last of the boats to arrive.
Spain arrived before Valhalla.
Spain was not the seventh of the boats to arrive.
Correct option (0-indexed): 1
Exactly eight boats—Jewel, Kashmir, Neptune, Ojibwa, Pacific, Spain, Tornado, and Valhalla—arrived at a dock. No boat arrived at the same time as any other boat. The boats arrived in an order consistent with the following conditions: Tornado arrived before Spain but after Jewel. Neptune arrived before Tornado. Kashmir arrived after Jewel but before Spain. Spain arrived before Ojibwa.

Question: Of the boats, what are, respectively, the minimum number and the maximum number that could have arrived before Kashmir?
Options:
one, five
two, five
three, five
one, six
two, six
Correct option (0-indexed): 0
A park contains at most five of seven kinds of trees—firs, laurels, maples, oaks, pines, spruces, and yews—consistent with the following conditions: If maples are in the park, yews are not. If firs are in the park, pines are not. If yews are not in the park, then either laurels or oaks, but not both, are in the park. If it is not the case that the park contains both laurels and oaks, then it contains firs and spruces.

Question: Which one of the following could be a complete and accurate list of the kinds of trees in the park?
Options:
firs, maples
firs, laurels, oaks
firs, laurels, pines, spruces
firs, laurels, spruces, yews
firs, maples, oaks, spruces, yews
Correct option (0-indexed): 3
A park contains at most five of seven kinds of trees—firs, laurels, maples, oaks, pines, spruces, and yews—consistent with the following conditions: If maples are in the park, yews are not. If firs are in the park, pines are not. If yews are not in the park, then either laurels or oaks, but not both, are in the park. If it is not the case that the park contains both laurels and oaks, then it contains firs and spruces.

Question: If neither maples nor spruces are in the park, then which one of the following could be true?
Options:
Exactly four kinds of trees are in the park.
Exactly five kinds of trees are in the park.
Laurels are not in the park.
Oaks are not in the park.
Yews are not in the park.
Correct option (0-indexed): 0
A park contains at most five of seven kinds of trees—firs, laurels, maples, oaks, pines, spruces, and yews—consistent with the following conditions: If maples are in the park, yews are not. If firs are in the park, pines are not. If yews are not in the park, then either laurels or oaks, but not both, are in the park. If it is not the case that the park contains both laurels and oaks, then it contains firs and spruces.

Question: Which one of the following could be true?
Options:
Neither firs nor laurels are in the park.
Neither laurels, oaks, nor yews are in the park.
Neither laurels nor spruces are in the park.
Neither maples nor yews are in the park.
Neither oaks nor spruces are in the park.
Correct option (0-indexed): 3
A park contains at most five of seven kinds of trees—firs, laurels, maples, oaks, pines, spruces, and yews—consistent with the following conditions: If maples are in the park, yews are not. If firs are in the park, pines are not. If yews are not in the park, then either laurels or oaks, but not both, are in the park. If it is not the case that the park contains both laurels and oaks, then it contains firs and spruces.

Question: If firs are not in the park, then which one of the following must be true?
Options:
Maples are not in the park.
Spruces are not in the park.
Yews are not in the park.
Pines are in the park.
Spruces are in the park.
Correct option (0-indexed): 0
A park contains at most five of seven kinds of trees—firs, laurels, maples, oaks, pines, spruces, and yews—consistent with the following conditions: If maples are in the park, yews are not. If firs are in the park, pines are not. If yews are not in the park, then either laurels or oaks, but not both, are in the park. If it is not the case that the park contains both laurels and oaks, then it contains firs and spruces.

Question: If pines are in the park, then which one of the following must be true?
Options:
Exactly four kinds of trees are in the park.
Exactly five kinds of trees are in the park.
Neither firs nor maples are in the park.
Neither firs nor oaks are in the park.
Neither laurels nor maples are in the park.
Correct option (0-indexed): 2
A park contains at most five of seven kinds of trees—firs, laurels, maples, oaks, pines, spruces, and yews—consistent with the following conditions: If maples are in the park, yews are not. If firs are in the park, pines are not. If yews are not in the park, then either laurels or oaks, but not both, are in the park. If it is not the case that the park contains both laurels and oaks, then it contains firs and spruces.

Question: Each of the following could be an accurate, partial list of the kinds of trees in the park EXCEPT:
Options:
oaks, spruces
oaks, yews
firs, laurels, oaks
firs, maples, oaks
laurels, maples, oaks
Correct option (0-indexed): 4
Four married couples—Francisco and Gabrielle, Kyoko and Lee, Olivia and Peter, Raymond and Simone—will dine together at the same circular table. Each person will sit in a different one of the eight chairs evenly spaced around the table. The chairs are numbered from 1 through 8 with successively numbered chairs next to each other and chair 1 next to chair 8. Seating arrangements must meet the following conditions: No person sits next to her or his spouse. Simone sits in chair 1 and Raymond sits in chair 4. Neither Peter nor Olivia sits next to Raymond. Neither Kyoko nor Lee sits next to Gabrielle.

Question: Which one of the following could be the list of people sitting in chairs 5 through 8, respectively?
Options:
Francisco, Olivia, Gabrielle, Peter
Francisco, Gabrielle, Peter, Lee
Olivia, Gabrielle, Peter, Kyoko
Gabrielle, Lee, Olivia, Kyoko
Lee, Olivia, Francisco, Kyoko
Correct option (0-indexed): 4
Four married couples—Francisco and Gabrielle, Kyoko and Lee, Olivia and Peter, Raymond and Simone—will dine together at the same circular table. Each person will sit in a different one of the eight chairs evenly spaced around the table. The chairs are numbered from 1 through 8 with successively numbered chairs next to each other and chair 1 next to chair 8. Seating arrangements must meet the following conditions: No person sits next to her or his spouse. Simone sits in chair 1 and Raymond sits in chair 4. Neither Peter nor Olivia sits next to Raymond. Neither Kyoko nor Lee sits next to Gabrielle.

Question: Each of the following could be true EXCEPT:
Options:
Peter and Gabrielle sit in chairs 2 and 3, respectively.
Peter and Kyoko sit in chairs 1 and 3, respectively.
Francisco, Kyoko, and Peter sit in chairs 5, 6, and 7, respectively.
Gabrielle, Olivia, and Kyoko sit in chairs 5, 6, and 7, respectively.
Gabrielle, Peter, and Lee sit in chairs 5, 6, and 7, respectively.
Correct option (0-indexed): 1
Four married couples—Francisco and Gabrielle, Kyoko and Lee, Olivia and Peter, Raymond and Simone—will dine together at the same circular table. Each person will sit in a different one of the eight chairs evenly spaced around the table. The chairs are numbered from 1 through 8 with successively numbered chairs next to each other and chair 1 next to chair 8. Seating arrangements must meet the following conditions: No person sits next to her or his spouse. Simone sits in chair 1 and Raymond sits in chair 4. Neither Peter nor Olivia sits next to Raymond. Neither Kyoko nor Lee sits next to Gabrielle.

Question: If Francisco sits in chair 2 and Olivia sits next to Simone, Gabrielle must sit next to which one of the following persons?
Options:
Francisco
Olivia
Lee
Raymond
Peter
Correct option (0-indexed): 4
Four married couples—Francisco and Gabrielle, Kyoko and Lee, Olivia and Peter, Raymond and Simone—will dine together at the same circular table. Each person will sit in a different one of the eight chairs evenly spaced around the table. The chairs are numbered from 1 through 8 with successively numbered chairs next to each other and chair 1 next to chair 8. Seating arrangements must meet the following conditions: No person sits next to her or his spouse. Simone sits in chair 1 and Raymond sits in chair 4. Neither Peter nor Olivia sits next to Raymond. Neither Kyoko nor Lee sits next to Gabrielle.

Question: If neither Gabrielle nor Lee sits next to Raymond, which one of the following must be true?
Options:
Francisco sits next to Raymond.
Olivia sits next to Simone.
Francisco sits in chair 3.
Olivia sits in chair 6.
Olivia sits in chair 7.
Correct option (0-indexed): 0
Four married couples—Francisco and Gabrielle, Kyoko and Lee, Olivia and Peter, Raymond and Simone—will dine together at the same circular table. Each person will sit in a different one of the eight chairs evenly spaced around the table. The chairs are numbered from 1 through 8 with successively numbered chairs next to each other and chair 1 next to chair 8. Seating arrangements must meet the following conditions: No person sits next to her or his spouse. Simone sits in chair 1 and Raymond sits in chair 4. Neither Peter nor Olivia sits next to Raymond. Neither Kyoko nor Lee sits next to Gabrielle.

Question: If Lee sits in chair 2, which one of the following must be true?
Options:
Peter sits next to Gabrielle.
Kyoko sits next to Simone.
Francisco sits next to Lee.
Gabrielle sits in chair 5.
Olivia sits in chair 6.
Correct option (0-indexed): 2
Four married couples—Francisco and Gabrielle, Kyoko and Lee, Olivia and Peter, Raymond and Simone—will dine together at the same circular table. Each person will sit in a different one of the eight chairs evenly spaced around the table. The chairs are numbered from 1 through 8 with successively numbered chairs next to each other and chair 1 next to chair 8. Seating arrangements must meet the following conditions: No person sits next to her or his spouse. Simone sits in chair 1 and Raymond sits in chair 4. Neither Peter nor Olivia sits next to Raymond. Neither Kyoko nor Lee sits next to Gabrielle.

Question: If both Francisco and Gabrielle sit next to Raymond, which one of the following is a complete and accurate list of people any one of whom could sit next to Olivia?
Options:
Francisco, Gabrielle, Kyoko
Lee, Simone, Kyoko
Lee, Gabrielle, Kyoko
Francisco, Lee, Gabrielle, Kyoko
Lee, Simone, Gabrielle, Kyoko
Correct option (0-indexed): 4
Zeno's Unfinished Furniture sells exactly five types of furniture—footstools, hutches, sideboards, tables, and vanities. Irene buys just four items, each of a different type, and each made entirely of one kind of wood—maple, oak, pine, or rosewood. The following conditions govern Irene's purchases: Any vanity she buys is maple. Any rosewood item she buys is a sideboard. If she buys a vanity, she does not buy a footstool. If Irene buys a footstool, she also buys a table made of the same wood. Irene does not buy an oak table. Exactly two of the items she buys are made of the same kind of wood as each other.

Question: Which one of the following could be an accurate list of the items Irene buys?
Options:
Maple footstool, maple hutch, rosewood sideboard, maple table
oak hutch, rosewood sideboard, pine table, oak vanity
rosewood hutch, maple sideboard, oak table, maple vanity
pine footstool, rosewood sideboard, pine table, maple vanity
maple footstool, pine hutch, oak sideboard, maple table
Correct option (0-indexed): 4
Zeno's Unfinished Furniture sells exactly five types of furniture—footstools, hutches, sideboards, tables, and vanities. Irene buys just four items, each of a different type, and each made entirely of one kind of wood—maple, oak, pine, or rosewood. The following conditions govern Irene's purchases: Any vanity she buys is maple. Any rosewood item she buys is a sideboard. If she buys a vanity, she does not buy a footstool. If Irene buys a footstool, she also buys a table made of the same wood. Irene does not buy an oak table. Exactly two of the items she buys are made of the same kind of wood as each other.

Question: If Irene buys one item made of rosewood and two items made of maple, then which one of the following pairs could be two of the items she buys?
Options:
a rosewood sideboard and an oak footstool
an oak hutch and a pine sideboard
an oak hutch and a maple table
a maple sideboard and a maple vanity
a maple hutch and a maple table
Correct option (0-indexed): 2
Zeno's Unfinished Furniture sells exactly five types of furniture—footstools, hutches, sideboards, tables, and vanities. Irene buys just four items, each of a different type, and each made entirely of one kind of wood—maple, oak, pine, or rosewood. The following conditions govern Irene's purchases: Any vanity she buys is maple. Any rosewood item she buys is a sideboard. If she buys a vanity, she does not buy a footstool. If Irene buys a footstool, she also buys a table made of the same wood. Irene does not buy an oak table. Exactly two of the items she buys are made of the same kind of wood as each other.

Question: Which one of the following is a complete and accurate list of all the woods any footstool that Irene buys could be made of?
Options:
maple, oak
maple, pine
maple, rosewood
maple, oak, pine
maple, oak, pine, rosewood
Correct option (0-indexed): 1
Zeno's Unfinished Furniture sells exactly five types of furniture—footstools, hutches, sideboards, tables, and vanities. Irene buys just four items, each of a different type, and each made entirely of one kind of wood—maple, oak, pine, or rosewood. The following conditions govern Irene's purchases: Any vanity she buys is maple. Any rosewood item she buys is a sideboard. If she buys a vanity, she does not buy a footstool. If Irene buys a footstool, she also buys a table made of the same wood. Irene does not buy an oak table. Exactly two of the items she buys are made of the same kind of wood as each other.

Question: Suppose Irene buys a footstool. Then which one of the following is a complete and accurate list of items any one of which she could buy in maple?
Options:
footstool, hutch, sideboard, table, vanity
footstool, hutch, sideboard, table
footstool, hutch, sideboard
footstool, hutch
footstool
Correct option (0-indexed): 1
Zeno's Unfinished Furniture sells exactly five types of furniture—footstools, hutches, sideboards, tables, and vanities. Irene buys just four items, each of a different type, and each made entirely of one kind of wood—maple, oak, pine, or rosewood. The following conditions govern Irene's purchases: Any vanity she buys is maple. Any rosewood item she buys is a sideboard. If she buys a vanity, she does not buy a footstool. If Irene buys a footstool, she also buys a table made of the same wood. Irene does not buy an oak table. Exactly two of the items she buys are made of the same kind of wood as each other.

Question: Which one of the following CANNOT be the two items Irene buys that are made of the same wood as each other?
Options:
footstool, hutch
hutch, sideboard
hutch, table
sideboard, vanity
table, vanity
Correct option (0-indexed): 0
Zeno's Unfinished Furniture sells exactly five types of furniture—footstools, hutches, sideboards, tables, and vanities. Irene buys just four items, each of a different type, and each made entirely of one kind of wood—maple, oak, pine, or rosewood. The following conditions govern Irene's purchases: Any vanity she buys is maple. Any rosewood item she buys is a sideboard. If she buys a vanity, she does not buy a footstool. If Irene buys a footstool, she also buys a table made of the same wood. Irene does not buy an oak table. Exactly two of the items she buys are made of the same kind of wood as each other.

Question: If Irene does not buy an item made of maple, then each of the following must be true EXCEPT:
Options:
Irene buys a footstool.
Irene buys a pine hutch.
Irene buys a rosewood sideboard.
Irene buys exactly one item made of oak.
Irene buys exactly two items made of pine.
Correct option (0-indexed): 1
Six racehorses—K, L, M, N, O, and P—will be assigned to six positions arranged in a straight line and numbered consecutively 1 through 6. The horses are assigned to the positions, one horse per position, according to the following conditions: K and L must be assigned to positions that are separated from each other by exactly one position. K and N cannot be assigned to positions that are next to each other. N must be assigned to a higher-numbered position than M. P must be assigned to position 3.

Question: Which one of the following lists an acceptable assignment of horses to positions 1 though 6, respectively?
Options:
K, L, P, M, N, O
M, K, P, L, N, O
M, N, K, P, L, O
N, O, P, K, M, L
O, M, P, L, N, K
Correct option (0-indexed): 1
Six racehorses—K, L, M, N, O, and P—will be assigned to six positions arranged in a straight line and numbered consecutively 1 through 6. The horses are assigned to the positions, one horse per position, according to the following conditions: K and L must be assigned to positions that are separated from each other by exactly one position. K and N cannot be assigned to positions that are next to each other. N must be assigned to a higher-numbered position than M. P must be assigned to position 3.

Question: Which one of the following is a complete and accurate list of the positions any one of which can be the position to which K is assigned?
Options:
1, 2
2, 3
2, 4
2, 4, 5
2, 4, 6
Correct option (0-indexed): 4
Six racehorses—K, L, M, N, O, and P—will be assigned to six positions arranged in a straight line and numbered consecutively 1 through 6. The horses are assigned to the positions, one horse per position, according to the following conditions: K and L must be assigned to positions that are separated from each other by exactly one position. K and N cannot be assigned to positions that are next to each other. N must be assigned to a higher-numbered position than M. P must be assigned to position 3.

Question: Which one of the following CANNOT be true?
Options:
K is assigned to position 2.
L is assigned to position 2.
M is assigned to position 1.
M is assigned to position 5.
O is assigned to position 2.
Correct option (0-indexed): 4
Six racehorses—K, L, M, N, O, and P—will be assigned to six positions arranged in a straight line and numbered consecutively 1 through 6. The horses are assigned to the positions, one horse per position, according to the following conditions: K and L must be assigned to positions that are separated from each other by exactly one position. K and N cannot be assigned to positions that are next to each other. N must be assigned to a higher-numbered position than M. P must be assigned to position 3.

Question: Which one of the following must be true?
Options:
Either K or else L is assigned to position 2.
Either K or else L is assigned to position 4.
Either M or else N is assigned to position 2.
Either M or else N is assigned to position 5.
Either M or else O is assigned to position 6.
Correct option (0-indexed): 1
Six racehorses—K, L, M, N, O, and P—will be assigned to six positions arranged in a straight line and numbered consecutively 1 through 6. The horses are assigned to the positions, one horse per position, according to the following conditions: K and L must be assigned to positions that are separated from each other by exactly one position. K and N cannot be assigned to positions that are next to each other. N must be assigned to a higher-numbered position than M. P must be assigned to position 3.

Question: Which one of the following CANNOT be true?
Options:
L and N are assigned to positions that are next to each other.
M and K are assigned to positions that are next to each other.
M and O are assigned to positions that are next to each other.
L and N are assigned to positions that are separated from each other by exactly one position.
M and P are assigned to positions that are separated from each other by exactly one position.
Correct option (0-indexed): 2
To prepare for fieldwork, exactly four different researchers—a geologist, a historian, a linguist, and a paleontologist—will learn at least one and at most three of four languages—Rundi, Swahili, Tigrinya, and Yoruba. They must learn the languages according to the following specifications: Exactly one researcher learns Rundi. Exactly two researchers learn Swahili. Exactly two researchers learn Tigrinya. Exactly three researchers learn Yoruba. Any language learned by the linguist or paleontologist is not learned by the geologist. Any language learned by the geologist is learned by the historian.

Question: Which one of the following could be true?
Options:
The linguist learns three languages—Rundi, Swahili, and Tigrinya.
The linguist learns three languages—Swahili, Tigrinya, and Yoruba.
The historian learns three languages—Rundi, Swahili, and Tigrinya.
The historian learns three languages—Swahili, Tigrinya, and Yoruba.
The paleontologist learns three languages—Rundi, Swahili, and Tigrinya.
Correct option (0-indexed): 3
To prepare for fieldwork, exactly four different researchers—a geologist, a historian, a linguist, and a paleontologist—will learn at least one and at most three of four languages—Rundi, Swahili, Tigrinya, and Yoruba. They must learn the languages according to the following specifications: Exactly one researcher learns Rundi. Exactly two researchers learn Swahili. Exactly two researchers learn Tigrinya. Exactly three researchers learn Yoruba. Any language learned by the linguist or paleontologist is not learned by the geologist. Any language learned by the geologist is learned by the historian.

Question: If the linguist learns three of the languages, then which one of the following must be true?
Options:
The linguist learns Tigrinya.
The linguist learns Rundi.
The linguist learns Swahili.
The paleontologist learns Rundi.
The paleontologist learns Swahili.
Correct option (0-indexed): 1