Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

G#L := G#M + 5. K#I := 4. E#L := 5. I#I := 1. G#N := G#M. H#K := 5. G#M := E#L + K#I. G#J := E#L. L#J := G#N. L#J?

Question: L#J

Answer: 2


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

K#N := G#M - 6 * I#L. L#K := G#M / F#K - 6. L#O := 3. G#M := H#O * I#L. J#M := E#J. H#O := 3. F#K := L#O / I#L. I#L := 4. L#L := L#O / K#N. E#J := 2. L#L?

Question: L#L

Answer: 1


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

K#N := 2 / J#M. J#J := E#I + 2 - 5. E#I := E#L / G#M. G#M := 1. J#M := G#M / F#I. F#I := 2. K#I := K#N. K#L := F#I. E#L := 2. K#I?

Question: K#I

Answer: 4


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

K#J := 2 * I#L. I#L := 3. K#P := 6 - I#L * H#P. H#P := 4. H#K := I#L - H#P. H#L := H#P / K#J. K#L := H#K - K#P. G#N := K#P - K#J. G#P := K#L * G#N. G#P?

Question: G#P

Answer: 6


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

G#I := H#L * 5. H#L := 5 / F#K. G#O := H#K - L#N / F#K. L#L := G#O * H#L * F#K. J#M := H#L - L#N. I#J := F#K + G#I. H#K := 2. L#N := 2. F#K := 2. I#J?

Question: I#J

Answer: 4


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

K#J := 6 + F#L. F#L := 4 - K#N. L#O := J#I * 6. K#N := 3. J#M := K#N. J#I := J#M * J#O - K#N. J#O := 6. E#J := J#O * K#N. H#N := F#L / J#O * J#M. L#O?

Question: L#O

Answer: 6


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

E#K := 5. G#M := G#O. J#K := E#K. I#K := 1. G#O := 2. F#O := J#K. L#J := G#M - L#K. F#I := 3. L#K := 6 + F#J. F#J := G#O + E#K. L#J?

Question: L#J

Answer: 3


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

L#L := 1. G#J := L#N * J#L * G#N. E#P := 1. J#L := L#N. L#M := L#L. L#K := E#P * L#L. L#N := L#L + E#P. G#N := L#M - E#P + L#K. G#J?

Question: G#J

Answer: 4


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

J#N := 5 / L#P - 6. L#J := K#K + 6 - J#N. L#P := 6. G#K := J#N. G#P := G#K. J#K := 1. I#K := K#K. K#K := 2. H#K := J#N - I#K. G#P?

Question: G#P

Answer: 3


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

I#N := I#J - G#N. H#P := 6. I#J := L#I * H#P. G#K := L#I / G#N. L#I := 5. J#M := G#K * G#N. G#N := H#P / 5. J#M?

Question: J#M

Answer: 5


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

K#P := 3. H#K := 6. I#O := H#K * G#M. F#M := I#L. E#K := 3 + I#O. G#M := K#P / I#L - H#K. E#N := 6. I#L := 5. H#M := K#P - G#M. E#K?

Question: E#K

Answer: 0


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

E#N := L#L / F#N - 3. I#J := F#N + L#L. F#J := G#O. G#O := K#P + G#N. F#N := 5. I#P := E#N. G#N := 4. K#P := 5 + F#N. L#N := 2. H#M := K#P + E#N * F#N. L#L := 1. F#J?

Question: F#J

Answer: 0


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

I#O := 2. J#P := H#O. K#K := J#I * E#I + I#K. H#O := E#I. I#M := L#L / J#P - H#O. E#I := 3. L#L := J#I * H#O. J#I := I#O * E#I. I#K := I#O - E#I. I#M?

Question: I#M

Answer: 3


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

G#M := I#P. I#P := 5. G#K := 3. H#O := L#I + I#P. J#I := I#K / 5 / 6. L#I := 5. E#M := G#M - L#L. I#K := H#O. L#L := L#I + I#P. G#J := G#M. J#I?

Question: J#I

Answer: 5


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

I#M := K#N / H#J. K#L := 6 + F#J. K#N := 4. H#J := 4. I#O := J#O - 6. I#P := K#N. J#O := I#P + F#J. F#J := H#L + H#J + K#N. G#J := I#P * K#N * H#L. H#L := 1. I#O?

Question: I#O

Answer: 0


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

E#K := G#P / J#P. L#K := K#P / E#K. K#P := E#K. J#P := 1. E#M := 2. F#L := E#K. I#N := 3 - G#P. I#M := 6. G#P := 4. L#K?

Question: L#K

Answer: 1


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

G#P := 4 * F#K. L#J := 4 * K#L. F#K := K#L. E#K := K#L - F#K. K#L := 3. G#J := 3. H#I := 2. E#I := G#P * E#K - K#L. E#I?

Question: E#I

Answer: 4


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

E#K := 4. G#I := K#P. F#L := F#M - I#N. K#I := E#K * 6. L#P := 4 * K#I. E#J := 2. H#N := 6. F#M := 1. I#N := K#P * 2. K#P := H#N + 4. F#L?

Question: F#L

Answer: 2


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

I#N := 2 - I#K. F#N := 1. E#K := 3. H#L := 1. I#M := H#P / H#L + G#L. I#K := F#N. G#M := I#M. F#O := I#K. H#P := F#N / 6. G#L := 3. G#M?

Question: G#M

Answer: 2


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

J#L := 5. J#N := L#K. L#K := J#L - L#L. H#M := 4. E#N := 5. E#K := J#N / L#L / I#N. I#N := L#L - H#K. L#L := 4. H#K := E#N - H#M. E#K?

Question: E#K

Answer: 3


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

H#P := K#O + K#J. J#P := K#J + K#P. K#O := 2. G#N := K#O. L#K := H#P / K#M / K#J. K#M := 3 + K#J - L#J. L#J := 3. K#J := K#O + L#J. K#P := L#J. L#K?

Question: L#K

Answer: 0


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

J#L := J#O + 6 / F#M. G#L := J#O * L#P + F#M. L#I := 5. J#O := 5. I#N := F#K * 3. K#J := L#P. I#O := 1. F#K := J#O. F#M := 4. L#P := J#O / F#M. F#N := I#N - J#L. F#N?

Question: F#N

Answer: 0


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

K#P := 4 - K#L - J#L. I#M := 6. J#L := 2 * K#K. K#K := 4. K#L := J#L. E#L := I#M + K#K / J#L. G#L := 5 * K#K / 2. L#P := G#L. K#P?

Question: K#P

Answer: 2


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

H#O := E#L / J#K. J#K := 2. F#I := K#P. K#K := L#J. E#L := 4. L#J := 6. K#P := H#O. F#J := E#L + K#K. F#I?

Question: F#I

Answer: 2


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

K#P := H#I - H#K. F#J := I#N. E#I := 6. I#N := 3. F#K := 4 / I#M. I#M := K#P. E#J := H#I. H#I := 5. H#K := 2. I#K := E#J / 6. F#K?

Question: F#K

Answer: 6


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

F#N := J#K - E#P. G#N := L#J * 6. J#K := G#N * J#J / L#O. J#J := 1. F#I := L#J * L#O. K#P := 4. L#O := J#J * K#P. L#J := 3. E#P := E#L + L#O. E#L := 2. F#N?

Question: F#N

Answer: 2


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

F#L := 3. H#K := 4. F#O := 3. E#I := 6 - J#N. I#I := I#P. G#O := H#K / F#L. J#N := 3 - F#O. H#P := J#N / 5 - E#I. I#P := F#L. H#P?

Question: H#P

Answer: 1


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

J#O := 6 - K#N + G#O. G#O := 4 * G#M. G#M := 1. K#J := G#M - F#M. F#K := 4. H#L := 5. E#K := 3 - G#O / G#M. E#N := H#L + G#M. K#N := F#K * H#L. F#M := K#N - E#N. K#J?

Question: K#J

Answer: 1


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

I#L := L#K * J#M. K#J := I#L - H#N. J#L := J#I / I#L. J#M := 4. H#N := J#M * L#K. F#I := H#N + I#J. I#J := L#K - J#M. J#I := I#L * J#M. L#K := 4. J#L?

Question: J#L

Answer: 4


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

H#O := I#L. F#N := 4. L#O := F#O - 3 + L#J. I#L := 1. F#O := H#O. L#L := 1. G#J := K#K. J#M := H#O. K#K := 4 * L#L. L#J := 3. L#O?

Question: L#O

Answer: 1


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

G#O := 6. F#N := H#J * 3. H#J := G#J / E#O / 5. E#O := 3. E#L := G#N * H#J * F#N. G#N := I#I + E#O / H#J. G#K := G#O. I#I := G#J - 5. G#J := 6. E#L?

Question: E#L

Answer: 2


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

I#I := 4. F#P := L#O - H#I / E#O. J#P := 2. F#M := 3 * 4 * H#I. K#N := I#I + E#O * L#O. H#M := 1. H#I := L#O * H#M. L#O := 3. L#P := F#P. E#O := I#I. L#P?

Question: L#P

Answer: 0


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

G#K := J#N * K#P. K#P := K#K * J#P + H#J. J#L := L#P - 4. K#K := 5. J#P := K#K * J#N - H#J. J#N := 2. H#J := 3. L#P := H#J. G#K?

Question: G#K

Answer: 6


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

K#J := E#I * I#N. H#N := I#N. L#O := 5 + G#K / H#N. G#K := H#N. I#N := 1. E#I := I#N / J#I. I#I := E#I / 5. J#L := 2. J#I := 5. L#O?

Question: L#O

Answer: 6


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

L#P := I#I - J#O * E#L. I#I := 4. I#M := 2 - G#I. E#L := 4. L#J := J#N / 6. G#I := E#L * J#O * I#I. J#O := 2. J#N := E#L * G#I - L#P. E#K := I#I * J#O. L#J?

Question: L#J

Answer: 6


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

K#I := L#J + 3. G#P := 6. K#J := 4. F#P := G#P * L#J + 6. G#N := 2. K#O := F#J * G#L. F#J := 4 / 3 / K#I. G#L := F#P - G#K + K#I. G#K := G#N / 5. L#J := 2. K#O?

Question: K#O

Answer: 5


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

I#P := I#I / 4. F#I := 4. L#L := 3. J#I := 6. I#I := F#P - L#L + J#I. I#J := F#I * E#M. K#M := I#J. F#P := 5. J#P := F#P. E#M := J#I * L#L. K#M?

Question: K#M

Answer: 2


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

H#O := 5. F#I := G#I * 3. G#L := 1. J#P := H#O - F#P + 6. K#I := 2. G#P := E#M + G#I. L#I := 3. G#I := K#I. E#M := L#I. F#P := E#M / L#I. J#P?

Question: J#P

Answer: 3


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

E#I := L#I + K#J. G#I := 3. K#O := F#K / G#I - 4. F#K := 6. L#I := G#I / F#K. J#P := I#K + L#I. K#J := G#I - 3 - F#K. I#K := K#J / K#O. H#N := L#I * K#O. J#P?

Question: J#P

Answer: 0


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

L#M := F#M - E#J. H#M := 5. J#N := I#I * F#K. G#J := 4 + F#M. F#M := 6 * E#K / I#I. F#N := I#I + L#K. E#K := 6. L#K := 5. E#J := L#K - I#I - H#M. F#K := F#N - F#M / 2. I#I := 2. J#N?

Question: J#N

Answer: 3


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

E#I := G#P - I#N. L#K := I#N * E#M. G#P := E#M. K#I := E#M * L#P. I#N := 1. E#M := 1. L#M := I#N - E#M. L#P := L#K. K#I?

Question: K#I

Answer: 1


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

G#J := J#K + I#J. E#J := 1. G#N := G#J. K#N := G#N / 3. J#K := 3. I#J := 3. L#P := E#J * 5. G#M := L#P + I#J. K#N?

Question: K#N

Answer: 2


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

E#L := F#N + I#J + K#N. I#M := 3 / G#P. K#N := 3. I#J := K#P - 6. G#P := F#N + 2 - 4. K#P := K#N. F#N := 5. E#L?

Question: E#L

Answer: 5


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

L#K := 2. E#P := 2. L#O := E#P / L#K * K#M. F#K := E#M / 5 / 5. E#M := H#K - L#K. E#K := E#M + L#O + K#M. K#M := 4. K#I := F#K - E#P / L#K. H#K := 3. K#I?

Question: K#I

Answer: 0


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

H#N := 4. G#I := 6. K#K := H#P + H#N / G#I. F#M := G#I + H#P. H#P := 3. G#J := K#J. K#J := G#I - H#N. I#L := 5 / K#J. L#M := G#I / F#M * K#K. E#N := 6 + G#J. E#N?

Question: E#N

Answer: 1


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

K#L := 3. H#O := K#O. H#P := J#L + K#L. G#L := 4. K#K := K#O. H#L := 4. J#L := 3 - E#I + 4. E#I := G#L / K#L. K#O := G#L / H#L. F#L := 4. I#P := G#L / 2 + K#L. H#P?

Question: H#P

Answer: 4


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

J#K := E#O * 2 - 6. E#K := H#L / 4 * L#P. H#L := 6. E#O := E#P - L#P. E#P := H#L + L#P. L#P := 1. G#I := E#P - E#K. J#K?

Question: J#K

Answer: 6


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

F#J := F#M. H#M := 6. H#O := 4. E#J := E#K - H#O * 3. L#M := 6 / E#K / F#M. G#O := H#M + E#J. H#I := F#J. F#M := 2. L#I := G#O. E#K := 6. L#I?

Question: L#I

Answer: 5


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

K#J := E#M. G#P := H#N + G#I. H#N := E#M. E#J := 1. G#I := E#M. J#P := 6. E#M := E#J / J#P / 5. J#L := E#J. G#P?

Question: G#P

Answer: 1


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

K#L := J#I / I#N. F#L := 5. K#O := K#L * J#I. I#L := J#K + F#L. J#I := J#K - F#L. J#K := 6. F#J := J#I + F#L / I#L. I#N := J#K * F#L. G#P := J#I + I#L. K#O?

Question: K#O

Answer: 4


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

K#I := I#N * F#J. L#L := 1. F#I := E#O - L#L. J#O := F#I. E#O := 6. E#P := F#J / E#O. I#N := E#P. K#P := F#I + F#J. F#J := 6. K#I?

Question: K#I

Answer: 6


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

F#L := 2 - L#I. L#J := 3. L#I := L#J / G#I. G#I := 3. E#O := 3 - J#K. J#K := L#J / G#I. K#L := F#L. L#L := G#I. H#P := L#J - L#L. K#L?

Question: K#L

Answer: 1


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

F#O := H#N + I#P. K#M := 4. F#J := 4. H#M := J#K - E#P + K#M. E#P := F#J - K#M. I#P := H#N * K#M. H#N := 2. G#K := G#P / H#N. J#K := G#P * H#N. G#P := H#N. H#M?

Question: H#M

Answer: 1


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

L#J := G#P + E#N. H#N := H#I / G#P. J#L := L#J / 2. I#M := F#J. F#J := H#N / J#M - G#P. J#M := 6. K#I := H#I + H#N + L#J. H#I := 5. E#N := 3. G#P := 4. I#M?

Question: I#M

Answer: 0


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

F#K := G#I. G#L := 6. E#M := G#L * H#J. E#N := G#L * E#M. E#P := L#P * H#J / 4. L#P := G#I. G#I := H#J / G#L. H#J := 5. E#P?

Question: E#P

Answer: 6


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

G#J := 6. H#L := 3. L#K := J#M. K#K := H#L - G#J. H#M := H#N / G#J / K#K. H#N := 5 + G#J. J#M := K#K / H#N. L#K?

Question: L#K

Answer: 1


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

L#I := 3 / I#J - 5. E#P := 5. E#O := I#I / H#K. I#J := I#I * J#N. J#N := E#P. I#I := E#P - 4 + H#K. H#K := 3. L#I?

Question: L#I

Answer: 6


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

I#I := 4 + I#N. E#P := L#N + K#O. G#N := E#O. L#N := 6. I#N := 4. K#O := E#O. E#O := 3 * I#N. E#P?

Question: E#P

Answer: 4


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

H#J := K#P / E#O + I#O. K#L := E#O. F#J := K#P. I#O := 5. H#M := I#O * K#L. K#P := I#O * E#O. F#M := F#J / H#J / H#M. E#O := 6. F#M?

Question: F#M

Answer: 5


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

I#O := F#M / L#O + 4. I#J := L#O. F#M := 2. J#K := 5. E#O := 6. I#N := E#O * I#O. L#O := F#M + K#I / E#O. L#J := L#O + I#I. I#I := 4 + K#I. K#I := 2. I#N?

Question: I#N

Answer: 0


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

E#O := G#O / 4. K#M := H#K + L#K. G#O := K#I + K#M. H#K := 6. L#K := 3. I#K := H#K / L#K - 3. K#I := H#K * L#K. K#O := K#I + I#K. E#O?

Question: E#O

Answer: 5


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

G#O := K#L. E#K := 6. E#O := G#O. L#I := K#L * E#K. J#K := I#L * 6. K#L := E#K + I#L. I#L := 1. I#P := 2. E#O?

Question: E#O

Answer: 0


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

L#N := 4. E#O := 4. H#I := G#N * G#O. L#K := G#N / J#J. E#J := J#J + L#N + G#O. E#P := L#K. G#K := 6. J#J := 2. G#O := L#N + E#O. G#N := 4 + L#N. E#P?

Question: E#P

Answer: 4


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

I#M := H#L - J#N / G#J. H#L := 4. H#K := J#N. J#N := 5 + G#J * 6. L#L := G#M. F#N := G#M. G#J := 5. I#I := I#M. G#M := 2. L#O := L#L + J#N. I#I?

Question: I#I

Answer: 0


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

K#O := E#K * G#L. H#J := G#J + E#K. E#K := 3. K#K := 5. G#L := K#K. G#J := E#K. F#M := K#K. J#K := G#J / 5. G#O := K#O - H#J. G#O?

Question: G#O

Answer: 2


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

I#L := F#J. F#M := 4. J#L := 3. L#N := F#P. J#J := 6 - I#L. L#O := F#J / K#J. F#P := F#M - 5. K#J := 4. K#L := 2. F#J := 4 + 6 + K#J. J#J?

Question: J#J

Answer: 6


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

K#M := J#I. K#K := L#P + J#I. H#M := K#K. K#J := J#I. J#I := K#L. E#L := 6. L#P := K#L / E#I - E#L. E#I := 4. G#L := 6. K#L := 2. H#M?

Question: H#M

Answer: 0


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

G#J := H#N. G#O := 5. J#K := G#I / G#N. H#M := 4. J#O := 4. G#I := G#O * G#N - H#N. G#N := J#O. H#N := J#O + 2 - H#M. J#K?

Question: J#K

Answer: 1


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

G#J := J#M. J#I := 4. E#M := I#P * 5. F#J := J#I + F#O. I#P := 5 * J#I + F#O. L#O := J#I - E#N. E#N := 2. J#M := E#N * G#L * L#O. F#O := 4. G#L := 2. G#J?

Question: G#J

Answer: 1


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

J#O := 2. E#K := 6. I#I := H#I + G#I. J#M := G#I - I#I * H#I. H#M := 4. H#I := H#M. G#I := E#K / J#O. K#N := E#K. E#I := H#I / H#M. J#M?

Question: J#M

Answer: 5


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

J#O := 3 / J#K * H#P. H#P := 2. E#I := H#P. J#L := J#K / E#I / 5. L#J := 4. E#J := E#I + H#P. F#P := J#O * K#I. K#I := L#J - H#P / 6. J#K := H#P / L#J. F#P?

Question: F#P

Answer: 4


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

I#O := E#I - L#L. I#P := K#O - L#P. G#L := L#J / L#P. H#N := 6. E#I := L#J / L#P. L#J := L#P / K#O + H#N. L#P := 4. L#L := I#P. K#O := 3. I#O?

Question: I#O

Answer: 4


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

L#L := J#I / K#N. F#P := E#M. I#M := 4 / F#P. K#J := E#M. K#N := 3 * K#I + K#J. J#I := K#J. K#I := 2. E#M := 5. E#K := E#M * K#I. L#L?

Question: L#L

Answer: 3


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

J#P := 2 * I#K. F#P := 1. G#L := 4. K#O := G#L. G#M := K#O + J#J. G#O := J#J - K#O. I#K := J#O + J#J. J#J := 2 / 5 * J#O. J#O := 2. L#I := 3. J#P?

Question: J#P

Answer: 0


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

F#N := F#I / F#L. F#L := F#I / 5. H#M := I#O. F#I := 2. I#O := F#J. J#K := 3. I#K := 5. F#J := J#K. E#M := 5 / J#K - F#I. H#M?

Question: H#M

Answer: 3


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

E#N := F#O / L#I. L#I := I#K. E#J := 4. F#O := E#J. G#J := I#N. I#N := I#K * F#O * E#J. I#K := 1. G#J?

Question: G#J

Answer: 2


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

F#P := 5 * G#P. E#L := 1. F#M := 5. J#K := K#L + G#P * 6. K#L := 4 - F#M. L#P := J#K. G#L := K#L. G#P := F#M * E#L / 5. G#O := F#M. L#P?

Question: L#P

Answer: 0


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

L#I := F#M. G#P := G#J * 2. I#J := 6. F#M := 5 * I#J. H#N := 3. F#K := 3 - I#N. G#J := H#N. I#N := I#J - H#N. L#L := G#P / G#J. L#L?

Question: L#L

Answer: 2


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

H#P := 5. F#K := 4. G#P := 3 - J#P. F#P := E#P * 3. J#P := 2 - F#K. F#O := F#N * F#K. E#P := F#N * I#K + I#O. H#N := 4. I#K := 2. F#N := H#N + F#K + 4. I#O := 3 * I#K. F#P?

Question: F#P

Answer: 6


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

G#N := I#L - G#O. H#O := K#K. L#I := G#K / I#L. I#L := 3. E#K := I#L + G#O. G#K := G#O / I#L. G#O := 4. K#K := G#K / I#L. H#O?

Question: H#O

Answer: 2


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

K#M := 3 * G#I. E#J := K#M + 6 / L#J. L#J := E#O + K#L. E#O := E#I - K#L. E#I := 3. L#K := E#O - 4. H#J := L#O * K#L. L#O := 2. G#I := E#I. K#L := 2. E#J?

Question: E#J

Answer: 5


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

G#P := 6. F#P := 4. G#I := F#P. F#I := G#I + L#O. J#L := F#P / G#I. H#O := 5. E#M := G#P + F#P / 6. L#O := G#I - G#P. E#P := F#P * E#M. L#M := 5. F#I?

Question: F#I

Answer: 2


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

I#N := 6 / J#M. J#J := H#I * G#L + H#J. H#I := 2. J#I := 1. I#J := 3 * E#K. J#M := H#I / K#N + J#J. G#L := 2. K#N := G#L. H#L := K#N. E#K := H#I * J#I. H#J := 1. I#N?

Question: I#N

Answer: 1


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

I#J := K#I * H#J. L#K := 2 / 4 - G#N. G#N := 4. K#I := H#N / J#M. H#K := F#O * J#M + G#N. H#N := 1. J#M := 3. H#J := H#N + H#K. F#O := 1. K#P := H#N - L#K. I#J?

Question: I#J

Answer: 5


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

L#J := 5 / K#P. H#P := 5. I#N := F#M. F#M := H#P / K#P. L#M := F#M * E#P - 5. K#P := 4. E#P := F#M - L#J * K#P. L#M?

Question: L#M

Answer: 2


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

F#P := F#O. I#P := 5 + J#K / H#L. I#M := H#M. F#O := H#I + H#L. J#L := I#M / G#N + H#L. H#M := H#L * H#I. H#L := 5. H#I := 5. J#K := 5. G#N := H#M - I#P. J#L?

Question: J#L

Answer: 0


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

J#J := 4. J#N := 6. F#M := 4 + J#N / E#I. F#N := J#J. H#L := G#M. F#P := 2 + E#I. E#I := J#J * 4. G#J := 4. G#M := J#N * G#J. K#J := F#M. K#J?

Question: K#J

Answer: 5


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

J#I := I#L + K#O - L#L. L#L := 6. K#L := 3. K#O := K#L - L#L. H#P := L#L * H#I. G#I := K#L / H#P. H#I := 3 / K#L. I#L := 4. G#I?

Question: G#I

Answer: 4


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

F#J := 6. F#K := 2. E#M := 3. J#O := F#K / F#J + E#M. I#J := J#O / E#M. J#L := E#M. F#M := J#O / E#M. L#J := H#K + J#L. H#K := J#O + F#J. L#N := E#M * F#K. L#J?

Question: L#J

Answer: 3


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

J#I := 3 - E#K. E#L := J#I. H#M := 2. E#K := 4. H#O := I#M. K#O := 6. L#J := I#M - K#O. I#M := 2 + H#P. F#L := E#L / H#O. H#P := 4. F#L?

Question: F#L

Answer: 1


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

H#J := 1. F#M := 5. E#M := 4. I#M := E#M. I#L := E#M + F#M / H#J. H#N := F#M * E#M. H#L := F#M / H#N * 3. K#M := H#L / J#L. J#L := H#N - F#M. K#M?

Question: K#M

Answer: 6


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

L#I := 1. G#O := J#N + L#I. K#L := 5 + L#I. J#P := E#L / L#I - 2. J#N := 5. J#I := K#J / J#N. E#L := 4 / K#L. K#J := L#I * J#N. J#P?

Question: J#P

Answer: 1


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

I#K := 1. G#J := I#K / G#P - J#M. G#P := 4. H#M := G#P * J#M. J#J := H#M. H#N := J#J. K#M := G#J * G#P. J#M := 6. H#N?

Question: H#N

Answer: 3


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

I#I := H#J - H#M + H#K. H#M := 3. J#M := 3. H#K := 2 * H#M. K#K := H#K * H#M. H#J := J#M + L#N. K#P := K#K / J#M. L#N := 3. K#P?

Question: K#P

Answer: 6


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

F#N := 1. F#I := J#K / E#I. L#K := E#I * F#N. H#J := J#P - 4. E#M := 3. I#N := L#K * F#I * L#O. J#K := I#P - E#M. J#P := F#N. E#I := 2. I#P := 2. L#O := L#K - E#I. I#N?

Question: I#N

Answer: 0


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

H#N := 1. I#J := H#K - H#P. G#J := F#I + I#I. H#K := 3. H#P := 3. G#I := H#N - H#K. E#L := 6. F#I := H#P + L#M. L#M := E#L * H#K. I#I := I#J * E#L. G#J?

Question: G#J

Answer: 0


Question:
Operator definitions (evaluate strictly left to right, all results mod 7):  a + b = (a + b) mod 7  a - b = (a - b) mod 7  a * b = (a × b) mod 7  a / b = (a × b⁻¹) mod 7   [b≠0].

H#K := 3. H#J := G#M. L#O := G#J + H#J * 2. G#M := 3. G#J := H#K. L#L := H#K. K#I := L#L * 5. K#O := G#M + L#O. K#O?

Question: K#O

Answer: 1