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Copy pathtestFp6ArithBN254.zkasm
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testFp6ArithBN254.zkasm
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; constants needed by executor C++
CONST %N = 2**19
CONST %MAX_CNT_STEPS_LIMIT = %N
CONST %MAX_CNT_ARITH_LIMIT = %N
CONST %MAX_CNT_BINARY_LIMIT = %N
CONST %MAX_CNT_MEM_ALIGN_LIMIT = %N
CONST %MAX_CNT_KECCAK_F_LIMIT = %N
CONST %MAX_CNT_PADDING_PG_LIMIT = %N
CONST %MAX_CNT_POSEIDON_G_LIMIT = %N
CONSTL %BN254_P = 21888242871839275222246405745257275088696311157297823662689037894645226208583n
VAR GLOBAL test
VAR GLOBAL lastHashKId
VAR GLOBAL lastHashPId
VAR GLOBAL initial_A
VAR GLOBAL initial_B
VAR GLOBAL initial_C
VAR GLOBAL initial_D
VAR GLOBAL initial_E
VAR GLOBAL initial_CTX
VAR GLOBAL initial_SP
VAR GLOBAL initial_PC
VAR GLOBAL initial_GAS
VAR GLOBAL initial_SR
VAR GLOBAL initial_RR
VAR GLOBAL initial_HASHPOS
VAR GLOBAL initial_RCX
start:
STEP => A
0 :ASSERT
A :MSTORE(initial_A)
B :MSTORE(initial_B)
C :MSTORE(initial_C)
D :MSTORE(initial_D)
E :MSTORE(initial_E)
CTX :MSTORE(initial_CTX)
SP :MSTORE(initial_SP)
PC :MSTORE(initial_PC)
GAS :MSTORE(initial_GAS)
SR :MSTORE(initial_SR)
RR :MSTORE(initial_RR)
HASHPOS :MSTORE(initial_HASHPOS)
RCX :MSTORE(initial_RCX)
0 => A,B,C,D,E,CTX, SP, PC, GAS, SR, RR, HASHPOS, RCX
-1 :MSTORE(lastHashKId)
-1 :MSTORE(lastHashPId)
; 1] Addition
10n :MSTORE(addFp6BN254_a1_x)
2n :MSTORE(addFp6BN254_a1_y)
5n :MSTORE(addFp6BN254_a2_x)
13n :MSTORE(addFp6BN254_a2_y)
7n :MSTORE(addFp6BN254_a3_x)
5n :MSTORE(addFp6BN254_a3_y)
9n :MSTORE(addFp6BN254_b1_x)
1n :MSTORE(addFp6BN254_b1_y)
1n :MSTORE(addFp6BN254_b2_x)
2n :MSTORE(addFp6BN254_b2_y)
14n :MSTORE(addFp6BN254_b3_x)
3n :MSTORE(addFp6BN254_b3_y)
:CALL(addFp6BN254)
19n :MLOAD(addFp6BN254_c1_x)
3n :MLOAD(addFp6BN254_c1_y)
6n :MLOAD(addFp6BN254_c2_x)
15n :MLOAD(addFp6BN254_c2_y)
21n :MLOAD(addFp6BN254_c3_x)
8n :MLOAD(addFp6BN254_c3_y)
; 2] Subtraction
10n :MSTORE(subFp6BN254_a1_x)
2n :MSTORE(subFp6BN254_a1_y)
5n :MSTORE(subFp6BN254_a2_x)
13n :MSTORE(subFp6BN254_a2_y)
7n :MSTORE(subFp6BN254_a3_x)
5n :MSTORE(subFp6BN254_a3_y)
9n :MSTORE(subFp6BN254_b1_x)
1n :MSTORE(subFp6BN254_b1_y)
1n :MSTORE(subFp6BN254_b2_x)
2n :MSTORE(subFp6BN254_b2_y)
14n :MSTORE(subFp6BN254_b3_x)
3n :MSTORE(subFp6BN254_b3_y)
:CALL(subFp6BN254)
1n :MLOAD(subFp6BN254_c1_x)
1n :MLOAD(subFp6BN254_c1_y)
4n :MLOAD(subFp6BN254_c2_x)
11n :MLOAD(subFp6BN254_c2_y)
21888242871839275222246405745257275088696311157297823662689037894645226208576n :MLOAD(subFp6BN254_c3_x)
2n :MLOAD(subFp6BN254_c3_y)
; 3] Multiplication
10n :MSTORE(mulFp6BN254_a1_x)
2n :MSTORE(mulFp6BN254_a1_y)
5n :MSTORE(mulFp6BN254_a2_x)
13n :MSTORE(mulFp6BN254_a2_y)
7n :MSTORE(mulFp6BN254_a3_x)
5n :MSTORE(mulFp6BN254_a3_y)
9n :MSTORE(mulFp6BN254_b1_x)
1n :MSTORE(mulFp6BN254_b1_y)
1n :MSTORE(mulFp6BN254_b2_x)
2n :MSTORE(mulFp6BN254_b2_y)
14n :MSTORE(mulFp6BN254_b3_x)
2n :MSTORE(mulFp6BN254_b3_y)
:CALL(mulFp6BN254)
246n :MLOAD(mulFp6BN254_c1_x)
1968n :MLOAD(mulFp6BN254_c1_y)
746n :MLOAD(mulFp6BN254_c2_x)
988n :MLOAD(mulFp6BN254_c2_y)
173n :MLOAD(mulFp6BN254_c3_x)
123n :MLOAD(mulFp6BN254_c3_y)
; 4] Square
10n :MSTORE(squareFp6BN254_a1_x)
2n :MSTORE(squareFp6BN254_a1_y)
5n :MSTORE(squareFp6BN254_a2_x)
13n :MSTORE(squareFp6BN254_a2_y)
7n :MSTORE(squareFp6BN254_a3_x)
5n :MSTORE(squareFp6BN254_a3_y)
:CALL(squareFp6BN254)
21888242871839275222246405745257275088696311157297823662689037894645226207907n :MLOAD(squareFp6BN254_c1_x)
2068n :MLOAD(squareFp6BN254_c1_y)
194n :MLOAD(squareFp6BN254_c2_x)
934n :MLOAD(squareFp6BN254_c2_y)
21888242871839275222246405745257275088696311157297823662689037894645226208559n :MLOAD(squareFp6BN254_c3_x)
258n :MLOAD(squareFp6BN254_c3_y)
; 5] Inverse
0n :MSTORE(inverseFp6BN254_a1_x)
0n :MSTORE(inverseFp6BN254_a1_y)
0n :MSTORE(inverseFp6BN254_a2_x)
0n :MSTORE(inverseFp6BN254_a2_y)
0n :MSTORE(inverseFp6BN254_a3_x)
0n :MSTORE(inverseFp6BN254_a3_y)
:CALL(inverseFp6BN254)
0n :MLOAD(inverseFp6BN254_c1_x)
0n :MLOAD(inverseFp6BN254_c1_y)
0n :MLOAD(inverseFp6BN254_c2_x)
0n :MLOAD(inverseFp6BN254_c2_y)
0n :MLOAD(inverseFp6BN254_c3_x)
0n :MLOAD(inverseFp6BN254_c3_y)
10n :MSTORE(inverseFp6BN254_a1_x)
2n :MSTORE(inverseFp6BN254_a1_y)
5n :MSTORE(inverseFp6BN254_a2_x)
13n :MSTORE(inverseFp6BN254_a2_y)
7n :MSTORE(inverseFp6BN254_a3_x)
5n :MSTORE(inverseFp6BN254_a3_y)
:CALL(inverseFp6BN254)
5783650677754332851980206846879135451516056759867773021970105892178521520613n :MLOAD(inverseFp6BN254_c1_x)
18013759458838322471361728283975517938597408816356047328991338914305007310576n :MLOAD(inverseFp6BN254_c1_y)
18110874882414180653560035658613063208901925857749522062575191314371766555250n :MLOAD(inverseFp6BN254_c2_x)
17807280852945820517699726487578389146070561376290295053174148308721316478672n :MLOAD(inverseFp6BN254_c2_y)
14149695447230733832672344969363233706238986964811686150151922078523920094032n :MLOAD(inverseFp6BN254_c3_x)
8319081930844559069109603696113388970848243877139140810016204850690606105497n :MLOAD(inverseFp6BN254_c3_y)
; 6] Sparse Multiplication A
10n :MSTORE(sparseMulAFp6BN254_a1_x)
2n :MSTORE(sparseMulAFp6BN254_a1_y)
5n :MSTORE(sparseMulAFp6BN254_a2_x)
13n :MSTORE(sparseMulAFp6BN254_a2_y)
7n :MSTORE(sparseMulAFp6BN254_a3_x)
5n :MSTORE(sparseMulAFp6BN254_a3_y)
5n :MSTORE(sparseMulAFp6BN254_b2_x)
78n :MSTORE(sparseMulAFp6BN254_b2_y)
:CALL(sparseMulAFp6BN254)
21888242871839275222246405745257275088696311157297823662689037894645226204817n :MLOAD(sparseMulAFp6BN254_c1_x)
4784n :MLOAD(sparseMulAFp6BN254_c1_y)
21888242871839275222246405745257275088696311157297823662689037894645226208477n :MLOAD(sparseMulAFp6BN254_c2_x)
790n :MLOAD(sparseMulAFp6BN254_c2_y)
21888242871839275222246405745257275088696311157297823662689037894645226207594n :MLOAD(sparseMulAFp6BN254_c3_x)
455n :MLOAD(sparseMulAFp6BN254_c3_y)
; 7] Sparse Multiplication B
10n :MSTORE(sparseMulBFp6BN254_a1_x)
2n :MSTORE(sparseMulBFp6BN254_a1_y)
5n :MSTORE(sparseMulBFp6BN254_a2_x)
13n :MSTORE(sparseMulBFp6BN254_a2_y)
7n :MSTORE(sparseMulBFp6BN254_a3_x)
5n :MSTORE(sparseMulBFp6BN254_a3_y)
3n :MSTORE(sparseMulBFp6BN254_b2_x)
100n :MSTORE(sparseMulBFp6BN254_b2_y)
17n :MSTORE(sparseMulBFp6BN254_b3_x)
8n :MSTORE(sparseMulBFp6BN254_b3_y)
:CALL(sparseMulBFp6BN254)
21888242871839275222246405745257275088696311157297823662689037894645226203125n :MLOAD(sparseMulBFp6BN254_c1_x)
8286n :MLOAD(sparseMulBFp6BN254_c1_y)
400n :MLOAD(sparseMulBFp6BN254_c2_x)
2354n :MLOAD(sparseMulBFp6BN254_c2_y)
21888242871839275222246405745257275088696311157297823662689037894645226207452n :MLOAD(sparseMulBFp6BN254_c3_x)
653n :MLOAD(sparseMulBFp6BN254_c3_y)
; 8] Sparse Multiplication C
10n :MSTORE(sparseMulCFp6BN254_a1_x)
2n :MSTORE(sparseMulCFp6BN254_a1_y)
5n :MSTORE(sparseMulCFp6BN254_a2_x)
13n :MSTORE(sparseMulCFp6BN254_a2_y)
7n :MSTORE(sparseMulCFp6BN254_a3_x)
5n :MSTORE(sparseMulCFp6BN254_a3_y)
3n :MSTORE(sparseMulCFp6BN254_b1_x)
100n :MSTORE(sparseMulCFp6BN254_b1_y)
17n :MSTORE(sparseMulCFp6BN254_b3_x)
8n :MSTORE(sparseMulCFp6BN254_b3_y)
:CALL(sparseMulCFp6BN254)
21888242871839275222246405745257275088696311157297823662689037894645226207981n :MLOAD(sparseMulCFp6BN254_c1_x)
3336n :MLOAD(sparseMulCFp6BN254_c1_y)
21888242871839275222246405745257275088696311157297823662689037894645226207868n :MLOAD(sparseMulCFp6BN254_c2_x)
1887n :MLOAD(sparseMulCFp6BN254_c2_y)
21888242871839275222246405745257275088696311157297823662689037894645226208258n :MLOAD(sparseMulCFp6BN254_c3_x)
829n :MLOAD(sparseMulCFp6BN254_c3_y)
end:
$ => A :MLOAD(initial_A)
$ => B :MLOAD(initial_B)
$ => C :MLOAD(initial_C)
$ => D :MLOAD(initial_D)
$ => E :MLOAD(initial_E)
$ => CTX :MLOAD(initial_CTX)
$ => SP :MLOAD(initial_SP)
$ => PC :MLOAD(initial_PC)
$ => GAS :MLOAD(initial_GAS)
$ => SR :MLOAD(initial_SR)
$ => RR :MLOAD(initial_RR)
$ => HASHPOS :MLOAD(initial_HASHPOS)
$ => RCX :MLOAD(initial_RCX)
; label finalizeExecution needed by executor C++
finalizeExecution:
${beforeLast()} : JMPN(finalizeExecution)
: JMP(start)
opINVALID:
; label checkAndSaveFrom needed by executor C++
checkAndSaveFrom:
:JMP(opINVALID)
INCLUDE "../main/pairings/FPBN254/reduceFpBN254.zkasm"
INCLUDE "../main/pairings/FP2BN254/addFp2BN254.zkasm"
INCLUDE "../main/pairings/FP2BN254/subFp2BN254.zkasm"
INCLUDE "../main/pairings/FP2BN254/mulFp2BN254.zkasm"
INCLUDE "../main/pairings/FP2BN254/invFp2BN254.zkasm"
INCLUDE "../main/pairings/FP2BN254/squareFp2BN254.zkasm"
INCLUDE "../main/pairings/FP2BN254/escalarMulFp2BN254.zkasm"
INCLUDE "../main/pairings/FP6BN254/addFp6BN254.zkasm"
INCLUDE "../main/pairings/FP6BN254/subFp6BN254.zkasm"
INCLUDE "../main/pairings/FP6BN254/mulFp6BN254.zkasm"
INCLUDE "../main/pairings/FP6BN254/squareFp6BN254.zkasm"
INCLUDE "../main/pairings/FP6BN254/inverseFp6BN254.zkasm"
INCLUDE "../main/pairings/FP6BN254/sparseMulAFp6BN254.zkasm"
INCLUDE "../main/pairings/FP6BN254/sparseMulBFp6BN254.zkasm"
INCLUDE "../main/pairings/FP6BN254/sparseMulCFp6BN254.zkasm"