benlipkin/arlsat huggingface dataset:
During a seven-year period, an amusement park builds exactly seven roller coasters—the Firecracker, the Gobbler, the Hurricane, the Jackrabbit, the Lasso, the Niagara, and the Pretzel. No two roller coasters are built in the same year. Each roller coaster is either steel or wooden. The following conditions must apply: The Pretzel is built in the second year. The roller coaster built in the first year is steel, and the one built in the seventh year is wooden. The Lasso is built after the Firecracker. The Jackrabbit and the Gobbler are built before the Hurricane. Exactly two of the roller coasters built after the Hurricane are steel. Wooden roller coasters are not built in any two consecutive years.

Question: Each of the following roller coasters must be built before the Lasso EXCEPT:
Options:
Firecracker
Gobbler
Hurricane
Jackrabbit
Niagara
Correct option (0-indexed): 4
During a seven-year period, an amusement park builds exactly seven roller coasters—the Firecracker, the Gobbler, the Hurricane, the Jackrabbit, the Lasso, the Niagara, and the Pretzel. No two roller coasters are built in the same year. Each roller coaster is either steel or wooden. The following conditions must apply: The Pretzel is built in the second year. The roller coaster built in the first year is steel, and the one built in the seventh year is wooden. The Lasso is built after the Firecracker. The Jackrabbit and the Gobbler are built before the Hurricane. Exactly two of the roller coasters built after the Hurricane are steel. Wooden roller coasters are not built in any two consecutive years.

Question: If the Jackrabbit, the Hurricane, and the Firecracker are built in three consecutive years, in that order, then each of the following must be true EXCEPT:
Options:
The Firecracker is built before the Niagara.
The Gobbler is built before the Jackrabbit.
The Hurricane is built before the Niagara.
The Niagara is built before the Lasso.
The Pretzel is built before the Jackrabbit.
Correct option (0-indexed): 3
On Tuesday evenings, the Community Center offers one session of each of the following six introductory classes: gymnastics, jazz dance, kung fu, meditation, tennis, and yoga. No other introductory classes are offered on Tuesdays. Each class is scheduled for exactly one hour, beginning at 5 P.M., 6 P.M., 7 P.M., or 8 P.M. Tuesdays schedule conforms to the following conditions: Yoga begins later than jazz dance but no later than kung fu. Meditation begins at the same time as exactly one other introductory class. No other introductory class begins at the same time as gymnastics. At most one of the other introductory classes begins later than gymnastics.

Question: Which one of the following could be an accurate schedule of the Tuesday introductory classes?
Options:
5 P.M.: jazz dance, meditation 6 P.M.: yoga 7 P.M.: gymnastics 8 P.M.: kung fu, tennis
5 P.M.: jazz dance 6 P.M.: meditation, tennis 7 P.M.: yoga 8 P.M.: gymnastics, kung fu
5 P.M.: jazz dance, meditation 6 P.M.: yoga 7 P.M.: kung fu, tennis 8 P.M.: gymnastics
5 P.M.: jazz dance, tennis 6 P.M.: meditation 7 P.M.: kung fu, yoga 8 P.M.: gymnastics
5 P.M.: tennis, yoga 6 P.M.: jazz dance, meditation 7 P.M.: gymnastics 8 P.M.: kung fu
Correct option (0-indexed): 2
On Tuesday evenings, the Community Center offers one session of each of the following six introductory classes: gymnastics, jazz dance, kung fu, meditation, tennis, and yoga. No other introductory classes are offered on Tuesdays. Each class is scheduled for exactly one hour, beginning at 5 P.M., 6 P.M., 7 P.M., or 8 P.M. Tuesdays schedule conforms to the following conditions: Yoga begins later than jazz dance but no later than kung fu. Meditation begins at the same time as exactly one other introductory class. No other introductory class begins at the same time as gymnastics. At most one of the other introductory classes begins later than gymnastics.

Question: If meditation is scheduled to begin later than tennis, then which one of the following could be true of the schedule?
Options:
Jazz dance begins later than meditation.
Kung fu begins later than gymnastics.
Meditation begins later than kung fu.
Tennis begins later than kung fu.
Tennis begins later than yoga.
Correct option (0-indexed): 1
On Tuesday evenings, the Community Center offers one session of each of the following six introductory classes: gymnastics, jazz dance, kung fu, meditation, tennis, and yoga. No other introductory classes are offered on Tuesdays. Each class is scheduled for exactly one hour, beginning at 5 P.M., 6 P.M., 7 P.M., or 8 P.M. Tuesdays schedule conforms to the following conditions: Yoga begins later than jazz dance but no later than kung fu. Meditation begins at the same time as exactly one other introductory class. No other introductory class begins at the same time as gymnastics. At most one of the other introductory classes begins later than gymnastics.

Question: Which one of the following introductory classes could be the only class scheduled to begin at 5 P.M.?
Options:
yoga
tennis
meditation
kung fu
gymnastics
Correct option (0-indexed): 1
On Tuesday evenings, the Community Center offers one session of each of the following six introductory classes: gymnastics, jazz dance, kung fu, meditation, tennis, and yoga. No other introductory classes are offered on Tuesdays. Each class is scheduled for exactly one hour, beginning at 5 P.M., 6 P.M., 7 P.M., or 8 P.M. Tuesdays schedule conforms to the following conditions: Yoga begins later than jazz dance but no later than kung fu. Meditation begins at the same time as exactly one other introductory class. No other introductory class begins at the same time as gymnastics. At most one of the other introductory classes begins later than gymnastics.

Question: Which one of the following introductory classes CANNOT be scheduled to start at 6 P.M.?
Options:
gymnastics
jazz dance
kung fu
meditation
tennis
Correct option (0-indexed): 0
Meena has six colored pencils—green, maroon, orange, red, white, and yellow. She sketches a drawing using exactly five of the six pencils, one pencil at a time. The following conditions must hold: No pencil is used more than once. Either the maroon or the yellow pencil is not used. The red pencil is used at some time before the green. The red pencil is used at some time before either the orange or the yellow, but not before both. The green pencil is used at some time before either the maroon or the white, but not before both.

Question: Which one of the following could be an accurate list of the pencils used, from first to fifth?
Options:
orange, green, red, maroon, yellow
red, green, orange, white, maroon
red, orange, maroon, white, green
white, red, orange, green, maroon
white, yellow, orange, green, red
Correct option (0-indexed): 3
Meena has six colored pencils—green, maroon, orange, red, white, and yellow. She sketches a drawing using exactly five of the six pencils, one pencil at a time. The following conditions must hold: No pencil is used more than once. Either the maroon or the yellow pencil is not used. The red pencil is used at some time before the green. The red pencil is used at some time before either the orange or the yellow, but not before both. The green pencil is used at some time before either the maroon or the white, but not before both.

Question: Which one of the following could be true?
Options:
The maroon pencil is used first, whereas the white is used second.
The white pencil is used first, whereas the green is used second.
The yellow pencil is used first, whereas the orange is used second.
The yellow pencil is used first, whereas the orange is used fourth.
The yellow pencil is used fourth, whereas the maroon is used fifth.
Correct option (0-indexed): 3
Meena has six colored pencils—green, maroon, orange, red, white, and yellow. She sketches a drawing using exactly five of the six pencils, one pencil at a time. The following conditions must hold: No pencil is used more than once. Either the maroon or the yellow pencil is not used. The red pencil is used at some time before the green. The red pencil is used at some time before either the orange or the yellow, but not before both. The green pencil is used at some time before either the maroon or the white, but not before both.

Question: Which one of the following CANNOT be the color of the fifth pencil used?
Options:
green
maroon
orange
white
yellow
Correct option (0-indexed): 0
Meena has six colored pencils—green, maroon, orange, red, white, and yellow. She sketches a drawing using exactly five of the six pencils, one pencil at a time. The following conditions must hold: No pencil is used more than once. Either the maroon or the yellow pencil is not used. The red pencil is used at some time before the green. The red pencil is used at some time before either the orange or the yellow, but not before both. The green pencil is used at some time before either the maroon or the white, but not before both.

Question: Which one of the following could be an accurate list of the pencils used, from first to fifth?
Options:
maroon, green, white, red, orange
maroon, red, green, white, yellow
red, green, orange, white, yellow
red, white, orange, green, maroon
white, red, maroon, green, orange
Correct option (0-indexed): 3
Meena has six colored pencils—green, maroon, orange, red, white, and yellow. She sketches a drawing using exactly five of the six pencils, one pencil at a time. The following conditions must hold: No pencil is used more than once. Either the maroon or the yellow pencil is not used. The red pencil is used at some time before the green. The red pencil is used at some time before either the orange or the yellow, but not before both. The green pencil is used at some time before either the maroon or the white, but not before both.

Question: Which one of the following CANNOT be the color of the third pencil used?
Options:
green
maroon
red
white
yellow
Correct option (0-indexed): 2
Meena has six colored pencils—green, maroon, orange, red, white, and yellow. She sketches a drawing using exactly five of the six pencils, one pencil at a time. The following conditions must hold: No pencil is used more than once. Either the maroon or the yellow pencil is not used. The red pencil is used at some time before the green. The red pencil is used at some time before either the orange or the yellow, but not before both. The green pencil is used at some time before either the maroon or the white, but not before both.

Question: Suppose that the condition that either the maroon or the yellow pencil is not used no longer holds. If all other conditions remain in effect, then which one of the following could be an accurate list of the pencils used, from first to fifth?
Options:
maroon, red, green, orange, yellow
maroon, yellow, red, green, white
orange, green, red, yellow, maroon
orange, red, maroon, green, white
white, red, green, maroon, yellow
Correct option (0-indexed): 4
A bird sanctuary contains birds of at least two of the following six kinds—kingfishers, mynas, peacocks, robins, sparrows, and woodpeckers. No other kinds of birds are in the sanctuary. The following conditions must hold: Woodpeckers are not in the sanctuary if mynas are. Peacocks are not in the sanctuary if robins are. Either robins or woodpeckers, but not both, are in the sanctuary. Woodpeckers are in the sanctuary if kingfishers, sparrows, or both are in the sanctuary

Question: Which one of the following could be a complete and accurate list of the kinds of birds in the sanctuary?
Options:
kingfishers, mynas
peacocks, woodpeckers
kingfishers, robins, sparrows
mynas, peacocks, robins
mynas, peacocks, sparrows
Correct option (0-indexed): 1
A bird sanctuary contains birds of at least two of the following six kinds—kingfishers, mynas, peacocks, robins, sparrows, and woodpeckers. No other kinds of birds are in the sanctuary. The following conditions must hold: Woodpeckers are not in the sanctuary if mynas are. Peacocks are not in the sanctuary if robins are. Either robins or woodpeckers, but not both, are in the sanctuary. Woodpeckers are in the sanctuary if kingfishers, sparrows, or both are in the sanctuary

Question: What is the maximum number of the kinds of birds that could be in the sanctuary?
Options:
two
three
four
five
six
Correct option (0-indexed): 2
A bird sanctuary contains birds of at least two of the following six kinds—kingfishers, mynas, peacocks, robins, sparrows, and woodpeckers. No other kinds of birds are in the sanctuary. The following conditions must hold: Woodpeckers are not in the sanctuary if mynas are. Peacocks are not in the sanctuary if robins are. Either robins or woodpeckers, but not both, are in the sanctuary. Woodpeckers are in the sanctuary if kingfishers, sparrows, or both are in the sanctuary

Question: If both kingfishers and sparrows are in the sanctuary, then each of the following could be true EXCEPT:
Options:
Exactly three kinds of birds are in the sanctuary.
Exactly four kinds of birds are in the sanctuary.
There are peacocks in the sanctuary.
There are robins in the sanctuary.
There are woodpeckers in the sanctuary
Correct option (0-indexed): 3
A bird sanctuary contains birds of at least two of the following six kinds—kingfishers, mynas, peacocks, robins, sparrows, and woodpeckers. No other kinds of birds are in the sanctuary. The following conditions must hold: Woodpeckers are not in the sanctuary if mynas are. Peacocks are not in the sanctuary if robins are. Either robins or woodpeckers, but not both, are in the sanctuary. Woodpeckers are in the sanctuary if kingfishers, sparrows, or both are in the sanctuary

Question: If there are no kingfishers in the sanctuary, then which one of the following must be true?
Options:
There are no sparrows in the sanctuary.
There are no woodpeckers in the sanctuary.
There are peacocks in the sanctuary.
At least three kinds of birds are in the sanctuary.
At most three kinds of birds are in the sanctuary
Correct option (0-indexed): 4
A bird sanctuary contains birds of at least two of the following six kinds—kingfishers, mynas, peacocks, robins, sparrows, and woodpeckers. No other kinds of birds are in the sanctuary. The following conditions must hold: Woodpeckers are not in the sanctuary if mynas are. Peacocks are not in the sanctuary if robins are. Either robins or woodpeckers, but not both, are in the sanctuary. Woodpeckers are in the sanctuary if kingfishers, sparrows, or both are in the sanctuary

Question: If there are no robins in the sanctuary, then which one of the following is a kind of bird that CANNOT be in the sanctuary?
Options:
kingfishers
mynas
peacocks
sparrows
woodpeckers
Correct option (0-indexed): 1
A bird sanctuary contains birds of at least two of the following six kinds—kingfishers, mynas, peacocks, robins, sparrows, and woodpeckers. No other kinds of birds are in the sanctuary. The following conditions must hold: Woodpeckers are not in the sanctuary if mynas are. Peacocks are not in the sanctuary if robins are. Either robins or woodpeckers, but not both, are in the sanctuary. Woodpeckers are in the sanctuary if kingfishers, sparrows, or both are in the sanctuary

Question: If peacocks are in the sanctuary, then which one of the following must be true?
Options:
Exactly two kinds of birds are in the sanctuary.
Exactly three kinds of birds are in the sanctuary.
Exactly four kinds of birds are in the sanctuary.
There are no kingfishers in the sanctuary.
There are no mynas in the sanctuary.
Correct option (0-indexed): 4
Last year, seven stores—Faroj's Appliances, Good Buy, Intelligent Office, LANs for Less, Networks Unlimited, Silicon Village, and Uptown Computing—each sold exactly 100, 200, 300, 400, or 500 computers, consistent with the following conditions: Good Buy sold exactly the same number of computers as Networks Unlimited did. Intelligent Office sold exactly the same number of computers as Uptown Computing did. Neither Faroj's Appliances nor Silicon Village sold exactly the same number of computers as any other store. LANs for Less sold more computers than Uptown Computing did. Intelligent Office sold more computers than Good Buy did.

Question: Which one of the following could be an accurate matching of the stores to the exact number of computers each sold last year?
Options:
Faroj's Appliances: 100; Good Buy: 200; Intelligent Office: 300; LANs for Less: 400; Networks Unlimited: 200; Silicon Village: 500; Uptown Computing: 300
Faroj's Appliances: 100; Good Buy: 200; Intelligent Office: 400; LANs for Less: 300; Networks Unlimited: 200; Silicon Village: 500; Uptown Computing: 400
Faroj's Appliances: 500; Good Buy: 200; Intelligent Office: 300; LANs for Less: 400; Networks Unlimited: 500; Silicon Village: 100; Uptown Computing: 300
Faroj's Appliances: 500; Good Buy: 300; Intelligent Office: 200; LANs for Less: 400; Networks Unlimited: 300; Silicon Village: 100; Uptown Computing: 200
Faroj's Appliances: 500; Good Buy: 300; Intelligent Office: 400; LANs for Less: 200; Networks Unlimited: 300; Silicon Village: 500; Uptown Computing: 100
Correct option (0-indexed): 0
Last year, seven stores—Faroj's Appliances, Good Buy, Intelligent Office, LANs for Less, Networks Unlimited, Silicon Village, and Uptown Computing—each sold exactly 100, 200, 300, 400, or 500 computers, consistent with the following conditions: Good Buy sold exactly the same number of computers as Networks Unlimited did. Intelligent Office sold exactly the same number of computers as Uptown Computing did. Neither Faroj's Appliances nor Silicon Village sold exactly the same number of computers as any other store. LANs for Less sold more computers than Uptown Computing did. Intelligent Office sold more computers than Good Buy did.

Question: Which one of the following stores CANNOT have sold exactly 400 computers last year?
Options:
Faroj's Appliances
Good Buy
Intelligent Office
Silicon Village
Uptown Computing
Correct option (0-indexed): 1
Last year, seven stores—Faroj's Appliances, Good Buy, Intelligent Office, LANs for Less, Networks Unlimited, Silicon Village, and Uptown Computing—each sold exactly 100, 200, 300, 400, or 500 computers, consistent with the following conditions: Good Buy sold exactly the same number of computers as Networks Unlimited did. Intelligent Office sold exactly the same number of computers as Uptown Computing did. Neither Faroj's Appliances nor Silicon Village sold exactly the same number of computers as any other store. LANs for Less sold more computers than Uptown Computing did. Intelligent Office sold more computers than Good Buy did.

Question: Which one of the following stores CANNOT have sold exactly 200 computers last year?
Options:
Faroj's Appliances
Good Buy
Intelligent Office
LANs for Less
Silicon Village
Correct option (0-indexed): 3
Last year, seven stores—Faroj's Appliances, Good Buy, Intelligent Office, LANs for Less, Networks Unlimited, Silicon Village, and Uptown Computing—each sold exactly 100, 200, 300, 400, or 500 computers, consistent with the following conditions: Good Buy sold exactly the same number of computers as Networks Unlimited did. Intelligent Office sold exactly the same number of computers as Uptown Computing did. Neither Faroj's Appliances nor Silicon Village sold exactly the same number of computers as any other store. LANs for Less sold more computers than Uptown Computing did. Intelligent Office sold more computers than Good Buy did.

Question: Which one of the following must be true?
Options:
Faroj's Appliances sold more computers last year than Good Buy did.
Intelligent Office sold more computers last year than Silicon Village did.
LANs for Less sold more computers last year than Faroj's Appliances did.
Silicon Village sold more computers last year than Good Buy did.
Uptown Computing sold more computers last year than Networks Unlimited did.
Correct option (0-indexed): 4
Arbutus College owns exactly four houses that it leases to faculty or students. Of these houses, no two are exactly the same distance from Arbutus's campus, and each house is either a student house (occupied entirely by students) or a faculty house (occupied entirely by faculty). The lease length for each house is one, two, or three semesters. The following conditions must hold: No student house has a three-semester lease. At least two houses each have longer leases than does the house closest to campus. Every student house (if there are any) is farther from campus than any faculty house (if there are any).

Question: Which one of the following could be a complete and accurate list of the leases of the student houses, ordered from the student house closest to campus to the student house farthest from campus?
Options:
one semester, one semester
two semesters, three semesters
one semester, two semesters, one semester
one semester, two semesters, two semesters, one semester
one semester, two semesters, three semesters, two semesters
Correct option (0-indexed): 3
Arbutus College owns exactly four houses that it leases to faculty or students. Of these houses, no two are exactly the same distance from Arbutus's campus, and each house is either a student house (occupied entirely by students) or a faculty house (occupied entirely by faculty). The lease length for each house is one, two, or three semesters. The following conditions must hold: No student house has a three-semester lease. At least two houses each have longer leases than does the house closest to campus. Every student house (if there are any) is farther from campus than any faculty house (if there are any).

Question: If the house farthest from campus has a lease longer than that of each of the other houses, then which one of the following could be true?
Options:
Each faculty house has a two-semester lease.
Exactly two houses each have a one-semester lease.
Exactly three houses each have a two-semester lease.
None of the houses has a one-semester lease.
None of the houses has a two-semester lease
Correct option (0-indexed): 1
Arbutus College owns exactly four houses that it leases to faculty or students. Of these houses, no two are exactly the same distance from Arbutus's campus, and each house is either a student house (occupied entirely by students) or a faculty house (occupied entirely by faculty). The lease length for each house is one, two, or three semesters. The following conditions must hold: No student house has a three-semester lease. At least two houses each have longer leases than does the house closest to campus. Every student house (if there are any) is farther from campus than any faculty house (if there are any).

Question: What is the maximum number of houses that could all be student houses with two-semester leases?
Options:
zero
one
two
three
four
Correct option (0-indexed): 3
Arbutus College owns exactly four houses that it leases to faculty or students. Of these houses, no two are exactly the same distance from Arbutus's campus, and each house is either a student house (occupied entirely by students) or a faculty house (occupied entirely by faculty). The lease length for each house is one, two, or three semesters. The following conditions must hold: No student house has a three-semester lease. At least two houses each have longer leases than does the house closest to campus. Every student house (if there are any) is farther from campus than any faculty house (if there are any).

Question: Which one of the following must be true of the two houses that are neither the house farthest from campus nor the house closest to campus?
Options:
At least one of them has a lease the same length as that of the house closest to campus.
At least one of them has a lease longer than that of the house closest to campus.
At least one of them has a lease shorter than three semesters.
Neither of them is a student house.
Both of them are student houses
Correct option (0-indexed): 1