prompt:
Execute Method C on:
"Some formally correct reasoning are not upright and open"

Rules:
A: Change quality and replace predicate with its contrary
B: Swap subject and predicate
C: Apply A then B

Output format: [[converted proposition]]

method: C

correct_answer: Some non-upright and open are formally correct reasoning


prompt:
Identify the conversion method used:
Original: "All true revolutionaries are not rational numbers"
Converted: "All rational numbers are not true revolutionaries"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]

correct_method: B


prompt:
Identify the conversion method used:
Original: "All formally correct reasoning are not tested by practice"
Converted: "All tested by practice are not formally correct reasoning"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]


prompt:
Execute Method A on:
"All natural numbers are patriots"

Rules:
A: Change quality and replace predicate with its contrary
B: Swap subject and predicate
C: Apply A then B

Output format: [[converted proposition]]

method: A

original_proposition: All natural numbers are patriots

correct_answer: All natural numbers are not non-patriots


prompt:
Identify the conversion method used:
Original: "All college students are not patriots"
Converted: "All patriots are not college students"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]

original_proposition: All college students are not patriots

converted_proposition: All patriots are not college students


prompt:
Identify the conversion method used:
Original: "All college students are not upright and open"
Converted: "Some non-upright and open are college students"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]

correct_method: C


prompt:
Identify the conversion method used:
Original: "Some natural numbers are rational numbers"
Converted: "Some rational numbers are natural numbers"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]


prompt:
Execute Method B on:
"All true revolutionaries are not upright and open"

Rules:
A: Change quality and replace predicate with its contrary
B: Swap subject and predicate
C: Apply A then B

Output format: [[converted proposition]]

method: B

correct_answer: All upright and open are not true revolutionaries


prompt:
Identify the conversion method used:
Original: "Some college students are rational numbers"
Converted: "Some rational numbers are college students"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]


prompt:
Identify the conversion method used:
Original: "Some natural numbers are rational numbers"
Converted: "Some natural numbers are not non-rational numbers"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]

correct_method: A


prompt:
Identify the conversion method used:
Original: "Some college students are tested by practice"
Converted: "Some college students are not non-tested by practice"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]


prompt:
Identify the conversion method used:
Original: "Some products are top-grade"
Converted: "Some products are not non-top-grade"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]

original_proposition: Some products are top-grade

converted_proposition: Some products are not non-top-grade


prompt:
Identify the conversion method used:
Original: "All natural numbers are not tested by practice"
Converted: "Some non-tested by practice are natural numbers"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]


prompt:
Identify the conversion method used:
Original: "Some products are not tested by practice"
Converted: "Some products are non-tested by practice"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]


prompt:
Execute Method A on:
"All true revolutionaries are upright and open"

Rules:
A: Change quality and replace predicate with its contrary
B: Swap subject and predicate
C: Apply A then B

Output format: [[converted proposition]]

correct_answer: All true revolutionaries are not non-upright and open


prompt:
Identify the conversion method used:
Original: "All formally correct reasoning are not patriots"
Converted: "All patriots are not formally correct reasoning"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]


prompt:
Execute Method C on:
"All true revolutionaries are not patriots"

Rules:
A: Change quality and replace predicate with its contrary
B: Swap subject and predicate
C: Apply A then B

Output format: [[converted proposition]]

correct_answer: Some non-patriots are true revolutionaries


prompt:
Identify the conversion method used:
Original: "Some natural numbers are not upright and open"
Converted: "Some natural numbers are non-upright and open"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]


prompt:
Execute Method B on:
"All natural numbers are not rational numbers"

Rules:
A: Change quality and replace predicate with its contrary
B: Swap subject and predicate
C: Apply A then B

Output format: [[converted proposition]]

correct_answer: All rational numbers are not natural numbers


prompt:
Execute Method C on:
"Some true revolutionaries are not upright and open"

Rules:
A: Change quality and replace predicate with its contrary
B: Swap subject and predicate
C: Apply A then B

Output format: [[converted proposition]]

correct_answer: Some non-upright and open are true revolutionaries


prompt:
Identify the conversion method used:
Original: "Some products are upright and open"
Converted: "Some products are not non-upright and open"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]

original_proposition: Some products are upright and open


prompt:
Execute Method B on:
"Some true revolutionaries are patriots"

Rules:
A: Change quality and replace predicate with its contrary
B: Swap subject and predicate
C: Apply A then B

Output format: [[converted proposition]]

original_proposition: Some true revolutionaries are patriots

correct_answer: Some patriots are true revolutionaries


prompt:
Identify the conversion method used:
Original: "Some natural numbers are upright and open"
Converted: "Some upright and open are natural numbers"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]


prompt:
Identify the conversion method used:
Original: "All true revolutionaries are not patriots"
Converted: "All true revolutionaries are non-patriots"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]


prompt:
Execute Method C on:
"All true revolutionaries are upright and open"

Rules:
A: Change quality and replace predicate with its contrary
B: Swap subject and predicate
C: Apply A then B

Output format: [[converted proposition]]

correct_answer: All non-upright and open are not true revolutionaries


prompt:
Execute Method C on:
"All true revolutionaries are not patriots"

Rules:
A: Change quality and replace predicate with its contrary
B: Swap subject and predicate
C: Apply A then B

Output format: [[converted proposition]]

correct_answer: Some non-patriots are true revolutionaries


prompt:
Identify the conversion method used:
Original: "Some college students are not upright and open"
Converted: "Some non-upright and open are college students"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]


prompt:
Identify the conversion method used:
Original: "All natural numbers are not tested by practice"
Converted: "All natural numbers are non-tested by practice"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]


prompt:
Identify the conversion method used:
Original: "Some natural numbers are not upright and open"
Converted: "Some non-upright and open are natural numbers"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]


prompt:
Identify the conversion method used:
Original: "Some natural numbers are tested by practice"
Converted: "Some tested by practice are natural numbers"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]


prompt:
Execute Method A on:
"All college students are not upright and open"

Rules:
A: Change quality and replace predicate with its contrary
B: Swap subject and predicate
C: Apply A then B

Output format: [[converted proposition]]

correct_answer: All college students are non-upright and open


prompt:
Identify the conversion method used:
Original: "All products are not upright and open"
Converted: "All upright and open are not products"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]

original_proposition: All products are not upright and open

converted_proposition: All upright and open are not products


prompt:
Execute Method C on:
"All formally correct reasoning are not patriots"

Rules:
A: Change quality and replace predicate with its contrary
B: Swap subject and predicate
C: Apply A then B

Output format: [[converted proposition]]

correct_answer: Some non-patriots are formally correct reasoning


prompt:
Identify the conversion method used:
Original: "All formally correct reasoning are not tested by practice"
Converted: "All tested by practice are not formally correct reasoning"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]


prompt:
Identify the conversion method used:
Original: "All natural numbers are not upright and open"
Converted: "All natural numbers are non-upright and open"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]


prompt:
Execute Method A on:
"All formally correct reasoning are not tested by practice"

Rules:
A: Change quality and replace predicate with its contrary
B: Swap subject and predicate
C: Apply A then B

Output format: [[converted proposition]]

correct_answer: All formally correct reasoning are non-tested by practice


prompt:
Identify the conversion method used:
Original: "All college students are patriots"
Converted: "All non-patriots are not college students"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]

original_proposition: All college students are patriots


prompt:
Identify the conversion method used:
Original: "Some products are upright and open"
Converted: "Some products are not non-upright and open"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]


prompt:
Execute Method B on:
"All natural numbers are not upright and open"

Rules:
A: Change quality and replace predicate with its contrary
B: Swap subject and predicate
C: Apply A then B

Output format: [[converted proposition]]

correct_answer: All upright and open are not natural numbers


prompt:
Identify the conversion method used:
Original: "Some college students are not rational numbers"
Converted: "Some college students are non-rational numbers"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]


prompt:
Identify the conversion method used:
Original: "All true revolutionaries are patriots"
Converted: "All non-patriots are not true revolutionaries"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]

original_proposition: All true revolutionaries are patriots


prompt:
Identify the conversion method used:
Original: "Some products are not top-grade"
Converted: "Some products are non-top-grade"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]

original_proposition: Some products are not top-grade

converted_proposition: Some products are non-top-grade


prompt:
Execute Method B on:
"Some formally correct reasoning are patriots"

Rules:
A: Change quality and replace predicate with its contrary
B: Swap subject and predicate
C: Apply A then B

Output format: [[converted proposition]]

correct_answer: Some patriots are formally correct reasoning


prompt:
Execute Method A on:
"Some true revolutionaries are not upright and open"

Rules:
A: Change quality and replace predicate with its contrary
B: Swap subject and predicate
C: Apply A then B

Output format: [[converted proposition]]

correct_answer: Some true revolutionaries are non-upright and open


prompt:
Execute Method B on:
"Some formally correct reasoning are tested by practice"

Rules:
A: Change quality and replace predicate with its contrary
B: Swap subject and predicate
C: Apply A then B

Output format: [[converted proposition]]

correct_answer: Some tested by practice are formally correct reasoning


prompt:
Execute Method B on:
"Some natural numbers are top-grade"

Rules:
A: Change quality and replace predicate with its contrary
B: Swap subject and predicate
C: Apply A then B

Output format: [[converted proposition]]

original_proposition: Some natural numbers are top-grade

correct_answer: Some top-grade are natural numbers


prompt:
Execute Method A on:
"All products are not tested by practice"

Rules:
A: Change quality and replace predicate with its contrary
B: Swap subject and predicate
C: Apply A then B

Output format: [[converted proposition]]

original_proposition: All products are not tested by practice

correct_answer: All products are non-tested by practice


prompt:
Execute Method B on:
"All formally correct reasoning are not tested by practice"

Rules:
A: Change quality and replace predicate with its contrary
B: Swap subject and predicate
C: Apply A then B

Output format: [[converted proposition]]

correct_answer: All tested by practice are not formally correct reasoning


prompt:
Identify the conversion method used:
Original: "All products are upright and open"
Converted: "All products are not non-upright and open"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]

original_proposition: All products are upright and open


prompt:
Execute Method C on:
"All true revolutionaries are top-grade"

Rules:
A: Change quality and replace predicate with its contrary
B: Swap subject and predicate
C: Apply A then B

Output format: [[converted proposition]]

original_proposition: All true revolutionaries are top-grade

correct_answer: All non-top-grade are not true revolutionaries


prompt:
Execute Method C on:
"All college students are not upright and open"

Rules:
A: Change quality and replace predicate with its contrary
B: Swap subject and predicate
C: Apply A then B

Output format: [[converted proposition]]

correct_answer: Some non-upright and open are college students


prompt:
Execute Method A on:
"All products are not top-grade"

Rules:
A: Change quality and replace predicate with its contrary
B: Swap subject and predicate
C: Apply A then B

Output format: [[converted proposition]]

original_proposition: All products are not top-grade

correct_answer: All products are non-top-grade


prompt:
Identify the conversion method used:
Original: "All natural numbers are rational numbers"
Converted: "All natural numbers are not non-rational numbers"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]


prompt:
Identify the conversion method used:
Original: "Some products are upright and open"
Converted: "Some upright and open are products"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]

converted_proposition: Some upright and open are products


prompt:
Identify the conversion method used:
Original: "Some natural numbers are not upright and open"
Converted: "Some non-upright and open are natural numbers"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]


prompt:
Identify the conversion method used:
Original: "Some true revolutionaries are upright and open"
Converted: "Some true revolutionaries are not non-upright and open"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]


prompt:
Execute Method B on:
"All products are not upright and open"

Rules:
A: Change quality and replace predicate with its contrary
B: Swap subject and predicate
C: Apply A then B

Output format: [[converted proposition]]

correct_answer: All upright and open are not products


prompt:
Identify the conversion method used:
Original: "All products are not rational numbers"
Converted: "All rational numbers are not products"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]

original_proposition: All products are not rational numbers

converted_proposition: All rational numbers are not products


prompt:
Execute Method B on:
"Some natural numbers are rational numbers"

Rules:
A: Change quality and replace predicate with its contrary
B: Swap subject and predicate
C: Apply A then B

Output format: [[converted proposition]]

correct_answer: Some rational numbers are natural numbers


prompt:
Identify the conversion method used:
Original: "Some true revolutionaries are tested by practice"
Converted: "Some tested by practice are true revolutionaries"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]


prompt:
Identify the conversion method used:
Original: "Some true revolutionaries are top-grade"
Converted: "Some true revolutionaries are not non-top-grade"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]

original_proposition: Some true revolutionaries are top-grade


prompt:
Identify the conversion method used:
Original: "Some formally correct reasoning are tested by practice"
Converted: "Some formally correct reasoning are not non-tested by practice"

Options:
A) Quality change + contrary predicate
B) Subject-predicate swap
C) Combine A and B methods

Answer format: [[METHOD]]


prompt:
Execute Method C on:
"All formally correct reasoning are upright and open"

Rules:
A: Change quality and replace predicate with its contrary
B: Swap subject and predicate
C: Apply A then B

Output format: [[converted proposition]]

correct_answer: All non-upright and open are not formally correct reasoning


prompt:
Execute Method B on:
"All natural numbers are not rational numbers"

Rules:
A: Change quality and replace predicate with its contrary
B: Swap subject and predicate
C: Apply A then B

Output format: [[converted proposition]]

correct_answer: All rational numbers are not natural numbers