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@@ -27,7 +27,7 @@ def get_omega():
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# Order of this element is 2^32
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omega = get_omega()
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-k = 3
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+k = 4
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n = 2^k
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omega = omega^(2^32 / n)
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assert omega^n == 1
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@@ -85,26 +85,40 @@ F_1_6, F_2_6, F_3_6, F_4_6 = 0, 0, 1, 0
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I_6 = 0
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# Row 7
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-# Empty row
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+# z = public z
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A_1_7, A_2_7, A_3_7, A_4_7 = var_z, 0, 0, 0
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F_1_7, F_2_7, F_3_7, F_4_7 = 0, 1, 0, 0
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I_7 = var_z
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-# Row 8
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-# Empty row
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-A_1_8, A_2_8, A_3_8, A_4_8 = 0, 0, 0, 0
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-F_1_8, F_2_8, F_3_8, F_4_8 = 0, 0, 0, 0
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-I_8 = 0
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-
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-A1 = [A_1_1, A_1_2, A_1_3, A_1_4, A_1_5, A_1_6, A_1_7, A_1_8]
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-A2 = [A_2_1, A_2_2, A_2_3, A_2_4, A_2_5, A_2_6, A_2_7, A_2_8]
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-A3 = [A_3_1, A_3_2, A_3_3, A_3_4, A_3_5, A_3_6, A_3_7, A_3_8]
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-A4 = [A_4_1, A_4_2, A_4_3, A_4_4, A_4_5, A_4_6, A_4_7, A_4_8]
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-F1 = [F_1_1, F_1_2, F_1_3, F_1_4, F_1_5, F_1_6, F_1_7, F_1_8]
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-F2 = [F_2_1, F_2_2, F_2_3, F_2_4, F_2_5, F_2_6, F_2_7, F_2_8]
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-F3 = [F_3_1, F_3_2, F_3_3, F_3_4, F_3_5, F_3_6, F_3_7, F_3_8]
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-F4 = [F_4_1, F_4_2, F_4_3, F_4_4, F_4_5, F_4_6, F_4_7, F_4_8]
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-I = [I_1, I_2, I_3, I_4, I_5, I_6, I_7, I_8]
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+A1 = [A_1_1, A_1_2, A_1_3, A_1_4, A_1_5, A_1_6, A_1_7]
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+A2 = [A_2_1, A_2_2, A_2_3, A_2_4, A_2_5, A_2_6, A_2_7]
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+A3 = [A_3_1, A_3_2, A_3_3, A_3_4, A_3_5, A_3_6, A_3_7]
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+A4 = [A_4_1, A_4_2, A_4_3, A_4_4, A_4_5, A_4_6, A_4_7]
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+F1 = [F_1_1, F_1_2, F_1_3, F_1_4, F_1_5, F_1_6, F_1_7]
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+F2 = [F_2_1, F_2_2, F_2_3, F_2_4, F_2_5, F_2_6, F_2_7]
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+F3 = [F_3_1, F_3_2, F_3_3, F_3_4, F_3_5, F_3_6, F_3_7]
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+F4 = [F_4_1, F_4_2, F_4_3, F_4_4, F_4_5, F_4_6, F_4_7]
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+I = [I_1, I_2, I_3, I_4, I_5, I_6, I_7]
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+
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+# There should be 5 unused blinding rows.
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+# see src/plonk/circuit.rs: fn blinding_factors(&self) -> usize;
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+# We have 9 so we are perfectly fine.
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+
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+# Add 9 empty rows
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+assert n - len(A1) == 9
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+for i in range(9):
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+ A1.append(K.random_element())
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+ A2.append(K.random_element())
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+ A3.append(K.random_element())
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+ A4.append(K.random_element())
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+ F1.append(0)
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+ F2.append(0)
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+ F3.append(0)
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+ F4.append(0)
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+ I.append(K.random_element())
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+
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+assert (len(A1) == len(A2) == len(A3) == len(A4) == len(F1) == len(F2)
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+ == len(F3) == len(F4) == len(I) == n)
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for A_1_i, A_2_i, A_3_i, A_4_i, F_1_i, F_2_i, F_3_i, F_4_i, I_i in zip(
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A1, A2, A3, A4, F1, F2, F3, F4, I):
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@@ -138,6 +152,13 @@ for i, (A_1_i, A_2_i, A_3_i, A_4_i, F_1_i, F_2_i, F_3_i, F_4_i, I_i) in \
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# beta, gamma
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+# A1: 1, 0, s, s, s, 0, z, -
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+# A2: -, -, s, x, x, sxy, -, -
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+# A3: -, -, 0, y, y, (1-s)(x+y), -, -
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+# A4: -, -, 0, sxy, (1-s)(x + y), z, -, -
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+# A5: -, -, -, -, -, -, z, -
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+permuted_indices_A1 = []
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+
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y = K.random_element()
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gate_0 = f_1_X * (a_1_X - 1)
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