benlipkin/arlsat huggingface dataset:
There are exactly six groups in this year's Civic Parade: firefighters, gymnasts, jugglers, musicians, puppeteers, and veterans. Each group marches as a unit; the groups are ordered from first, at the front of the parade, to sixth, at the back. The following conditions apply: At least two groups march behind the puppeteers but ahead of the musicians. Exactly one group marches behind the firefighters but ahead of the veterans. The gymnasts are the first, third, or fifth group.

Question: Which one of the following could be an accurate list of the groups in the Civic Parade in order from first to last?
Options:
firefighters, puppeteers, veterans, musicians, gymnasts, jugglers
gymnasts, puppeteers, jugglers, musicians, firefighters, veterans
veterans, puppeteers, firefighters, gymnasts, jugglers, musicians
jugglers, puppeteers, gymnasts, firefighters, musicians, veterans
musicians, veterans, jugglers, firefighters, gymnasts, puppeteers
Correct option (0-indexed): 3
There are exactly six groups in this year's Civic Parade: firefighters, gymnasts, jugglers, musicians, puppeteers, and veterans. Each group marches as a unit; the groups are ordered from first, at the front of the parade, to sixth, at the back. The following conditions apply: At least two groups march behind the puppeteers but ahead of the musicians. Exactly one group marches behind the firefighters but ahead of the veterans. The gymnasts are the first, third, or fifth group.

Question: If the gymnasts march immediately ahead of the veterans, then which one of the following could be the fourth group?
Options:
gymnasts
jugglers
musicians
puppeteers
veterans
Correct option (0-indexed): 4
There are exactly six groups in this year's Civic Parade: firefighters, gymnasts, jugglers, musicians, puppeteers, and veterans. Each group marches as a unit; the groups are ordered from first, at the front of the parade, to sixth, at the back. The following conditions apply: At least two groups march behind the puppeteers but ahead of the musicians. Exactly one group marches behind the firefighters but ahead of the veterans. The gymnasts are the first, third, or fifth group.

Question: If the veterans march immediately behind the puppeteers, then which one of the following could be the second group?
Options:
firefighters
gymnasts
jugglers
musicians
veterans
Correct option (0-indexed): 0
There are exactly six groups in this year's Civic Parade: firefighters, gymnasts, jugglers, musicians, puppeteers, and veterans. Each group marches as a unit; the groups are ordered from first, at the front of the parade, to sixth, at the back. The following conditions apply: At least two groups march behind the puppeteers but ahead of the musicians. Exactly one group marches behind the firefighters but ahead of the veterans. The gymnasts are the first, third, or fifth group.

Question: If the jugglers are the fifth group, then which one of the following must be true?
Options:
The puppeteers are the first group.
The firefighters are the first group.
The veterans are the second group.
The gymnasts are the third group.
The musicians are the sixth group.
Correct option (0-indexed): 4
There are exactly six groups in this year's Civic Parade: firefighters, gymnasts, jugglers, musicians, puppeteers, and veterans. Each group marches as a unit; the groups are ordered from first, at the front of the parade, to sixth, at the back. The following conditions apply: At least two groups march behind the puppeteers but ahead of the musicians. Exactly one group marches behind the firefighters but ahead of the veterans. The gymnasts are the first, third, or fifth group.

Question: Which one of the following groups CANNOT march immediately behind the gymnasts?
Options:
firefighters
jugglers
musicians
puppeteers
veterans
Correct option (0-indexed): 1
A rowing team uses a boat with exactly six seats arranged in single file and numbered sequentially 1 through 6, from the front of the boat to the back. Six athletes—Lee, Miller, Ovitz, Singh, Valerio, and Zita—each row at exactly one of the seats. The following restrictions must apply: Miller rows closer to the front than Singh. Singh rows closer to the front than both Lee and Valerio. Valerio and Zita each row closer to the front than Ovitz.

Question: Which one of the following could be an accurate matching of athletes to seats?
Options:
Miller: seat 1; Valerio: seat 5; Lee: seat 6
Singh: seat 3; Valerio: seat 4; Zita: seat 5
Miller: seat 1; Valerio: seat 3; Lee: seat 6
Lee: seat 3; Valerio: seat 4; Ovitz: seat 5
Zita: seat 2; Valerio: seat 3; Ovitz: seat 6
Correct option (0-indexed): 2
A rowing team uses a boat with exactly six seats arranged in single file and numbered sequentially 1 through 6, from the front of the boat to the back. Six athletes—Lee, Miller, Ovitz, Singh, Valerio, and Zita—each row at exactly one of the seats. The following restrictions must apply: Miller rows closer to the front than Singh. Singh rows closer to the front than both Lee and Valerio. Valerio and Zita each row closer to the front than Ovitz.

Question: If Valerio rows at seat 5, then which one of the following must be true?
Options:
Miller rows at seat 1.
Singh rows at seat 2.
Zita rows at seat 3.
Lee rows at seat 4.
Ovitz rows at seat 6.
Correct option (0-indexed): 4
A rowing team uses a boat with exactly six seats arranged in single file and numbered sequentially 1 through 6, from the front of the boat to the back. Six athletes—Lee, Miller, Ovitz, Singh, Valerio, and Zita—each row at exactly one of the seats. The following restrictions must apply: Miller rows closer to the front than Singh. Singh rows closer to the front than both Lee and Valerio. Valerio and Zita each row closer to the front than Ovitz.

Question: If Lee rows at seat 3, then each of the following could be true EXCEPT:
Options:
Zita rows immediately behind Valerio.
Ovitz rows immediately behind Valerio.
Ovitz rows immediately behind Zita.
Valerio rows immediately behind Lee.
Singh rows immediately behind Zita.
Correct option (0-indexed): 4
A rowing team uses a boat with exactly six seats arranged in single file and numbered sequentially 1 through 6, from the front of the boat to the back. Six athletes—Lee, Miller, Ovitz, Singh, Valerio, and Zita—each row at exactly one of the seats. The following restrictions must apply: Miller rows closer to the front than Singh. Singh rows closer to the front than both Lee and Valerio. Valerio and Zita each row closer to the front than Ovitz.

Question: Which one of the following CANNOT be true?
Options:
Ovitz rows closer to the front than Singh.
Zita rows closer to the front than Miller.
Lee rows closer to the front than Valerio.
Singh rows closer to the front than Zita.
Valerio rows closer to the front than Lee.
Correct option (0-indexed): 0
A rowing team uses a boat with exactly six seats arranged in single file and numbered sequentially 1 through 6, from the front of the boat to the back. Six athletes—Lee, Miller, Ovitz, Singh, Valerio, and Zita—each row at exactly one of the seats. The following restrictions must apply: Miller rows closer to the front than Singh. Singh rows closer to the front than both Lee and Valerio. Valerio and Zita each row closer to the front than Ovitz.

Question: Exactly how many different seats could be the seat occupied by Zita?
Options:
two
three
four
five
six
Correct option (0-indexed): 3
A rowing team uses a boat with exactly six seats arranged in single file and numbered sequentially 1 through 6, from the front of the boat to the back. Six athletes—Lee, Miller, Ovitz, Singh, Valerio, and Zita—each row at exactly one of the seats. The following restrictions must apply: Miller rows closer to the front than Singh. Singh rows closer to the front than both Lee and Valerio. Valerio and Zita each row closer to the front than Ovitz.

Question: If Valerio rows closer to the front than Zita, then which one of the following must be true?
Options:
Miller rows immediately in front of Singh.
Lee rows immediately in front of Valerio.
Zita rows immediately in front of Ovitz.
Singh rows immediately in front of Lee.
Singh rows immediately in front of Valerio.
Correct option (0-indexed): 0
A rowing team uses a boat with exactly six seats arranged in single file and numbered sequentially 1 through 6, from the front of the boat to the back. Six athletes—Lee, Miller, Ovitz, Singh, Valerio, and Zita—each row at exactly one of the seats. The following restrictions must apply: Miller rows closer to the front than Singh. Singh rows closer to the front than both Lee and Valerio. Valerio and Zita each row closer to the front than Ovitz.

Question: Suppose the restriction that Miller rows closer to the front than Singh is replaced by the restriction that Singh rows closer to the front than Miller. If the other two restrictions remain in effect, then each of the following could be an accurate matching of athletes to seats EXCEPT:
Options:
Singh: seat 1; Zita: seat 2; Miller: seat 6
Singh: seat 1; Valerio: seat 3; Ovitz: seat 5
Singh: seat 3; Lee: seat 4; Valerio: seat 5
Valerio: seat 3; Miller: seat 4; Lee: seat 5
Valerio: seat 4; Miller: seat 5; Ovitz: seat 6
Correct option (0-indexed): 2
Exactly six of an artist's paintings, entitled Quarterion, Redemption, Sipapu, Tesseract, Vale, and Zelkova, are sold at auction. Three of the paintings are sold to a museum, and three are sold to a private collector. Two of the paintings are from the artist's first (earliest) period, two are from her second period, and two are from her third (most recent) period. The private collector and the museum each buy one painting from each period. The following conditions hold: Sipapu, which is sold to the private collector, is from an earlier period than Zelkova, which is sold to the museum. Quarterion is not from an earlier period than Tesseract. Vale is from the artist's second period.

Question: Which one of the following could be an accurate list of the paintings bought by the museum and the private collector, listed in order of the paintings' periods, from first to third?
Options:
museum: Quarterion, Vale, Zelkova private collector: Redemption, Sipapu, Tesseract
museum: Redemption, Zelkova, Quarterion private collector: Sipapu, Vale, Tesseract
museum: Sipapu, Zelkova, Quarterion private collector: Tesseract, Vale, Redemption
museum: Tesseract, Quarterion, Zelkova private collector: Sipapu, Redemption, Vale
museum: Zelkova, Tesseract, Redemption private collector: Sipapu, Vale, Quarterion
Correct option (0-indexed): 1
Exactly six of an artist's paintings, entitled Quarterion, Redemption, Sipapu, Tesseract, Vale, and Zelkova, are sold at auction. Three of the paintings are sold to a museum, and three are sold to a private collector. Two of the paintings are from the artist's first (earliest) period, two are from her second period, and two are from her third (most recent) period. The private collector and the museum each buy one painting from each period. The following conditions hold: Sipapu, which is sold to the private collector, is from an earlier period than Zelkova, which is sold to the museum. Quarterion is not from an earlier period than Tesseract. Vale is from the artist's second period.

Question: If Sipapu is from the artist's second period, which one of the following could be two of the three paintings bought by the private collector?
Options:
Quarterion and Zelkova
Redemption and Tesseract
Redemption and Vale
Redemption and Zelkova
Tesseract and Zelkova
Correct option (0-indexed): 1
Exactly six of an artist's paintings, entitled Quarterion, Redemption, Sipapu, Tesseract, Vale, and Zelkova, are sold at auction. Three of the paintings are sold to a museum, and three are sold to a private collector. Two of the paintings are from the artist's first (earliest) period, two are from her second period, and two are from her third (most recent) period. The private collector and the museum each buy one painting from each period. The following conditions hold: Sipapu, which is sold to the private collector, is from an earlier period than Zelkova, which is sold to the museum. Quarterion is not from an earlier period than Tesseract. Vale is from the artist's second period.

Question: Which one of the following is a complete and accurate list of the paintings, any one of which could be the painting from the artist's first period that is sold to the private collector?
Options:
Quarterion, Redemption
Redemption, Sipapu
Quarterion, Sipapu, Tesseract
Quarterion, Redemption, Sipapu, Tesseract
Redemption, Sipapu, Tesseract, Zelkova
Correct option (0-indexed): 3
Exactly six of an artist's paintings, entitled Quarterion, Redemption, Sipapu, Tesseract, Vale, and Zelkova, are sold at auction. Three of the paintings are sold to a museum, and three are sold to a private collector. Two of the paintings are from the artist's first (earliest) period, two are from her second period, and two are from her third (most recent) period. The private collector and the museum each buy one painting from each period. The following conditions hold: Sipapu, which is sold to the private collector, is from an earlier period than Zelkova, which is sold to the museum. Quarterion is not from an earlier period than Tesseract. Vale is from the artist's second period.

Question: If Sipapu is from the artist's second period, then which one of the following paintings could be from the period immediately preceding Quarterion's period and be sold to the same buyer as Quarterion?
Options:
Redemption
Sipapu
Tesseract
Vale
Zelkova
Correct option (0-indexed): 1
Exactly six of an artist's paintings, entitled Quarterion, Redemption, Sipapu, Tesseract, Vale, and Zelkova, are sold at auction. Three of the paintings are sold to a museum, and three are sold to a private collector. Two of the paintings are from the artist's first (earliest) period, two are from her second period, and two are from her third (most recent) period. The private collector and the museum each buy one painting from each period. The following conditions hold: Sipapu, which is sold to the private collector, is from an earlier period than Zelkova, which is sold to the museum. Quarterion is not from an earlier period than Tesseract. Vale is from the artist's second period.

Question: If Zelkova is sold to the same buyer as Tesseract and is from the period immediately preceding Tesseract's period, then which one of the following must be true?
Options:
Quarterion is sold to the museum.
Quarterion is from the artist's third period.
Redemption is sold to the private collector.
Redemption is from the artist's third period.
Redemption is sold to the same buyer as Vale.
Correct option (0-indexed): 1
Each of exactly six lunch trucks sells a different one of six kinds of food: falafel, hot dogs, ice cream, pitas, salad, or tacos. Each truck serves one or more of exactly three office buildings: X, Y, or Z. The following conditions apply: The falafel truck, the hot dog truck, and exactly one other truck each serve Y. The falafel truck serves exactly two of the office buildings. The ice cream truck serves more of the office buildings than the salad truck. The taco truck does not serve Y. The falafel truck does not serve any office building that the pita truck serves. The taco truck serves two office buildings that are also served by the ice cream truck.

Question: Which one of the following could be a complete and accurate list of each of the office buildings that the falafel truck serves?
Options:
X
X, Z
X, Y, Z
Y, Z
Z
Correct option (0-indexed): 3
Each of exactly six lunch trucks sells a different one of six kinds of food: falafel, hot dogs, ice cream, pitas, salad, or tacos. Each truck serves one or more of exactly three office buildings: X, Y, or Z. The following conditions apply: The falafel truck, the hot dog truck, and exactly one other truck each serve Y. The falafel truck serves exactly two of the office buildings. The ice cream truck serves more of the office buildings than the salad truck. The taco truck does not serve Y. The falafel truck does not serve any office building that the pita truck serves. The taco truck serves two office buildings that are also served by the ice cream truck.

Question: For which one of the following pairs of trucks must it be the case that at least one of the office buildings is served by both of the trucks?
Options:
the hot dog truck and the pita truck
the hot dog truck and the taco truck
the ice cream truck and the pita truck
the ice cream truck and the salad truck
the salad truck and the taco truck
Correct option (0-indexed): 2
Each of exactly six lunch trucks sells a different one of six kinds of food: falafel, hot dogs, ice cream, pitas, salad, or tacos. Each truck serves one or more of exactly three office buildings: X, Y, or Z. The following conditions apply: The falafel truck, the hot dog truck, and exactly one other truck each serve Y. The falafel truck serves exactly two of the office buildings. The ice cream truck serves more of the office buildings than the salad truck. The taco truck does not serve Y. The falafel truck does not serve any office building that the pita truck serves. The taco truck serves two office buildings that are also served by the ice cream truck.

Question: If the ice cream truck serves fewer of the office buildings than the hot dog truck, then which one of the following is a pair of lunch trucks that must serve exactly the same buildings as each other?
Options:
the falafel truck and the hot dog truck
the falafel truck and the salad truck
the ice cream truck and the pita truck
the ice cream truck and the salad truck
the ice cream truck and the taco truck
Correct option (0-indexed): 4
Each of exactly six lunch trucks sells a different one of six kinds of food: falafel, hot dogs, ice cream, pitas, salad, or tacos. Each truck serves one or more of exactly three office buildings: X, Y, or Z. The following conditions apply: The falafel truck, the hot dog truck, and exactly one other truck each serve Y. The falafel truck serves exactly two of the office buildings. The ice cream truck serves more of the office buildings than the salad truck. The taco truck does not serve Y. The falafel truck does not serve any office building that the pita truck serves. The taco truck serves two office buildings that are also served by the ice cream truck.

Question: Which one of the following could be a complete and accurate list of the lunch trucks, each of which serves all three of the office buildings?
Options:
the hot dog truck, the ice cream truck
the hot dog truck, the salad truck
the ice cream truck, the taco truck
the hot dog truck, the ice cream truck, the pita truck
the ice cream truck, the pita truck, the salad truck
Correct option (0-indexed): 0
Each of exactly six lunch trucks sells a different one of six kinds of food: falafel, hot dogs, ice cream, pitas, salad, or tacos. Each truck serves one or more of exactly three office buildings: X, Y, or Z. The following conditions apply: The falafel truck, the hot dog truck, and exactly one other truck each serve Y. The falafel truck serves exactly two of the office buildings. The ice cream truck serves more of the office buildings than the salad truck. The taco truck does not serve Y. The falafel truck does not serve any office building that the pita truck serves. The taco truck serves two office buildings that are also served by the ice cream truck.

Question: Which one of the following lunch trucks CANNOT serve both X and Z?
Options:
the hot dog truck
the ice cream truck
the pita truck
the salad truck
the taco truck
Correct option (0-indexed): 2
In the course of one month Garibaldi has exactly seven different meetings. Each of her meetings is with exactly one of five foreign dignitaries: Fuentes, Matsuba, Rhee, Soleimani, or Tbahi. The following constraints govern Garibaldi's meetings: She has exactly three meetings with Fuentes, and exactly one with each of the other dignitaries. She does not have any meetings in a row with Fuentes. Her meeting with Soleimani is the very next one after her meeting with Tbahi. Neither the first nor last of her meetings is with Matsuba.

Question: Which one of the following could be the sequence of the meetings Garibaldi has with the dignitaries?
Options:
Fuentes, Rhee, Tbahi, Soleimani, Fuentes, Matsuba, Rhee
Fuentes, Tbahi, Soleimani, Matsuba, Fuentes, Fuentes, Rhee
Fuentes, Rhee, Fuentes, Matsuba, Fuentes, Tbahi, Soleimani
Fuentes, Tbahi, Matsuba, Fuentes, Soleimani, Rhee, Fuentes
Fuentes, Tbahi, Soleimani, Fuentes, Rhee, Fuentes, Matsuba
Correct option (0-indexed): 2
In the course of one month Garibaldi has exactly seven different meetings. Each of her meetings is with exactly one of five foreign dignitaries: Fuentes, Matsuba, Rhee, Soleimani, or Tbahi. The following constraints govern Garibaldi's meetings: She has exactly three meetings with Fuentes, and exactly one with each of the other dignitaries. She does not have any meetings in a row with Fuentes. Her meeting with Soleimani is the very next one after her meeting with Tbahi. Neither the first nor last of her meetings is with Matsuba.

Question: If Garibaldi's last meeting is with Rhee, then which one of the following could be true?
Options:
Garibaldi's second meeting is with Soleimani.
Garibaldi's third meeting is with Matsuba.
Garibaldi's fourth meeting is with Soleimani.
Garibaldi's fifth meeting is with Matsuba.
Garibaldi's sixth meeting is with Soleimani.
Correct option (0-indexed): 3
In the course of one month Garibaldi has exactly seven different meetings. Each of her meetings is with exactly one of five foreign dignitaries: Fuentes, Matsuba, Rhee, Soleimani, or Tbahi. The following constraints govern Garibaldi's meetings: She has exactly three meetings with Fuentes, and exactly one with each of the other dignitaries. She does not have any meetings in a row with Fuentes. Her meeting with Soleimani is the very next one after her meeting with Tbahi. Neither the first nor last of her meetings is with Matsuba.

Question: If Garibaldi's second meeting is with Fuentes, then which one of the following is a complete and accurate list of the dignitaries with any one of whom Garibaldi's fourth meeting could be?
Options:
Fuentes, Soleimani, Rhee
Matsuba, Rhee, Tbahi
Matsuba, Soleimani
Rhee, Tbahi
Fuentes, Soleimani
Correct option (0-indexed): 4
In the course of one month Garibaldi has exactly seven different meetings. Each of her meetings is with exactly one of five foreign dignitaries: Fuentes, Matsuba, Rhee, Soleimani, or Tbahi. The following constraints govern Garibaldi's meetings: She has exactly three meetings with Fuentes, and exactly one with each of the other dignitaries. She does not have any meetings in a row with Fuentes. Her meeting with Soleimani is the very next one after her meeting with Tbahi. Neither the first nor last of her meetings is with Matsuba.

Question: If Garibaldi's meeting with Rhee is the very next one after Garibaldi's meeting with Soleimani, then which one of the following must be true?
Options:
Garibaldi's third meeting is with Fuentes.
Garibaldi's fourth meeting is with Rhee.
Garibaldi's fifth meeting is with Fuentes.
Garibaldi's sixth meeting is with Rhee.
Garibaldi's seventh meeting is with Fuentes.
Correct option (0-indexed): 4
In the course of one month Garibaldi has exactly seven different meetings. Each of her meetings is with exactly one of five foreign dignitaries: Fuentes, Matsuba, Rhee, Soleimani, or Tbahi. The following constraints govern Garibaldi's meetings: She has exactly three meetings with Fuentes, and exactly one with each of the other dignitaries. She does not have any meetings in a row with Fuentes. Her meeting with Soleimani is the very next one after her meeting with Tbahi. Neither the first nor last of her meetings is with Matsuba.

Question: If Garibaldi's first meeting is with Tbahi, then Garibaldi's meeting with Rhee could be the
Options:
second meeting
third meeting
fifth meeting
sixth meeting
seventh meeting
Correct option (0-indexed): 3
In the course of one month Garibaldi has exactly seven different meetings. Each of her meetings is with exactly one of five foreign dignitaries: Fuentes, Matsuba, Rhee, Soleimani, or Tbahi. The following constraints govern Garibaldi's meetings: She has exactly three meetings with Fuentes, and exactly one with each of the other dignitaries. She does not have any meetings in a row with Fuentes. Her meeting with Soleimani is the very next one after her meeting with Tbahi. Neither the first nor last of her meetings is with Matsuba.

Question: If Garibaldi's meeting with Matsuba is the very next meeting after Garibaldi's meeting with Rhee, then with which one of the following dignitaries must Garibaldi's fourth meeting be?
Options:
Fuentes
Matsuba
Rhee
Soleimani
Tbahi
Correct option (0-indexed): 0
During a certain week, an animal shelter places exactly six dogs—a greyhound, a husky, a keeshond, a Labrador retriever, a poodle, and a schnauzer—with new owners. Two are placed on Monday, two on Tuesday, and the remaining two on Wednesday, consistent with the following conditions: The Labrador retriever is placed on the same day as the poodle. The greyhound is not placed on the same day as the husky. If the keeshond is placed on Monday, the greyhound is placed on Tuesday. If the schnauzer is placed on Wednesday, the husky is placed on Tuesday.

Question: Which one of the following could be a complete and accurate matching of dogs to the days on which they are placed?
Options:
Monday: greyhound, Labrador retriever Tuesday: husky, poodle Wednesday: keeshond, schnauzer
Monday: greyhound, keeshond Tuesday: Labrador retriever, poodle Wednesday: husky, schnauzer
Monday: keeshond, schnauzer Tuesday: greyhound, husky Wednesday: Labrador retriever, poodle
Monday: Labrador retriever, poodle Tuesday: greyhound, keeshond Wednesday: husky, schnauzer
Monday: Labrador retriever, poodle Tuesday: husky, keeshond Wednesday: greyhound, schnauzer
Correct option (0-indexed): 4
During a certain week, an animal shelter places exactly six dogs—a greyhound, a husky, a keeshond, a Labrador retriever, a poodle, and a schnauzer—with new owners. Two are placed on Monday, two on Tuesday, and the remaining two on Wednesday, consistent with the following conditions: The Labrador retriever is placed on the same day as the poodle. The greyhound is not placed on the same day as the husky. If the keeshond is placed on Monday, the greyhound is placed on Tuesday. If the schnauzer is placed on Wednesday, the husky is placed on Tuesday.

Question: Which one of the following must be true?
Options:
The keeshond is not placed on the same day as the greyhound.
The keeshond is not placed on the same day as the schnauzer.
The schnauzer is not placed on the same day as the husky.
The greyhound is placed on the same day as the schnauzer.
The husky is placed on the same day as the keeshond.
Correct option (0-indexed): 1
During a certain week, an animal shelter places exactly six dogs—a greyhound, a husky, a keeshond, a Labrador retriever, a poodle, and a schnauzer—with new owners. Two are placed on Monday, two on Tuesday, and the remaining two on Wednesday, consistent with the following conditions: The Labrador retriever is placed on the same day as the poodle. The greyhound is not placed on the same day as the husky. If the keeshond is placed on Monday, the greyhound is placed on Tuesday. If the schnauzer is placed on Wednesday, the husky is placed on Tuesday.

Question: If the poodle is placed on Tuesday, then which one of the following could be true?
Options:
The greyhound is placed on Monday.
The keeshond is placed on Monday.
The Labrador retriever is placed on Monday.
The husky is placed on Tuesday.
The schnauzer is placed on Wednesday.
Correct option (0-indexed): 0
During a certain week, an animal shelter places exactly six dogs—a greyhound, a husky, a keeshond, a Labrador retriever, a poodle, and a schnauzer—with new owners. Two are placed on Monday, two on Tuesday, and the remaining two on Wednesday, consistent with the following conditions: The Labrador retriever is placed on the same day as the poodle. The greyhound is not placed on the same day as the husky. If the keeshond is placed on Monday, the greyhound is placed on Tuesday. If the schnauzer is placed on Wednesday, the husky is placed on Tuesday.

Question: If the greyhound is placed on the same day as the keeshond, then which one of the following must be true?
Options:
The husky is placed on Monday.
The Labrador retriever is placed on Monday.
The keeshond is placed on Tuesday.
The poodle is not placed on Wednesday.
The schnauzer is not placed on Wednesday.
Correct option (0-indexed): 4
During a certain week, an animal shelter places exactly six dogs—a greyhound, a husky, a keeshond, a Labrador retriever, a poodle, and a schnauzer—with new owners. Two are placed on Monday, two on Tuesday, and the remaining two on Wednesday, consistent with the following conditions: The Labrador retriever is placed on the same day as the poodle. The greyhound is not placed on the same day as the husky. If the keeshond is placed on Monday, the greyhound is placed on Tuesday. If the schnauzer is placed on Wednesday, the husky is placed on Tuesday.

Question: If the husky is placed the day before the schnauzer, then which one of the following CANNOT be true?
Options:
The husky is placed on Monday.
The keeshond is placed on Monday.
The greyhound is placed on Tuesday.
The poodle is placed on Tuesday.
The poodle is placed on Wednesday.
Correct option (0-indexed): 3
During a certain week, an animal shelter places exactly six dogs—a greyhound, a husky, a keeshond, a Labrador retriever, a poodle, and a schnauzer—with new owners. Two are placed on Monday, two on Tuesday, and the remaining two on Wednesday, consistent with the following conditions: The Labrador retriever is placed on the same day as the poodle. The greyhound is not placed on the same day as the husky. If the keeshond is placed on Monday, the greyhound is placed on Tuesday. If the schnauzer is placed on Wednesday, the husky is placed on Tuesday.

Question: If the greyhound is placed the day before the poodle, then which one of the following CANNOT be placed on Tuesday?
Options:
the husky
the keeshond
the Labrador retriever
the poodle
the schnauzer
Correct option (0-indexed): 0
A tour group plans to visit exactly five archaeological sites. Each site was discovered by exactly one of the following archaeologists—Ferrara, Gallagher, Oliphant—and each dates from the eighth, ninth, or tenth century (A.D.). The tour must satisfy the following conditions: The site visited second dates from the ninth century. Neither the site visited fourth nor the site visited fifth was discovered by Oliphant. Exactly one of the sites was discovered by Gallagher, and it dates from the tenth century. If a site dates from the eighth century, it was discovered by Oliphant. The site visited third dates from a more recent century than does either the site visited first or that visited fourth.

Question: Which one of the following could be an accurate list of the discoverers of the five sites, listed in the order in which the sites are visited?
Options:
Oliphant, Oliphant, Gallagher, Oliphant, Ferrara
Gallagher, Oliphant, Ferrara, Ferrara, Ferrara
Oliphant, Gallagher, Oliphant, Ferrara, Ferrara
Oliphant, Oliphant, Gallagher, Ferrara, Gallagher
Ferrara, Oliphant, Gallagher, Ferrara, Ferrara
Correct option (0-indexed): 4
A tour group plans to visit exactly five archaeological sites. Each site was discovered by exactly one of the following archaeologists—Ferrara, Gallagher, Oliphant—and each dates from the eighth, ninth, or tenth century (A.D.). The tour must satisfy the following conditions: The site visited second dates from the ninth century. Neither the site visited fourth nor the site visited fifth was discovered by Oliphant. Exactly one of the sites was discovered by Gallagher, and it dates from the tenth century. If a site dates from the eighth century, it was discovered by Oliphant. The site visited third dates from a more recent century than does either the site visited first or that visited fourth.

Question: If exactly one of the five sites the tour group visits dates from the tenth century, then which one of the following CANNOT be a site that was discovered by Ferrara?
Options:
the site visited first
the site visited second
the site visited third
the site visited fourth
the site visited fifth
Correct option (0-indexed): 2
A tour group plans to visit exactly five archaeological sites. Each site was discovered by exactly one of the following archaeologists—Ferrara, Gallagher, Oliphant—and each dates from the eighth, ninth, or tenth century (A.D.). The tour must satisfy the following conditions: The site visited second dates from the ninth century. Neither the site visited fourth nor the site visited fifth was discovered by Oliphant. Exactly one of the sites was discovered by Gallagher, and it dates from the tenth century. If a site dates from the eighth century, it was discovered by Oliphant. The site visited third dates from a more recent century than does either the site visited first or that visited fourth.

Question: Which one of the following could be a site that dates from the eighth century?
Options:
the site visited first
the site visited second
the site visited third
the site visited fourth
the site visited fifth
Correct option (0-indexed): 0
A tour group plans to visit exactly five archaeological sites. Each site was discovered by exactly one of the following archaeologists—Ferrara, Gallagher, Oliphant—and each dates from the eighth, ninth, or tenth century (A.D.). The tour must satisfy the following conditions: The site visited second dates from the ninth century. Neither the site visited fourth nor the site visited fifth was discovered by Oliphant. Exactly one of the sites was discovered by Gallagher, and it dates from the tenth century. If a site dates from the eighth century, it was discovered by Oliphant. The site visited third dates from a more recent century than does either the site visited first or that visited fourth.

Question: Which one of the following is a complete and accurate list of the sites each of which CANNOT be the site discovered by Gallagher?
Options:
third, fourth, fifth
second, third, fourth
first, fourth, fifth
first, second, fifth
first, second, fourth
Correct option (0-indexed): 4
A tour group plans to visit exactly five archaeological sites. Each site was discovered by exactly one of the following archaeologists—Ferrara, Gallagher, Oliphant—and each dates from the eighth, ninth, or tenth century (A.D.). The tour must satisfy the following conditions: The site visited second dates from the ninth century. Neither the site visited fourth nor the site visited fifth was discovered by Oliphant. Exactly one of the sites was discovered by Gallagher, and it dates from the tenth century. If a site dates from the eighth century, it was discovered by Oliphant. The site visited third dates from a more recent century than does either the site visited first or that visited fourth.

Question: The tour group could visit at most how many sites that were discovered by Ferrara?
Options:
one
two
three
four
five
Correct option (0-indexed): 3
Each day of a five-day workweek (Monday through Friday), Anastasia parks for the entire day in exactly one of three downtown parking lots—X, Y, and Z. One of the lots costs $10 for the day, another costs $12, and the other costs $15. Anastasia parks in each of the three lots at least once during her workweek. The following conditions must apply: On Thursday, Anastasia parks in the $15 lot. Lot X costs more than lot Z. The lot Anastasia parks in on Wednesday costs more than the one she parks in on Friday. Anastasia parks in lot Z on more days of the workweek than she parks in lot X.

Question: Which one of the following could be a complete and accurate list of which lot Anastasia parks in each day, listed in order from Monday through Friday?
Options:
Y, Z, X, Y, Z
Y, Z, Z, Y, X
Z, Z, X, X, Y
Z, Z, X, X, Z
Z, Z, X, Z, Y
Correct option (0-indexed): 0
Each day of a five-day workweek (Monday through Friday), Anastasia parks for the entire day in exactly one of three downtown parking lots—X, Y, and Z. One of the lots costs $10 for the day, another costs $12, and the other costs $15. Anastasia parks in each of the three lots at least once during her workweek. The following conditions must apply: On Thursday, Anastasia parks in the $15 lot. Lot X costs more than lot Z. The lot Anastasia parks in on Wednesday costs more than the one she parks in on Friday. Anastasia parks in lot Z on more days of the workweek than she parks in lot X.

Question: Anastasia CANNOT park in the $15 lot on which one of the following days?
Options:
Monday
Tuesday
Wednesday
Thursday
Friday
Correct option (0-indexed): 4
Each day of a five-day workweek (Monday through Friday), Anastasia parks for the entire day in exactly one of three downtown parking lots—X, Y, and Z. One of the lots costs $10 for the day, another costs $12, and the other costs $15. Anastasia parks in each of the three lots at least once during her workweek. The following conditions must apply: On Thursday, Anastasia parks in the $15 lot. Lot X costs more than lot Z. The lot Anastasia parks in on Wednesday costs more than the one she parks in on Friday. Anastasia parks in lot Z on more days of the workweek than she parks in lot X.

Question: If lot Z is the $12 lot, then on which one of the following days must Anastasia park in lot Y?
Options:
Monday
Tuesday
Wednesday
Thursday
Friday
Correct option (0-indexed): 4
Each day of a five-day workweek (Monday through Friday), Anastasia parks for the entire day in exactly one of three downtown parking lots—X, Y, and Z. One of the lots costs $10 for the day, another costs $12, and the other costs $15. Anastasia parks in each of the three lots at least once during her workweek. The following conditions must apply: On Thursday, Anastasia parks in the $15 lot. Lot X costs more than lot Z. The lot Anastasia parks in on Wednesday costs more than the one she parks in on Friday. Anastasia parks in lot Z on more days of the workweek than she parks in lot X.

Question: Anastasia CANNOT park in lot Z on which one of the following days?
Options:
Monday
Tuesday
Wednesday
Thursday
Friday
Correct option (0-indexed): 3
Each day of a five-day workweek (Monday through Friday), Anastasia parks for the entire day in exactly one of three downtown parking lots—X, Y, and Z. One of the lots costs $10 for the day, another costs $12, and the other costs $15. Anastasia parks in each of the three lots at least once during her workweek. The following conditions must apply: On Thursday, Anastasia parks in the $15 lot. Lot X costs more than lot Z. The lot Anastasia parks in on Wednesday costs more than the one she parks in on Friday. Anastasia parks in lot Z on more days of the workweek than she parks in lot X.

Question: Which one of the following could be a complete and accurate list of the days on which Anastasia parks in the $10 lot?
Options:
Monday
Tuesday
Monday, Tuesday
Monday, Wednesday
Monday, Thursday
Correct option (0-indexed): 2
On one afternoon, Patterson meets individually with each of exactly five clients—Reilly, Sanchez, Tang, Upton, and Yansky—and also goes to the gym by herself for a workout. Patterson's workout and her five meetings each start at either 1:00, 2:00, 3:00, 4:00, 5:00, or 6:00. The following conditions must apply: Patterson meets with Sanchez at some time before her workout. Patterson meets with Tang at some time after her workout. Patterson meets with Yansky either immediately before or immediately after her workout. Patterson meets with Upton at some time before she meets with Reilly.

Question: Which one of the following could be an acceptable schedule of Patterson's workout and meetings, in order from 1:00 to 6:00?
Options:
Yansky, workout, Upton, Reilly, Sanchez, Tang
Upton, Tang, Sanchez, Yansky, workout, Reilly
Upton, Reilly, Sanchez, workout, Tang, Yansky
Sanchez, Yansky, workout, Reilly, Tang, Upton
Sanchez, Upton, workout, Yansky, Tang, Reilly
Correct option (0-indexed): 4
On one afternoon, Patterson meets individually with each of exactly five clients—Reilly, Sanchez, Tang, Upton, and Yansky—and also goes to the gym by herself for a workout. Patterson's workout and her five meetings each start at either 1:00, 2:00, 3:00, 4:00, 5:00, or 6:00. The following conditions must apply: Patterson meets with Sanchez at some time before her workout. Patterson meets with Tang at some time after her workout. Patterson meets with Yansky either immediately before or immediately after her workout. Patterson meets with Upton at some time before she meets with Reilly.

Question: How many of the clients are there, any one of whom could meet with Patterson at 1:00?
Options:
one
two
three
four
five
Correct option (0-indexed): 1
On one afternoon, Patterson meets individually with each of exactly five clients—Reilly, Sanchez, Tang, Upton, and Yansky—and also goes to the gym by herself for a workout. Patterson's workout and her five meetings each start at either 1:00, 2:00, 3:00, 4:00, 5:00, or 6:00. The following conditions must apply: Patterson meets with Sanchez at some time before her workout. Patterson meets with Tang at some time after her workout. Patterson meets with Yansky either immediately before or immediately after her workout. Patterson meets with Upton at some time before she meets with Reilly.

Question: Patterson CANNOT meet with Upton at which one of the following times?
Options:
1:00
2:00
3:00
4:00
5:00
Correct option (0-indexed): 2
On one afternoon, Patterson meets individually with each of exactly five clients—Reilly, Sanchez, Tang, Upton, and Yansky—and also goes to the gym by herself for a workout. Patterson's workout and her five meetings each start at either 1:00, 2:00, 3:00, 4:00, 5:00, or 6:00. The following conditions must apply: Patterson meets with Sanchez at some time before her workout. Patterson meets with Tang at some time after her workout. Patterson meets with Yansky either immediately before or immediately after her workout. Patterson meets with Upton at some time before she meets with Reilly.

Question: If Patterson meets with Sanchez the hour before she meets with Yansky, then each of the following could be true EXCEPT:
Options:
Patterson meets with Reilly at 2:00.
Patterson meets with Yansky at 3:00.
Patterson meets with Tang at 4:00.
Patterson meets with Yansky at 5:00.
Patterson meets with Tang at 6:00.
Correct option (0-indexed): 3
On one afternoon, Patterson meets individually with each of exactly five clients—Reilly, Sanchez, Tang, Upton, and Yansky—and also goes to the gym by herself for a workout. Patterson's workout and her five meetings each start at either 1:00, 2:00, 3:00, 4:00, 5:00, or 6:00. The following conditions must apply: Patterson meets with Sanchez at some time before her workout. Patterson meets with Tang at some time after her workout. Patterson meets with Yansky either immediately before or immediately after her workout. Patterson meets with Upton at some time before she meets with Reilly.

Question: If Patterson meets with Tang at 4:00, then which one of the following must be true?
Options:
Patterson meets with Reilly at 5:00.
Patterson meets with Upton at 5:00.
Patterson meets with Yansky at 2:00.
Patterson meets with Yansky at 3:00.
Patterson's workout is at 2:00.
Correct option (0-indexed): 1
On one afternoon, Patterson meets individually with each of exactly five clients—Reilly, Sanchez, Tang, Upton, and Yansky—and also goes to the gym by herself for a workout. Patterson's workout and her five meetings each start at either 1:00, 2:00, 3:00, 4:00, 5:00, or 6:00. The following conditions must apply: Patterson meets with Sanchez at some time before her workout. Patterson meets with Tang at some time after her workout. Patterson meets with Yansky either immediately before or immediately after her workout. Patterson meets with Upton at some time before she meets with Reilly.

Question: Which one of the following could be the order of Patterson's meetings, from earliest to latest?
Options:
Upton, Yansky, Sanchez, Reilly, Tang
Upton, Reilly, Sanchez, Tang, Yansky
Sanchez, Yansky, Reilly, Tang, Upton
Sanchez, Upton, Tang, Yansky, Reilly
Sanchez, Upton, Reilly, Yansky, Tang
Correct option (0-indexed): 4
Exactly six people—Lulu, Nam, Ofelia, Pachai, Santiago, and Tyrone—are the only contestants in a chess tournament. The tournament consists of four games, played one after the other. Exactly two people play in each game, and each person plays in at least one game. The following conditions must apply: Tyrone does not play in the first or third game. Lulu plays in the last game. Nam plays in only one game and it is not against Pachai. Santiago plays in exactly two games, one just before and one just after the only game that Ofelia plays in.

Question: Which one of the following could be an accurate list of the contestants who play in each of the four games?
Options:
first game: Pachai, Santiago; second game: Ofelia, Tyrone; third game: Pachai, Santiago; fourth game: Lulu, Nam
first game: Lulu, Nam; second game: Pachai, Santiago; third game: Ofelia, Tyrone; fourth game: Lulu, Santiago
first game: Pachai, Santiago; second game: Lulu, Tyrone; third game: Nam, Ofelia; fourth game: Lulu, Nam
first game: Nam, Santiago; second game: Nam, Ofelia; third game: Pachai, Santiago; fourth game: Lulu, Tyrone
first game: Lulu, Nam; second game: Santiago, Tyrone; third game: Lulu, Ofelia; fourth game: Pachai, Santiago
Correct option (0-indexed): 0
Exactly six people—Lulu, Nam, Ofelia, Pachai, Santiago, and Tyrone—are the only contestants in a chess tournament. The tournament consists of four games, played one after the other. Exactly two people play in each game, and each person plays in at least one game. The following conditions must apply: Tyrone does not play in the first or third game. Lulu plays in the last game. Nam plays in only one game and it is not against Pachai. Santiago plays in exactly two games, one just before and one just after the only game that Ofelia plays in.

Question: Which one of the following contestants could play in two consecutive games?
Options:
Lulu
Nam
Ofelia
Santiago
Tyrone
Correct option (0-indexed): 0
Exactly six people—Lulu, Nam, Ofelia, Pachai, Santiago, and Tyrone—are the only contestants in a chess tournament. The tournament consists of four games, played one after the other. Exactly two people play in each game, and each person plays in at least one game. The following conditions must apply: Tyrone does not play in the first or third game. Lulu plays in the last game. Nam plays in only one game and it is not against Pachai. Santiago plays in exactly two games, one just before and one just after the only game that Ofelia plays in.

Question: If Tyrone plays in the fourth game, then which one of the following could be true?
Options:
Nam plays in the second game.
Ofelia plays in the third game.
Santiago plays in the second game.
Nam plays a game against Lulu.
Pachai plays a game against Lulu.
Correct option (0-indexed): 0
Exactly six people—Lulu, Nam, Ofelia, Pachai, Santiago, and Tyrone—are the only contestants in a chess tournament. The tournament consists of four games, played one after the other. Exactly two people play in each game, and each person plays in at least one game. The following conditions must apply: Tyrone does not play in the first or third game. Lulu plays in the last game. Nam plays in only one game and it is not against Pachai. Santiago plays in exactly two games, one just before and one just after the only game that Ofelia plays in.

Question: Which one of the following could be true?
Options:
Pachai plays against Lulu in the first game.
Pachai plays against Nam in the second game.
Santiago plays against Ofelia in the second game.
Pachai plays against Lulu in the third game.
Nam plays against Santiago in the fourth game.
Correct option (0-indexed): 0
Exactly six people—Lulu, Nam, Ofelia, Pachai, Santiago, and Tyrone—are the only contestants in a chess tournament. The tournament consists of four games, played one after the other. Exactly two people play in each game, and each person plays in at least one game. The following conditions must apply: Tyrone does not play in the first or third game. Lulu plays in the last game. Nam plays in only one game and it is not against Pachai. Santiago plays in exactly two games, one just before and one just after the only game that Ofelia plays in.

Question: Which one of the following is a complete and accurate list of the contestants who CANNOT play against Tyrone in any game?
Options:
Lulu, Pachai
Nam, Ofelia
Nam, Pachai
Nam, Santiago
Ofelia, Pachai
Correct option (0-indexed): 2