mirror of
https://github.com/logos-storage/plonky2.git
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Optimize ecrecover ASM (#840)
* windowed mul * Working * Window of 4 bits * Fix * Comments * Unroll loop * Unroll loop * remove global * Minor * Minor * Implement `CALLVALUE, CALLDATALOAD, CALLDATASIZE, CALLDATACOPY` in interpreter * Minor * Doesn't work * Minor * Minor * wnaf msm * Working hardcoded values: 28657 opcodes * Working wnaf * Small wnaf optim * Precompute works * Working together * Bump to 129 bits * Working glv decomposition * Working MSM with GLV * Almost working * Working * ECC test folder * Working with real sig data * Fix tests + Clippy * Minor * Cleaning * Comments * Cleaning * Smaller glv test file * Print opcode count at the end of interpreter run * More constants * Add z3 proof that the GLV scalars are 129-bit or less * Minor change to z3 proof * Minor * Hamish's suggestion * Working * Cleaning * Clippy * PR feedback * Minor PR feedback
This commit is contained in:
wborgeaud
GitHub
parent
9990632f48
commit
ca002aeafa
@ -28,12 +28,13 @@ pub(crate) fn combined_kernel() -> Kernel {
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include_str!("asm/curve/bn254/curve_mul.asm"),
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include_str!("asm/curve/bn254/moddiv.asm"),
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include_str!("asm/curve/common.asm"),
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include_str!("asm/curve/secp256k1/curve_mul.asm"),
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include_str!("asm/curve/secp256k1/curve_add.asm"),
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include_str!("asm/curve/secp256k1/ecrecover.asm"),
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include_str!("asm/curve/secp256k1/inverse_scalar.asm"),
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include_str!("asm/curve/secp256k1/lift_x.asm"),
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include_str!("asm/curve/secp256k1/moddiv.asm"),
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include_str!("asm/curve/secp256k1/glv.asm"),
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include_str!("asm/curve/secp256k1/precomputation.asm"),
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include_str!("asm/exp.asm"),
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include_str!("asm/fields/fp6_macros.asm"),
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include_str!("asm/fields/fp6_mul.asm"),
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@ -15,7 +15,7 @@ global ec_add_valid_points_secp:
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%jumpi(ec_add_first_zero)
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// stack: x0, y0, x1, y1, retdest
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// Check if the first point is the identity.
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// Check if the second point is the identity.
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DUP4
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// stack: y1, x0, y0, x1, y1, retdest
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DUP4
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@ -33,9 +33,9 @@ global ec_add_valid_points_secp:
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EQ
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// stack: x0 == x1, x0, y0, x1, y1, retdest
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%jumpi(ec_add_equal_first_coord)
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// Standard affine addition formula.
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global ec_add_valid_points_no_edge_case_secp:
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// stack: x0, y0, x1, y1, retdest
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// Otherwise, we can use the standard formula.
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// Compute lambda = (y0 - y1)/(x0 - x1)
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DUP4
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// stack: y1, x0, y0, x1, y1, retdest
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@ -174,66 +174,49 @@ ec_add_equal_first_coord:
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// Assumption: x0 == x1 and y0 == y1
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// Standard doubling formula.
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ec_add_equal_points:
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// stack: x0, y0, x1, y1, retdest
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// Compute lambda = 3/2 * x0^2 / y0
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%secp_base
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// stack: N, x0, y0, x1, y1, retdest
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%secp_base
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// stack: N, N, x0, y0, x1, y1, retdest
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DUP3
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// stack: x0, N, N, x0, y0, x1, y1, retdest
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DUP1
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// stack: x0, x0, N, N, x0, y0, x1, y1, retdest
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%stack (x0, y0, x1, y1, retdest) -> (x0, x0, @SECP_BASE, @SECP_BASE, x0, y0, x1, y1, retdest)
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MULMOD
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// stack: x0^2, N, x0, y0, x1, y1, retdest with
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PUSH 0x7fffffffffffffffffffffffffffffffffffffffffffffffffffffff7ffffe19 // 3/2 in the base field
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// stack: 3/2, x0^2, N, x0, y0, x1, y1, retdest
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MULMOD
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// stack: 3/2 * x0^2, x0, y0, x1, y1, retdest
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DUP3
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// stack: y0, 3/2 * x0^2, x0, y0, x1, y1, retdest
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%moddiv_secp_base
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// stack: lambda, x0, y0, x1, y1, retdest
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%jump(ec_add_valid_points_with_lambda)
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// Secp256k1 elliptic curve doubling.
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// Assumption: (x0,y0) is a valid point.
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// Assumption: (x,y) is a valid point.
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// Standard doubling formula.
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global ec_double_secp:
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// stack: x0, y0, retdest
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DUP2
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// stack: y0, x0, y0, retdest
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DUP2
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// stack: x0, y0, x0, y0, retdest
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%jump(ec_add_equal_points)
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// stack: x, y, retdest
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DUP2 DUP2 %ec_isidentity
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// stack: (x,y)==(0,0), x, y, retdest
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%jumpi(retself)
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// Compute lambda = 3/2 * x0^2 / y0
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%stack (x, y, retdest) -> (x, x, @SECP_BASE, @SECP_BASE, x, y, retdest)
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MULMOD
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PUSH 0x7fffffffffffffffffffffffffffffffffffffffffffffffffffffff7ffffe19 // 3/2 in the base field
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MULMOD
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DUP3
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%moddiv_secp_base
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%stack (lambda, x, y, retdest) -> (lambda, x, y, x, y, retdest)
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%jump(ec_add_valid_points_with_lambda)
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retself:
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%stack (x, y, retdest) -> (retdest, x, y)
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JUMP
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// Push the order of the Secp256k1 scalar field.
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%macro secp_base
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PUSH 0xfffffffffffffffffffffffffffffffffffffffffffffffffffffffefffffc2f
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PUSH @SECP_BASE
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%endmacro
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// Modular subtraction. Subtraction x-y underflows iff x<x-y, so can be computed as N*(x<x-y) + x-y.
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// Modular subtraction.
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// TODO: Use SUBMOD when it's ready
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%macro submod_secp_base
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// stack: x, y
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SWAP1
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// stack: y, x
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DUP2
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// stack: x, y, x
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SUB
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// stack: x - y, x
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DUP1
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// stack: x - y, x - y, x
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SWAP2
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// stack: x, x - y, x - y
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LT
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// stack: x < x - y, x - y
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%secp_base
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// stack: N, x < x - y, x - y
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MUL
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// stack: N * (x < x - y), x - y
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ADD
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// (x-y) % N
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%stack (x, y) -> (@SECP_BASE, y, x, @SECP_BASE)
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SUB ADDMOD
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%endmacro
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// Check if (x,y) is a valid curve point.
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@ -1,71 +0,0 @@
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// Same algorithm as in `exp.asm`
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global ec_mul_valid_point_secp:
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// stack: x, y, s, retdest
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%stack (x,y) -> (x,y,x,y)
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%ec_isidentity
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// stack: (x,y)==(0,0), x, y, s, retdest
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%jumpi(ret_zero_ec_mul)
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DUP3
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// stack: s, x, y, s, retdest
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%jumpi(step_case)
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// stack: x, y, s, retdest
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%jump(ret_zero_ec_mul)
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step_case:
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// stack: x, y, s, retdest
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PUSH recursion_return
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// stack: recursion_return, x, y, s, retdest
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PUSH 2
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// stack: 2, recursion_return, x, y, s, retdest
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DUP5
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// stack: s, 2, recursion_return, x, y, s, retdest
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DIV
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// stack: s / 2, recursion_return, x, y, s, retdest
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PUSH step_case_contd
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// stack: step_case_contd, s / 2, recursion_return, x, y, s, retdest
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DUP5
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// stack: y, step_case_contd, s / 2, recursion_return, x, y, s, retdest
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DUP5
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// stack: x, y, step_case_contd, s / 2, recursion_return, x, y, s, retdest
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%jump(ec_double_secp)
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// Assumption: 2(x,y) = (x',y')
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step_case_contd:
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// stack: x', y', s / 2, recursion_return, x, y, s, retdest
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%jump(ec_mul_valid_point_secp)
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recursion_return:
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// stack: x', y', x, y, s, retdest
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SWAP4
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// stack: s, y', x, y, x', retdest
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PUSH 1
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// stack: 1, s, y', x, y, x', retdest
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AND
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// stack: s & 1, y', x, y, x', retdest
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SWAP1
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// stack: y', s & 1, x, y, x', retdest
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SWAP2
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// stack: x, s & 1, y', y, x', retdest
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SWAP3
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// stack: y, s & 1, y', x, x', retdest
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SWAP4
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// stack: x', s & 1, y', x, y, retdest
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SWAP1
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// stack: s & 1, x', y', x, y, retdest
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%jumpi(odd_scalar)
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// stack: x', y', x, y, retdest
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SWAP3
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// stack: y, y', x, x', retdest
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POP
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// stack: y', x, x', retdest
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SWAP1
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// stack: x, y', x', retdest
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POP
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// stack: y', x', retdest
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SWAP2
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// stack: retdest, x', y'
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JUMP
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odd_scalar:
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// stack: x', y', x, y, retdest
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%jump(ec_add_valid_points_secp)
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@ -6,19 +6,7 @@ global ecrecover:
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%ecrecover_input_check
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// stack: isValid(v,r,s), hash, v, r, s, retdest
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// Lift r to an elliptic curve point if possible.
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SWAP2
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// stack: v, hash, isValid(v,r,s), r, s, retdest
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DUP4
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// stack: r, v, hash, isValid(v,r,s), r, s, retdest
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// Compute v-27 which gives the parity of the y-coordinate of the lifted point.
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SWAP1
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// stack: v, r, hash, isValid(v,r,s), r, s, retdest
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PUSH 27
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// stack: 27, v, r, hash, isValid(v,r,s), r, s, retdest
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SWAP1
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// stack: v, 27, r, hash, isValid(v,r,s), r, s, retdest
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%stack (valid, hash, v, r, s, retdest) -> (v, 27, r, hash, valid, r, s, retdest)
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SUB
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// stack: v - 27, r, hash, isValid(v,r,s), r, s, retdest
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SWAP1
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@ -62,70 +50,58 @@ ecrecover_valid_input:
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%mulmodn_secp_scalar
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// stack: u1, y, hash, x, r^(-1), retdest
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// Compute (X,Y) = u1 * (x,y)
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PUSH ecrecover_with_first_point
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// stack: ecrecover_with_first_point, u1, y, hash, x, r^(-1), retdest
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SWAP1
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// stack: u1, ecrecover_with_first_point, y, hash, x, r^(-1), retdest
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SWAP2
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// stack: y, ecrecover_with_first_point, u1, hash, x, r^(-1), retdest
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SWAP1
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// stack: ecrecover_with_first_point, y, u1, hash, x, r^(-1), retdest
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SWAP3
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// stack: hash, y, u1, ecrecover_with_first_point, x, r^(-1), retdest
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SWAP4
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// stack: x, y, u1, ecrecover_with_first_point, hash, r^(-1), retdest
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%jump(ec_mul_valid_point_secp)
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// ecrecover precompile.
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// Assumption: (X,Y) = u1 * P. Result is (X,Y) + u2*GENERATOR
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ecrecover_with_first_point:
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// stack: X, Y, hash, r^(-1), retdest
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%secp_scalar
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// stack: p, X, Y, hash, r^(-1), retdest
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SWAP1
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// stack: X, p, Y, hash, r^(-1), retdest
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SWAP4
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// stack: r^(-1), p, Y, hash, X, retdest
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SWAP2
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// stack: Y, p, r^(-1), hash, X, retdest
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SWAP3
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// stack: hash, p, r^(-1), Y, X, retdest
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// Compute u2 = -hash * r^(-1)
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MOD
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// stack: hash%p, r^(-1), Y, X, retdest
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%secp_scalar
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// stack: p, hash%p, r^(-1), Y, X, retdest
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SUB
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// stack: -hash, r^(-1), Y, X, retdest
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%mulmodn_secp_scalar
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// stack: u2, Y, X, retdest
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%stack (u1, y, hash, x, rinv, retdest) -> (hash, @SECP_SCALAR, @SECP_SCALAR, rinv, @SECP_SCALAR, u1, x, y, pubkey_to_addr, retdest)
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MOD SWAP1 SUB MULMOD
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// stack: u2, u1, x, y, pubkey_to_addr, retdest
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%jump(ecdsa_msm_with_glv)
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// Compute u2 * GENERATOR and chain the call to `ec_mul` with a call to `ec_add` to compute PUBKEY = (X,Y) + u2 * GENERATOR,
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// and a call to `pubkey_to_addr` to get the final result `KECCAK256(PUBKEY)[-20:]`.
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PUSH pubkey_to_addr
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// stack: pubkey_to_addr, u2, Y, X, retdest
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SWAP3
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// stack: X, u2, Y, pubkey_to_addr, retdest
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PUSH ec_add_valid_points_secp
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// stack: ec_add_valid_points_secp, X, u2, Y, pubkey_to_addr, retdest
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SWAP1
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// stack: X, ec_add_valid_points_secp, u2, Y, pubkey_to_addr, retdest
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PUSH 0x79be667ef9dcbbac55a06295ce870b07029bfcdb2dce28d959f2815b16f81798 // x-coordinate of generator
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// stack: Gx, X, ec_add_valid_points_secp, u2, Y, pubkey_to_addr, retdest
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SWAP1
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// stack: X, Gx, ec_add_valid_points_secp, u2, Y, pubkey_to_addr, retdest
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PUSH 0x483ada7726a3c4655da4fbfc0e1108a8fd17b448a68554199c47d08ffb10d4b8 // y-coordinate of generator
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// stack: Gy, X, Gx, ec_add_valid_points_secp, u2, Y, pubkey_to_addr, retdest
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SWAP1
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// stack: X, Gy, Gx, ec_add_valid_points_secp, u2, Y, pubkey_to_addr, retdest
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SWAP4
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// stack: u2, Gy, Gx, ec_add_valid_points_secp, X, Y, pubkey_to_addr, retdest
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SWAP2
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// stack: Gx, Gy, u2, ec_add_valid_points_secp, X, Y, pubkey_to_addr, retdest
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%jump(ec_mul_valid_point_secp)
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// Computes `a * G + b * Q` using GLV+precomputation, where `G` is the Secp256k1 generator and `Q` is a point on the curve.
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// Pseudo-code:
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// precompute_table(G) -- precomputation table for the combinations of `G, phi(G), Q, phi(Q)`.
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// let a0, a1 = glv_decompose(a)
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// let b0, b1 = glv_decompose(b)
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// return msm_with_precomputation([a0, a1, b0, b1], [G, phi(G), Q, phi(Q)]) -- phi is the Secp endomorphism.
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ecdsa_msm_with_glv:
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%stack (a, b, Qx, Qy, retdest) -> (a, ecdsa_after_glv_a, b, Qx, Qy, retdest)
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%jump(glv_decompose)
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ecdsa_after_glv_a:
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%stack (a1neg, a0, a1, b, Qx, Qy, retdest) -> (b, ecdsa_after_glv_b, a1neg, a0, a1, Qx, Qy, retdest)
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%jump(glv_decompose)
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ecdsa_after_glv_b:
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%stack (b1neg, b0, b1, a1neg, a0, a1, Qx, Qy, retdest) -> (a1neg, b1neg, Qx, Qy, ecdsa_after_precompute, a0, a1, b0, b1, retdest)
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%jump(precompute_table)
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ecdsa_after_precompute:
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// stack: a0, a1, b0, b1, retdest
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PUSH 0 PUSH 0 PUSH 129 // 129 is the bit length of the GLV exponents
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// stack: i, accx, accy, a0, a1, b0, b1, retdest
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ecdsa_after_precompute_loop:
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%stack (i, accx, accy, a0, a1, b0, b1, retdest) -> (i, b1, i, accx, accy, a0, a1, b0, b1, retdest)
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SHR %and_const(1)
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%stack (bit_b1, i, accx, accy, a0, a1, b0, b1, retdest) -> (i, b0, bit_b1, i, accx, accy, a0, a1, b0, b1, retdest)
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SHR %and_const(1)
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%stack (bit_b0, bit_b1, i, accx, accy, a0, a1, b0, b1, retdest) -> (i, a1, bit_b0, bit_b1, i, accx, accy, a0, a1, b0, b1, retdest)
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SHR %and_const(1)
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%stack (bit_a1, bit_b0, bit_b1, i, accx, accy, a0, a1, b0, b1, retdest) -> (i, a0, bit_a1, bit_b0, bit_b1, i, accx, accy, a0, a1, b0, b1, retdest)
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SHR %and_const(1)
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%mul_const(2) ADD %mul_const(2) ADD %mul_const(2) ADD
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%stack (index, i, accx, accy, a0, a1, b0, b1, retdest) -> (index, index, i, accx, accy, a0, a1, b0, b1, retdest)
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%mul_const(2) %add_const(1)
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%mload_kernel(@SEGMENT_KERNEL_ECDSA_TABLE)
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SWAP1 %mul_const(2)
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%mload_kernel(@SEGMENT_KERNEL_ECDSA_TABLE)
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%stack (Px, Py, i, accx, accy, a0, a1, b0, b1, retdest) -> (Px, Py, accx, accy, ecdsa_after_precompute_loop_contd, i, a0, a1, b0, b1, retdest)
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%jump(ec_add_valid_points_secp)
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ecdsa_after_precompute_loop_contd:
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%stack (accx, accy, i, a0, a1, b0, b1, retdest) -> (i, accx, accy, ecdsa_after_precompute_loop_contd2, i, a0, a1, b0, b1, retdest)
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ISZERO %jumpi(ecdsa_after_precompute_loop_end)
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%jump(ec_double_secp)
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ecdsa_after_precompute_loop_contd2:
|
||||
%stack (accx, accy, i, a0, a1, b0, b1, retdest) -> (i, accx, accy, a0, a1, b0, b1, retdest)
|
||||
%decrement %jump(ecdsa_after_precompute_loop)
|
||||
ecdsa_after_precompute_loop_end:
|
||||
%stack (accx, accy, ecdsa_after_precompute_loop_contd2, i, a0, a1, b0, b1, retdest) -> (retdest, accx, accy)
|
||||
JUMP
|
||||
|
||||
// Take a public key (PKx, PKy) and return the associated address KECCAK256(PKx || PKy)[-20:].
|
||||
pubkey_to_addr:
|
||||
@ -207,13 +183,13 @@ pubkey_to_addr:
|
||||
%endmacro
|
||||
|
||||
%macro secp_scalar
|
||||
PUSH 0xfffffffffffffffffffffffffffffffebaaedce6af48a03bbfd25e8cd0364141
|
||||
PUSH @SECP_SCALAR
|
||||
%endmacro
|
||||
|
||||
// Return u256::MAX which is used to indicate the input was invalid.
|
||||
%macro ecrecover_invalid_input
|
||||
// stack: retdest
|
||||
PUSH 0xffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffff
|
||||
PUSH @U256_MAX
|
||||
// stack: u256::MAX, retdest
|
||||
SWAP1
|
||||
// stack: retdest, u256::MAX
|
||||
|
||||
104
evm/src/cpu/kernel/asm/curve/secp256k1/glv.asm
Normal file
104
evm/src/cpu/kernel/asm/curve/secp256k1/glv.asm
Normal file
@ -0,0 +1,104 @@
|
||||
// Inspired by https://github.com/AztecProtocol/weierstrudel/blob/master/huff_modules/endomorphism.huff
|
||||
// See also Sage code in evm/src/cpu/kernel/tests/ecc/glv_test_data
|
||||
// Given scalar `k ∈ Secp256k1::ScalarField`, return `u, k1, k2` with `k1,k2 < 2^129` and such that
|
||||
// `k = k1 - s*k2` if `u==0` otherwise `k = k1 + s*k2`, where `s` is the scalar value representing the endomorphism.
|
||||
// In the comments below, N means @SECP_SCALAR
|
||||
//
|
||||
// Z3 proof that the resulting `k1, k2` satisfy `k1>0`, `k1 < 2^129` and `|k2| < 2^129`.
|
||||
// ```python
|
||||
// from z3 import Solver, Int, Or, unsat
|
||||
// q = 115792089237316195423570985008687907852837564279074904382605163141518161494337
|
||||
// glv_s = 37718080363155996902926221483475020450927657555482586988616620542887997980018
|
||||
// g1 = 303414439467246543595250775667605759172
|
||||
// g2 = 64502973549206556628585045361533709077
|
||||
// b2 = 64502973549206556628585045361533709077
|
||||
// b1 = -303414439467246543595250775667605759171
|
||||
// k = Int("k")
|
||||
// c1 = Int("c1")
|
||||
// c2 = Int("c2")
|
||||
// s = Solver()
|
||||
//
|
||||
// c2p = -c2
|
||||
// s.add(k < q)
|
||||
// s.add(0 < k)
|
||||
// s.add(c1 * (2**256) <= g2 * k)
|
||||
// s.add((c1 + 1) * (2**256) > g2 * k)
|
||||
// s.add(c2p * (2**256) <= g1 * k)
|
||||
// s.add((c2p + 1) * (2**256) > g1 * k)
|
||||
//
|
||||
// q1 = c1 * b1
|
||||
// q2 = c2 * b2
|
||||
//
|
||||
// k2 = q2 - q1
|
||||
// k2L = (glv_s * k2) % q
|
||||
// k1 = k - k2L
|
||||
//
|
||||
// s.add(Or((k2 >= 2**129), (-k2 >= 2**129), (k1 >= 2**129), (k1 < 0)))
|
||||
// assert s.check() == unsat
|
||||
// ```
|
||||
global glv_decompose:
|
||||
// stack: k, retdest
|
||||
PUSH @SECP_SCALAR DUP1 DUP1
|
||||
// Compute c2 which is the top 256 bits of k*g1. Use asm from https://medium.com/wicketh/mathemagic-full-multiply-27650fec525d.
|
||||
PUSH @U256_MAX
|
||||
// stack: -1, N, N, N, k, retdest
|
||||
PUSH @SECP_GLV_MINUS_G1 DUP6
|
||||
// stack: k, g1, -1, N, N, N, k, retdest
|
||||
MULMOD
|
||||
// stack: (k * g1 % -1), N, N, N, k, retdest
|
||||
PUSH @SECP_GLV_MINUS_G1 DUP6
|
||||
// stack: k, g1, (k * g1 % -1), N, N, N, k, retdest
|
||||
MUL
|
||||
// stack: bottom = (k * g1), (k * g1 % -1), N, N, N, k, retdest
|
||||
DUP1 DUP3
|
||||
// stack: (k * g1 % -1), bottom, bottom, (k * g1 % -1), N, N, N, k, retdest
|
||||
LT SWAP2 SUB SUB
|
||||
// stack: c2, N, N, N, k, retdest
|
||||
PUSH @SECP_GLV_B2 MULMOD
|
||||
// stack: q2=c2*b2, N, N, k, retdest
|
||||
|
||||
// Use the same trick to compute c1 = top 256 bits of g2*k.
|
||||
PUSH @SECP_SCALAR PUSH @U256_MAX
|
||||
PUSH @SECP_GLV_G2 DUP7 MULMOD
|
||||
PUSH @SECP_GLV_G2 DUP7 MUL
|
||||
DUP1 DUP3 LT
|
||||
SWAP2 SUB SUB
|
||||
// stack: c1, N, q2, N, N, k, retdest
|
||||
PUSH @SECP_GLV_B1 MULMOD
|
||||
// stack: q1, q2, N, N, k, retdest
|
||||
|
||||
// We compute k2 = q1 + q2 - N, but we check for underflow and return N-q1-q2 instead if there is one,
|
||||
// along with a flag `underflow` set to 1 if there is an underflow, 0 otherwise.
|
||||
ADD %sub_check_underflow
|
||||
// stack: k2, underflow, N, k, retdest
|
||||
SWAP3 PUSH @SECP_SCALAR DUP5 PUSH @SECP_GLV_S
|
||||
// stack: s, k2, N, k, underflow, N, k2, retdest
|
||||
MULMOD
|
||||
// stack: s*k2, k, underflow, N, k2, retdest
|
||||
// Need to return `k + s*k2` if no underflow occur, otherwise return `k - s*k2` which is done in the `underflowed` fn.
|
||||
SWAP2 DUP1 %jumpi(underflowed)
|
||||
%stack (underflow, k, x, N, k2) -> (k, x, N, k2, underflow)
|
||||
ADDMOD
|
||||
%stack (k1, k2, underflow, retdest) -> (retdest, underflow, k1, k2)
|
||||
JUMP
|
||||
|
||||
underflowed:
|
||||
// stack: underflow, k, s*k2, N, k2
|
||||
// Compute (k-s*k2)%N. TODO: Use SUBMOD here when ready
|
||||
%stack (u, k, x, N, k2) -> (N, x, k, N, k2, u)
|
||||
SUB ADDMOD
|
||||
%stack (k1, k2, underflow, retdest) -> (retdest, underflow, k1, k2)
|
||||
JUMP
|
||||
|
||||
%macro sub_check_underflow
|
||||
// stack: x, y
|
||||
DUP2 DUP2 LT
|
||||
// stack: x<y, x, y
|
||||
DUP1 ISZERO DUP2 DUP4 DUP6 SUB MUL
|
||||
// stack: (y-x)*(x<y), x>=y, x<y, x, y
|
||||
%stack (a, b, c, x, y) -> (x, y, b, a, c)
|
||||
SUB MUL ADD
|
||||
%stack (res, bool) -> (res, @SECP_SCALAR, bool)
|
||||
MOD
|
||||
%endmacro
|
||||
|
||||
74
evm/src/cpu/kernel/asm/curve/secp256k1/precomputation.asm
Normal file
74
evm/src/cpu/kernel/asm/curve/secp256k1/precomputation.asm
Normal file
@ -0,0 +1,74 @@
|
||||
// Initial stack: Gneg, Qneg, Qx, Qy, retdest
|
||||
// Compute a*G ± b*phi(G) + c*Q ± d*phi(Q) for a,b,c,d in {0,1}^4 and store its x-coordinate at location `2*(8a+4b+2c+d)` and its y-coordinate at location `2*(8a+4b+2c+d)+1` in the SEGMENT_KERNEL_ECDSA_TABLE segment.
|
||||
global precompute_table:
|
||||
// First store G, ± phi(G), G ± phi(G)
|
||||
// Use Gneg for the ±, e.g., ±phi(G) is computed as `Gneg * (-phi(G)) + (1-Gneg)*phi(G)` (note only the y-coordinate needs to be filtered).
|
||||
// stack: Gneg, Qneg, Qx, Qy, retdest
|
||||
PUSH 32670510020758816978083085130507043184471273380659243275938904335757337482424 PUSH 17 PUSH 55066263022277343669578718895168534326250603453777594175500187360389116729240 PUSH 16
|
||||
%mstore_kernel(@SEGMENT_KERNEL_ECDSA_TABLE) %mstore_kernel(@SEGMENT_KERNEL_ECDSA_TABLE)
|
||||
|
||||
DUP1 DUP1 %mul_const(32670510020758816978083085130507043184471273380659243275938904335757337482424) SWAP1 PUSH 1 SUB %mul_const(83121579216557378445487899878180864668798711284981320763518679672151497189239) ADD
|
||||
PUSH 9 PUSH 85340279321737800624759429340272274763154997815782306132637707972559913914315 PUSH 8
|
||||
%mstore_kernel(@SEGMENT_KERNEL_ECDSA_TABLE) %mstore_kernel(@SEGMENT_KERNEL_ECDSA_TABLE)
|
||||
|
||||
DUP1 DUP1 %mul_const(83121579216557378445487899878180864668798711284981320763518679672151497189239) SWAP1 PUSH 1 SUB %mul_const(100652675408719987021357910538015346127426077519185866739835120963490438734674) ADD
|
||||
PUSH 25
|
||||
%mstore_kernel(@SEGMENT_KERNEL_ECDSA_TABLE)
|
||||
|
||||
DUP1 %mul_const(91177636130617246552803821781935006617134368061721227770777272682868638699771) SWAP1 PUSH 1 SUB %mul_const(66837770201594535779099350687042404727408598709762866365333192677982385899440) ADD
|
||||
PUSH 24
|
||||
%mstore_kernel(@SEGMENT_KERNEL_ECDSA_TABLE)
|
||||
|
||||
// Then store Q, ±phi(Q), Q ± phi(Q)
|
||||
%stack (Qneg, Qx, Qy, retdest) -> (4, Qx, 5, Qy, Qx, @SECP_BASE, Qneg, Qx, Qy, retdest)
|
||||
%mstore_kernel(@SEGMENT_KERNEL_ECDSA_TABLE) %mstore_kernel(@SEGMENT_KERNEL_ECDSA_TABLE)
|
||||
// stack: Qx, @SECP_BASE, Qx, Qy, retdest
|
||||
PUSH @SECP_GLV_BETA MULMOD
|
||||
%stack (betaQx, Qneg, Qx, Qy, retdest) -> (Qneg, Qy, Qneg, betaQx, Qx, Qy, retdest)
|
||||
MUL SWAP1 PUSH 1 SUB
|
||||
// stack: 1-Qneg, Qneg*Qy, betaQx, Qx, Qy, retdest
|
||||
DUP5 PUSH @SECP_BASE SUB MUL ADD
|
||||
%stack (selectQy, betaQx, Qx, Qy, retdest) -> (2, betaQx, 3, selectQy, betaQx, selectQy, Qx, Qy, precompute_table_contd, retdest)
|
||||
%mstore_kernel(@SEGMENT_KERNEL_ECDSA_TABLE) %mstore_kernel(@SEGMENT_KERNEL_ECDSA_TABLE)
|
||||
%jump(ec_add_valid_points_no_edge_case_secp)
|
||||
precompute_table_contd:
|
||||
%stack (x, y, retdest) -> (6, x, 7, y, retdest)
|
||||
%mstore_kernel(@SEGMENT_KERNEL_ECDSA_TABLE) %mstore_kernel(@SEGMENT_KERNEL_ECDSA_TABLE)
|
||||
PUSH 2
|
||||
// Use a loop to store a*G ± b*phi(G) + c*Q ± d*phi(Q) for a,b,c,d in {0,1}^4.
|
||||
precompute_table_loop:
|
||||
// stack: i, retdest
|
||||
DUP1 %increment %mload_kernel(@SEGMENT_KERNEL_ECDSA_TABLE)
|
||||
%stack (y, i, retdest) -> (i, y, i, retdest)
|
||||
%mload_kernel(@SEGMENT_KERNEL_ECDSA_TABLE)
|
||||
PUSH precompute_table_loop_contd
|
||||
DUP3 DUP3
|
||||
PUSH 9 %mload_kernel(@SEGMENT_KERNEL_ECDSA_TABLE)
|
||||
PUSH 8 %mload_kernel(@SEGMENT_KERNEL_ECDSA_TABLE)
|
||||
// stack: Gx, Gy, x, y, precompute_table_loop_contd, x, y, i, retdest
|
||||
%jump(ec_add_valid_points_secp)
|
||||
precompute_table_loop_contd:
|
||||
%stack (Rx, Ry, x, y, i, retdest) -> (i, 8, Rx, i, 9, Ry, x, y, i, retdest)
|
||||
ADD %mstore_kernel(@SEGMENT_KERNEL_ECDSA_TABLE) ADD %mstore_kernel(@SEGMENT_KERNEL_ECDSA_TABLE)
|
||||
DUP2 DUP2
|
||||
PUSH 17 %mload_kernel(@SEGMENT_KERNEL_ECDSA_TABLE)
|
||||
PUSH 16 %mload_kernel(@SEGMENT_KERNEL_ECDSA_TABLE)
|
||||
%stack (Gx, Gy, x, y, x, y, i, retdest) -> (Gx, Gy, x, y, precompute_table_loop_contd2, x, y, i, retdest)
|
||||
%jump(ec_add_valid_points_secp)
|
||||
precompute_table_loop_contd2:
|
||||
%stack (Rx, Ry, x, y, i, retdest) -> (i, 16, Rx, i, 17, Ry, x, y, i, retdest)
|
||||
ADD %mstore_kernel(@SEGMENT_KERNEL_ECDSA_TABLE) ADD %mstore_kernel(@SEGMENT_KERNEL_ECDSA_TABLE)
|
||||
PUSH 25 %mload_kernel(@SEGMENT_KERNEL_ECDSA_TABLE)
|
||||
PUSH 24 %mload_kernel(@SEGMENT_KERNEL_ECDSA_TABLE)
|
||||
%stack (Gx, Gy, x, y, i, retdest) -> (Gx, Gy, x, y, precompute_table_loop_contd3, i, retdest)
|
||||
%jump(ec_add_valid_points_secp)
|
||||
precompute_table_loop_contd3:
|
||||
%stack (Rx, Ry, i, retdest) -> (i, 24, Rx, i, 25, Ry, i, retdest)
|
||||
ADD %mstore_kernel(@SEGMENT_KERNEL_ECDSA_TABLE) ADD %mstore_kernel(@SEGMENT_KERNEL_ECDSA_TABLE)
|
||||
%add_const(2)
|
||||
DUP1 %eq_const(8) %jumpi(precompute_table_end)
|
||||
%jump(precompute_table_loop)
|
||||
|
||||
precompute_table_end:
|
||||
// stack: i, retdest
|
||||
POP JUMP
|
||||
@ -133,7 +133,7 @@
|
||||
PUSH $c
|
||||
// stack: c, input, ...
|
||||
GT // Check it backwards: (input < c) == (c > input)
|
||||
// stack: input <= c, ...
|
||||
// stack: input < c, ...
|
||||
%endmacro
|
||||
|
||||
%macro le_const(c)
|
||||
|
||||
@ -63,7 +63,11 @@ const HASH_CONSTANTS: [(&str, [u8; 32]); 2] = [
|
||||
),
|
||||
];
|
||||
|
||||
const EC_CONSTANTS: [(&str, [u8; 32]); 3] = [
|
||||
const EC_CONSTANTS: [(&str, [u8; 32]); 10] = [
|
||||
(
|
||||
"U256_MAX",
|
||||
hex!("ffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffff"),
|
||||
),
|
||||
(
|
||||
"BN_BASE",
|
||||
hex!("30644e72e131a029b85045b68181585d97816a916871ca8d3c208c16d87cfd47"),
|
||||
@ -76,6 +80,30 @@ const EC_CONSTANTS: [(&str, [u8; 32]); 3] = [
|
||||
"SECP_SCALAR",
|
||||
hex!("fffffffffffffffffffffffffffffffebaaedce6af48a03bbfd25e8cd0364141"),
|
||||
),
|
||||
(
|
||||
"SECP_GLV_BETA",
|
||||
hex!("7ae96a2b657c07106e64479eac3434e99cf0497512f58995c1396c28719501ee"),
|
||||
),
|
||||
(
|
||||
"SECP_GLV_S",
|
||||
hex!("5363ad4cc05c30e0a5261c028812645a122e22ea20816678df02967c1b23bd72"),
|
||||
),
|
||||
(
|
||||
"SECP_GLV_MINUS_G1",
|
||||
hex!("00000000000000000000000000000000e4437ed6010e88286f547fa90abfe4c4"),
|
||||
),
|
||||
(
|
||||
"SECP_GLV_G2",
|
||||
hex!("000000000000000000000000000000003086d221a7d46bcde86c90e49284eb15"),
|
||||
),
|
||||
(
|
||||
"SECP_GLV_B1",
|
||||
hex!("fffffffffffffffffffffffffffffffdd66b5e10ae3a1813507ddee3c5765c7e"),
|
||||
),
|
||||
(
|
||||
"SECP_GLV_B2",
|
||||
hex!("000000000000000000000000000000003086d221a7d46bcde86c90e49284eb15"),
|
||||
),
|
||||
];
|
||||
|
||||
const GAS_CONSTANTS: [(&str, u16); 36] = [
|
||||
|
||||
@ -32,7 +32,7 @@ const BN_BASE: U256 = U256([
|
||||
]);
|
||||
|
||||
impl MemoryState {
|
||||
fn mload_general(&self, context: usize, segment: Segment, offset: usize) -> U256 {
|
||||
pub(crate) fn mload_general(&self, context: usize, segment: Segment, offset: usize) -> U256 {
|
||||
self.get(MemoryAddress::new(context, segment, offset))
|
||||
}
|
||||
|
||||
@ -120,6 +120,7 @@ impl<'a> Interpreter<'a> {
|
||||
println!("{}: {}", get_mnemonic(i as u8), self.opcode_count[i])
|
||||
}
|
||||
}
|
||||
println!("Total: {}", self.opcode_count.into_iter().sum::<usize>());
|
||||
Ok(())
|
||||
}
|
||||
|
||||
|
||||
@ -134,10 +134,12 @@ mod bn {
|
||||
|
||||
#[cfg(test)]
|
||||
mod secp {
|
||||
use anyhow::Result;
|
||||
|
||||
use crate::cpu::kernel::aggregator::combined_kernel;
|
||||
use crate::cpu::kernel::interpreter::{run, run_interpreter};
|
||||
use anyhow::Result;
|
||||
use ethereum_types::U256;
|
||||
|
||||
use crate::cpu::kernel::aggregator::{combined_kernel, KERNEL};
|
||||
use crate::cpu::kernel::interpreter::{run, run_interpreter, Interpreter};
|
||||
use crate::cpu::kernel::tests::u256ify;
|
||||
|
||||
#[test]
|
||||
@ -146,7 +148,6 @@ mod secp {
|
||||
let kernel = combined_kernel();
|
||||
let ec_add = kernel.global_labels["ec_add_valid_points_secp"];
|
||||
let ec_double = kernel.global_labels["ec_double_secp"];
|
||||
let ec_mul = kernel.global_labels["ec_mul_valid_point_secp"];
|
||||
let identity = ("0x0", "0x0");
|
||||
let point0 = (
|
||||
"0xc82ccceebd739e646631b7270ed8c33e96c4940b19db91eaf67da6ec92d109b",
|
||||
@ -166,12 +167,6 @@ mod secp {
|
||||
"0x7872498939b02197c2b6f0a0f5767f36551e43f910de472fbbff0538b21f5f45",
|
||||
"0x294e15025d935438023a0e4056892abd6405fade13cf2b3131d8755be7cebad",
|
||||
);
|
||||
let s = "0xa72ad7d8ce24135b5138f853d7a9896381c40523b5d1cf03072151f2af10e35e";
|
||||
// point4 = s * point0
|
||||
let point4 = (
|
||||
"0xd8bec38864f0fe56d429540e6de624afb8ddc7fba1f738337913922a30b96c14",
|
||||
"0x5b086b2720ac39d173777bc36a49629c80c3a3e55e1c50527e60016d9be71318",
|
||||
);
|
||||
|
||||
// Standard addition #1
|
||||
let initial_stack = u256ify(["0xdeadbeef", point0.1, point0.0, point1.1, point1.0])?;
|
||||
@ -192,10 +187,6 @@ mod secp {
|
||||
let initial_stack = u256ify(["0xdeadbeef", point0.1, point0.0])?;
|
||||
let stack = run_interpreter(ec_double, initial_stack)?.stack().to_vec();
|
||||
assert_eq!(stack, u256ify([point3.1, point3.0])?);
|
||||
// Standard doubling #3
|
||||
let initial_stack = u256ify(["0xdeadbeef", "0x2", point0.1, point0.0])?;
|
||||
let stack = run_interpreter(ec_mul, initial_stack)?.stack().to_vec();
|
||||
assert_eq!(stack, u256ify([point3.1, point3.0])?);
|
||||
|
||||
// Addition with identity #1
|
||||
let initial_stack = u256ify(["0xdeadbeef", identity.1, identity.0, point1.1, point1.0])?;
|
||||
@ -211,36 +202,29 @@ mod secp {
|
||||
let stack = run_interpreter(ec_add, initial_stack)?.stack().to_vec();
|
||||
assert_eq!(stack, u256ify([identity.1, identity.0])?);
|
||||
|
||||
// Scalar multiplication #1
|
||||
let initial_stack = u256ify(["0xdeadbeef", s, point0.1, point0.0])?;
|
||||
let stack = run_interpreter(ec_mul, initial_stack)?.stack().to_vec();
|
||||
assert_eq!(stack, u256ify([point4.1, point4.0])?);
|
||||
// Scalar multiplication #2
|
||||
let initial_stack = u256ify(["0xdeadbeef", "0x0", point0.1, point0.0])?;
|
||||
let stack = run_interpreter(ec_mul, initial_stack)?.stack().to_vec();
|
||||
assert_eq!(stack, u256ify([identity.1, identity.0])?);
|
||||
// Scalar multiplication #3
|
||||
let initial_stack = u256ify(["0xdeadbeef", "0x1", point0.1, point0.0])?;
|
||||
let stack = run_interpreter(ec_mul, initial_stack)?.stack().to_vec();
|
||||
assert_eq!(stack, u256ify([point0.1, point0.0])?);
|
||||
// Scalar multiplication #4
|
||||
let initial_stack = u256ify(["0xdeadbeef", s, identity.1, identity.0])?;
|
||||
let stack = run_interpreter(ec_mul, initial_stack)?.stack().to_vec();
|
||||
assert_eq!(stack, u256ify([identity.1, identity.0])?);
|
||||
Ok(())
|
||||
}
|
||||
|
||||
// Multiple calls
|
||||
let ec_mul_hex = format!("0x{ec_mul:x}");
|
||||
let initial_stack = u256ify([
|
||||
"0xdeadbeef",
|
||||
s,
|
||||
&ec_mul_hex,
|
||||
identity.1,
|
||||
identity.0,
|
||||
point0.1,
|
||||
point0.0,
|
||||
])?;
|
||||
let stack = run_interpreter(ec_add, initial_stack)?.stack().to_vec();
|
||||
assert_eq!(stack, u256ify([point4.1, point4.0])?);
|
||||
#[test]
|
||||
fn test_glv_verify_data() -> Result<()> {
|
||||
let glv = KERNEL.global_labels["glv_decompose"];
|
||||
|
||||
let f = include_str!("glv_test_data");
|
||||
for line in f.lines().filter(|s| !s.starts_with("//")) {
|
||||
let mut line = line
|
||||
.split_whitespace()
|
||||
.map(|s| U256::from_str_radix(s, 10).unwrap())
|
||||
.collect::<Vec<_>>();
|
||||
let k = line.remove(0);
|
||||
line.reverse();
|
||||
|
||||
let mut initial_stack = u256ify(["0xdeadbeef"])?;
|
||||
initial_stack.push(k);
|
||||
let mut int = Interpreter::new(&KERNEL.code, glv, initial_stack, &KERNEL.prover_inputs);
|
||||
int.run()?;
|
||||
|
||||
assert_eq!(line, int.stack());
|
||||
}
|
||||
|
||||
Ok(())
|
||||
}
|
||||
@ -25,6 +25,24 @@ fn test_invalid_ecrecover(hash: &str, v: &str, r: &str, s: &str) -> Result<()> {
|
||||
Ok(())
|
||||
}
|
||||
|
||||
#[test]
|
||||
fn test_ecrecover_real_block() -> Result<()> {
|
||||
let f = include_str!("ecrecover_test_data");
|
||||
let convert_v = |v| match v {
|
||||
// TODO: do this properly.
|
||||
"0" => "0x1b",
|
||||
"1" => "0x1c",
|
||||
"37" => "0x1b",
|
||||
"38" => "0x1c",
|
||||
_ => panic!("Invalid v."),
|
||||
};
|
||||
for line in f.lines().filter(|s| !s.starts_with("//")) {
|
||||
let line = line.split_whitespace().collect::<Vec<_>>();
|
||||
test_valid_ecrecover(line[4], convert_v(line[0]), line[1], line[2], line[3])?;
|
||||
}
|
||||
Ok(())
|
||||
}
|
||||
|
||||
#[test]
|
||||
fn test_ecrecover() -> Result<()> {
|
||||
test_valid_ecrecover(
|
||||
184
evm/src/cpu/kernel/tests/ecc/ecrecover_test_data
Normal file
184
evm/src/cpu/kernel/tests/ecc/ecrecover_test_data
Normal file
@ -0,0 +1,184 @@
|
||||
// // `ethers.rs` code to get ECDSA data for every transaction in block 16141392.
|
||||
// #[tokio::main]
|
||||
// async fn main() -> Result<()> {
|
||||
// let provider =
|
||||
// Provider::<Http>::try_from("https://mainnet.infura.io/v3/c60b0bb42f8a4c6481ecd229eddaca27")
|
||||
// .expect("could not instantiate HTTP Provider");
|
||||
// let mut ans = String::new();
|
||||
// let block = provider.get_block(16141392).await?.unwrap();
|
||||
// for tx in block.transactions {
|
||||
// let tx = provider.get_transaction(tx).await?.unwrap();
|
||||
// let typed_tx: TypedTransaction = (&tx).into();
|
||||
// ans.push_str(&format!(
|
||||
// "{} 0x{:x} 0x{:x} {:?} {:?}\n",
|
||||
// tx.v,
|
||||
// tx.r,
|
||||
// tx.s,
|
||||
// tx.from,
|
||||
// typed_tx.sighash()
|
||||
// ));
|
||||
// }
|
||||
// let mut f = File::create("ecrecover_test_data").expect("Unable to create");
|
||||
// f.write_all(ans.as_bytes()).expect("Unable to write");
|
||||
// Ok(())
|
||||
// }
|
||||
37 0x71e206f9a89076270d57e93486946ce5803dbcb76279780aa41bf258763fad23 0x5f7e34e4a781f7572f8192b845de80fe24d77f13552dfefb67e03c94388934c 0x7a7f78a2af5aef01a889e8713083ab77dcc9fc9b 0xf457bef979aae3c1cbbb294a8f015a8e149a60ec0146383a4bec6fb097098d24
|
||||
1 0x57d71702dde291f2d7c6ea8b9d8172523b72e93db5a7426c5b898bb74d555a3b 0x47303ce56b157b8c237bc0206a610975ef690bd71912315a35fd01ea428b7520 0x1113efd5c8896ccf251ea360bb9d91f113707f80 0x65a5c566f3dea5f436bb33e8803be619c1c6d3857b0199335630e643a1e3774c
|
||||
38 0x6cb3fd5d878b8b234906bc447c9b6abac34fec019d82d1e1419874bff40f08e1 0x4de3f2f5babfa400a014739e705f64219824ed75ab16058835452366e00b7498 0xea320901e51d9268a7f5789d305b1330657fc52b 0x3c922df979a5c1922d2baedca63215577d603b13b72862b57fbf240ca501bb20
|
||||
0 0xa34136f1b02ba36d0644d6aa695bca911c9a7ce5e19272f97b82056b03f481cc 0x26eb167cf65e0ce1f8f0c3809863e3c8542f706b8ef07ad849793fe208bcc7e6 0x4e80744fa23cec76e1621ce0dfaceb4b1d532e12 0xf4e022d9b83d279611395823e4b436d1b795054e59d0ddc663c42c41075026c4
|
||||
37 0xf4fa7bd652968977947eb8a9bbb216735ded98405e95555cafdf48615c1d4866 0x77545ac93bf7065641161ec455c23a8fe2b0e6f1f9d8ab8efefa39e6ae3ae0 0x9acbb72cf67103a30333a32cd203459c6a9c3311 0x2727dd81db2f9141fe2828b150dff11b073a825b88e514b1d33f3bec117e3c5a
|
||||
38 0xca14396f151b4c21129bb15c70db48c97969809f681d7521841d2dea13bd7be 0x3438d0e665fdaea72759ad3db4bab68674314cb50d902fb58a57ff8f61c89703 0x595063172c85b1e8ac2fe74fcb6b7dc26844cc2d 0x26c3de6bd2e155436e031928d2cec402853cf6797a4718cbcc89b48ed05d623c
|
||||
0 0xad3fd1fb3cf701e53cd5687926ca64b2fa978a062efdb1f6d78d15c7610ef5e5 0x33c82cf8f9cc1072307ac99ff833c76775e0a4c5cb0a177eb4b1b415cb96239c 0x8a89e016750479dc1d7ad32ecffcecd76e118697 0x548757e275d1152805810855b75dfbe12a421023aecab6da0cfa257156695d53
|
||||
1 0x95846057f4d5f4e8940f9f16b17d864b60f89a85257f5256988ce75748d24450 0x6a3accdf56960dcc8541971a12484022ab54d1359601dac5b93072e5c55e1f10 0x6da4980ab9a35ff025774203e721a4f63f78f953 0x8814c7e0039cb36f6050a9c5c72095f492bd50f156f3246c516be072f4a7b1b7
|
||||
1 0xa437b58f9d8dcb09593565cd607ebcc9ac72df40380d35332d1cc8e3e242e61e 0x6391ca50a4be1ccb9f7e46d4beae2196984f88ef0d3e9bd47a85cb2ad3d2aac5 0x19ff156cbeaabd04ffa2df84eb6eca93f266ba0a 0xe3ea3b265ff5bbf8746b3bd81c934ddcbfda502ca3047bc2fb41d6218c43c8f6
|
||||
0 0x912e235df87ed93dcfabb8646e4fbe7a5b5aac00a27b0c0795492df682311f01 0x4a08239f03720362976203222bd9a60536746a0717e951d20656149833ee8aee 0xdd0eddc7d2ac6fcc3a8bb54b4d329b71f96ec8ba 0x8e65adea948f96cdf3dbf74b65b0611455c6c8d8295715744af921a3d2b73fb5
|
||||
38 0x1c1f7fd0febe597836a8650dce0e8c72e1b506dfaac11aabb909821a77fe657a 0x23fc3c8b0e73eb6077a9e861cad7e38ea26920ccff72aa46616b241ae16eefa8 0x120051a72966950b8ce12eb5496b5d1eeec1541b 0xa2f59b3fb815c9d3d5ad410e793ec97962032e965f81ecb07bc8606821faaf7e
|
||||
38 0x88de71d84e271c4213391d1f78e47d2c7efb017b8b21fdebc97b8e2fc0d121f4 0x17a58f16c998f04e22577b88484ac1f7493a0473d2eb4dcdf5ccd659593712cb 0xe93381fb4c4f14bda253907b18fad305d799241a 0x2614f325a54ba5bcff2bb9221bda406e7ac17515a94abfc85e8764340f28f3c3
|
||||
38 0xda16a02577ac6d17701ad03320d1a1786320b7941680ae242d9faf5b117d5c2a 0xa475e4d3f36b7afa9af0e558f5ffb68377ff001d7f842b118416840cb7ed231 0x1062a747393198f70f71ec65a582423dba7e5ab3 0xe5bccf131464da99d721c610b1bda164418b645dfba3c98f01c5048e8dfb7934
|
||||
37 0xcefe9615f951106d5b52ff9f5e07c42319c998b70c3d291eb2218dd0c497ae18 0x52fca3109c234eac060b8daa57f673fb6b8b2c1278fd6a167f12deaee1071819 0xc55eddadeeb47fcde0b3b6f25bd47d745ba7e7fa 0x22cf2c4159f1fea8c78f1175b8c7f3743b31894525f5c272f027f8b20b56eba7
|
||||
37 0x8ec6fb0236f0a39bca70802551fab9d7258346399f6deb0bfab834af93beda56 0x6f273debd0a0e8e98ac63d6078d23fa93a7b5786a7456bb5cb3fecc19b1cebc7 0x75e89d5979e4f6fba9f97c104c2f0afb3f1dcb88 0xfafe13916c038b9b01e476ef5675341a75bd39f198500732b116221d92620781
|
||||
38 0xb244a0d2c66cf36f35455ecd8731f2960c64db35603ad2a76ffa34d22bdb821f 0x1a7038fceb3cbaa08fae08d5857192e44dae37666cf841b11c6e2bf84e655078 0x75e89d5979e4f6fba9f97c104c2f0afb3f1dcb88 0x17c8c48fb411df67de52aee98dc4a586f3725704199761f5bd23158437cb5872
|
||||
38 0x59ed90e66529f9b21ff820ab501e5ee0f18dde32c1debd66b5dc6e3342032b62 0x3f4b7b15b0af3339d791c8e73a7976d16bbd91316025d256d9161ff1ba894c69 0x75e89d5979e4f6fba9f97c104c2f0afb3f1dcb88 0x4a34d102022fa077a95899e102ef294cbd5941145fce1e29e2af39c6c831ce77
|
||||
38 0xd2bd67f5a2ff75cc124ebf944f7c26d87172d580cd92493d50002af32781c02 0x6536865fc12e5121a546458a45b480ca4a14b71d1cb899cf53c936044ad756f 0x75e89d5979e4f6fba9f97c104c2f0afb3f1dcb88 0x8d635892680e858fa7c2564751262f0ef074134ac6a46149b1ff02f16c0276f5
|
||||
37 0x274407742377dea657519cee052763f9f0247fb2fc8d6a587d3290b4056abd2e 0x1ab13a59094aaac36a7292c7cd6814d11119bd34363f313c993e46f4a4fe157c 0x97b9d2102a9a65a26e1ee82d59e42d1b73b68689 0x9d22cf1bda837de201fce2be661c2bcf5e6c3829fd75f58232a7200fe89abad1
|
||||
0 0x9613c1e52f935a04483aab79c0ef76f8d427f79feaa2543ba4c94a91cbff7f6 0x3d75a82cae83a3647c248f44752185b662055ef9f3f21abf2fe5260f6885002d 0x86e122e39d467eb13d82765881cdd944c94ba922 0xfe0f34ef96a36515135bff2c1fb7964a552c0bdfb88a1ad773414f2a05c77132
|
||||
37 0x37f09f9d9d034a9ea8892c3a7b4826de643778f59e217ded5199d5cd32b3237a 0x311f3b9d4f7d771015eaaa0a1c2cd5759ed798902ecc03632a18de47c078149a 0x9cbf099ff424979439dfba03f00b5961784c06ce 0x9d08d5163de3f8437d991d7fff25178eeb821ae6e272cbf42a86f4f1a22023b1
|
||||
37 0x28210d2f4b817744db46b71c7c993fd3318ad30a96975678f185cf5e8067b9dd 0x646aba390d36afcce34eeb928b92c8d0e12cfc5ad598569045de59d4b2de3526 0x41d9294128b6c8815dd92199700953220b1bd375 0xd4711cb46f4155bb887a2d978f2c4d877cf9bef8122ca0d30395d5815bc5a886
|
||||
0 0x4455fa740404acaec4e670be00843afe7cc6cfa379108ef02eb8368210791943 0x83f2557e17faf4951e9cb767b278f57487776927928cc53f5f1e4f028982cb1 0x0b5c4a7fcda49e0a8661419bb55b86161a86db2a 0xe676662e29b77af78c77311801b74666dc37ca016da761c164a3ddfe971502bf
|
||||
0 0xdfb1180544b6b942c23ddadbe4561c821dea1727735fb4442c2c0ad02185111 0x6524e1961d5357471ab6d7e4ff52fc434c88a962ac0a8f203dbf67cb4e971727 0xdcdf0feeede933ceafc6131b663f1ee210ac61ae 0x6f9cf3180ba5ffa60436b7539de12d8b11e0343810b0d3f85d6457745219b86c
|
||||
0 0xe3f04a7f4b367c274a018bf88c3e3929ace1ae203e6cbceb4809f4b6453b665 0x57da3d1b4b3e6adc031deeb9baf408b241d178e12577c105f97d15eb71945151 0xdc5432c573a1d4874d305a5cd7e62aed2b0bc522 0xd79be8888d4ac1d12398740b93f7cf5adbffa332356677973663b2580d45c7e2
|
||||
1 0xa29cc033a00f3efda65699bba97235eeede560f1adb51d307a168a2db841d8a8 0x6f761fa28ed8c0aa16773f7a11ab14c34dec9d31a085887a798dabcd00fb1905 0x19f494583c7c933be7b0ee58104ddafac1e8adfa 0x21f2778f84b87d28bd417f57a952fc3b86b86641717008fda61ebfc956dd7166
|
||||
0 0xa18dde11da20682e5d3904fce5591b2d499bea1980e113a6b851a786f9551415 0x7f29dab88a65cb3cef6b8fdd633e61f565ba385459998637b4e54de7a69c017b 0x4a3646402d1aed59cd97972474beb7d1c68b303d 0x889719b175613719e30dbdf7c59b0766ae3a642c0700fb43e6959b369796e218
|
||||
0 0x563776eb92b4ddecc85ceb07b5968ed78b47956554735cfc212db00e03fdaa04 0x28bac43c2efd049b4e9ab7c46d5961e216da1baab59c4e2930bf19ba146c5e21 0x8216874887415e2650d12d53ff53516f04a74fd7 0x4aa2be7cb95d651d91b8feb3d32c04f4abb1c8c36eb0b2c88a72b1a1630cdda3
|
||||
1 0x24dd078a4a604496c592fd0568c50e340c2df5d3343392b62f6669128c43777d 0x54a4e08b684ed36cdf20f132164ec18599b07763da289787ef4ecd21635e7bdf 0x64917e321c516a2dbdad48bef7e923873eb7854f 0x2335ef16b1d02b9e206f952b7d98bde5f453afd6e95391a6083fc4d6fc829e2b
|
||||
1 0x96942017e0365f7e059d8822e8bdb10f772e186e5f6dec136baac903f037863e 0xd94dc604b36c0b77740a4bbf70a051d239185611ee36f2a6224c8604b638016 0x0e7518b332f469a6a2f59e690f225cef5157cca9 0x62b0621f47ddb24e8581b2165cde8f4f883222c991fcb1ba2610d01948a5882e
|
||||
1 0x5e5f424b80fb1351a178d36348840d9bd5cf363c78550d829322f21b58a2adfb 0x41a2fb3e6fe3c5a4449106ba5fd2d0d5e9efc10e26e8c17e7133fecf6faf138d 0xa7fb5ca286fc3fd67525629048a4de3ba24cba2e 0x4a3adb07cc5bd5b0cd6dbdafb1d643e41e353c9ef1cf83ac1fda32815b09d461
|
||||
0 0x17216ef4d8539f74333914926d1fdec20b06ce4594d846af59bbb0995ad80bdc 0x5806f2eeef10c734ac9e577f3a7c73b338ef2553238b5543a1c2dcc35c3481b8 0x7f72687d4981e85d2d2746c17a0219d8054a2148 0x9a3fbe852ed1abfe59e63eca1d8e2453a1060fadc622360d4f6bc40cbb8e326d
|
||||
1 0xf765aa91e69fb3436969124c747b888e705d49e8150a63a545343ade5a425ac6 0x19235da122cf688b31101015a9f4c67ddd557f7139206641182187c308f608ed 0xb6e145b74eb1a016231483272fb622ffb68d3d7c 0x2537f24f5d73879d63799050aa0eaf5fce44bd670068aa2b1b997913859106b4
|
||||
1 0xa2c13c62165475ed08b64524b7c9a8c1e6f7d4fd041c579eca29306c0ccae15b 0x3fab181d182a0f0d9768d75bbb8461f2a9a6b3416212e8b91209680e29c5a31 0x24c09a812b6419ae0e929b95d562f635097d4590 0xf9113ed129138f590b498a572380efaa06b59e436689772534842d7837e092e8
|
||||
1 0x3dd17bdd0a94e61f79b21917b937bb45cac40ee88cb37a09c987ddd346ee551b 0x32017f92d89ed4ac0f4a235c5f6f41982faa4341076ac2dbfb29a7a8efd15e1b 0x41f0bbe07573e14944304c0a544c5dbe6f468cf9 0x7df3db64dad8bf775cd8e6e585a61065cc739ec914cde160b3aee6d0bcfeba72
|
||||
0 0x7ab5cbca681be515dce228b1fb30dd588e1fa9eaeee60a9c869a9e4d6a44da8e 0x6567506dacb0bdf3be1aa5ebd55bb97b159258d728d7f2e54034555648c434a8 0xf031dd3ef38f677b55e8c4a191c3b9e343c07758 0x76a21141c922911e735c493c8bac70d04c6c83af1793046cc74d417deb23c8ef
|
||||
0 0x541aad8b51542ac5f71abb002099c2107dc0a87da05751675deb23f683fd26a8 0x51b3820e49ba8cb365fcffb97269a30b826b509eaebc05b03c37be93ffba06ed 0x9079caa7968d77ca87967ced769bb4fef312a834 0xd570c731edcc02bf4f06f3631de76b4e2427fb64f315e9ea94080125d4478818
|
||||
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||||
1 0x228682fd3644c4f2a2464fd9179b1489602485b84cac0cc434bb13be6f52e750 0x4443018948d31e38c24074103e882cf6628facdfbfc0f1bbbd3b73a7abd1b8c4 0x7a9adb31ec1623e463138dd4ce88df7e791c6f03 0x8a33ea11489e13b66d6fabbb2abfdc6f13273fbb9d95a4d936cc073f3b370473
|
||||
0 0x68b4d46ba8c97044fccabbcedc53bbf362f85dac7d5b6f20087909bf428cd977 0x1e6a77282107ca56253584a6577d937107c13c914fe96b00a49e66ac06a8a878 0xc17e64a2b177468f6d4c9b556b63d110499112f0 0x4782e3d06c981933650a9aeb4034d47557099cd5bb82cff7563837517982171d
|
||||
0 0xadeae9e3caefa9e5220a88447eeb24837f2e8d7d3b9f4b80f105cf8e055ad663 0x3728bf1007a5f106d50004df752b5bc611046734225bffa10d4553530c360b70 0x74dec05e5b894b0efec69cdf6316971802a2f9a1 0x27d57b0a0c8f8a6c784d860f42f7eee5bd459d7ef0e76676bfb41279bc59b4be
|
||||
0 0xe25df026f631d49fec33a23fba5c81e63b14b7255dfda8abd1faf24603460935 0x63e42f2844b2ed1a81738ccaa006b4c74465d360d529cd94df16774d8e38931b 0xe128efc01e4244ff423cfd6cd41e1cc56bd6866f 0x84013bea6d8f9df22d66fe7959145c0629e7367c1b951ce7ac198c2496a69c84
|
||||
0 0xa1784d0efa4a3075f07968e3c0969e064b986336a9c80a95cfbe4e314b13ddec 0x456bcd8e76c21c691658ed4c28158173c1f69b35178c2ed8c2a602b76cdfbede 0x983873529f95132bd1812a3b52c98fb271d2f679 0xac1c41d319b7e8f7aecd0d6130e8c94b9f748333bbfa03036aa69ba4376dfad5
|
||||
0 0x6526f92963f2338eb771ad90fb772d11904d4d4befa98b8c272c6a0abfab081e 0x5aec457455ba8d5aeadf17a688ca73754680ea1f6265c34ddf6718c85ff1e1b0 0x19e34d09c2664d4f0829b1431ea73dac1b2bea93 0xc61a5fc29b169a36e990142a63b49823dd06fabbbbf54a4f52dd25ff443ed640
|
||||
0 0xa026fb5c2ea92a4bced092ece32b06ad2664eca004ba355bfc9686b442131862 0x4dd3e552d74fb306c7e1a8f1c6c4f041d8bbe50fff482389e7959ebd90d67259 0xe697fa7a3f3165caae7458a7e7437fcf80a327b2 0xbc1705ec12a7475ace7e60c33bfa6a64fff88c538675d302ce603dd572f2f14d
|
||||
1 0xf2a1cf25ff00c08820ff9030f63ad96aa1e6d2f89ba9a270953610a7f5e9ac27 0x14c87ef1845068dc7d81686b4bf201676d48fe2359a05785c40bb674873673ab 0x6faea455ea5309259cdfb076caaf779488ddf8de 0xc7f21e2ddb3c14b1b29e355050dab2eddb82e1e8306ed184e277193a53256043
|
||||
0 0x9f97613b227a9f5c66d7c4c44897aef59bf482c72434dac864b48089906f4372 0xb35e44f4d594816de88c2e9c48662134b69892690ae7c844dfa35c73e6bb7a4 0xd6f440196f5060e81a943fa5110508c8430b31f2 0x8d6ad1adfadd98aaf2365632ff00dd9bd479b687f3ff43d16de4e0ce67c90bf2
|
||||
1 0xb34b1d4a28568a653ac8c1695dbb0f8da387fec9700985879beb2a0871eac428 0x7aa14d38f04dfd090c3d688f4847d0f55c2a8785719c63ca12702c3b2c755ed8 0xa6a688f107851131f0e1dce493ebbebfaf99203e 0x874c23e08d44be9a421c4c1131448c5877015d9ba1b76dbd94dabd6809ae0bdb
|
||||
0 0xc513f6281e4c95bca3e17a3ff8eaef844b09b17f7d7fd24a2637e81136aecd1d 0x75810f150e589d54765f58a44263fc7b26cc791bb88e771777aead7823327431 0xf61a659713d29221646b451d2c675f657e33c88c 0x1cf1502b1f131cf5eb85243f25aac443dbb2c8727c9e4d718ca614012da4f14d
|
||||
1 0xacb42d7d82bf160d188dda513982a48c9eb055c84a700bbe425b96ad5e1244e7 0x47cdb51f4a5b8fba9f4cdbd5b4ebcf42438fcd9f2ac996cefca27745140802c6 0x710bda329b2a6224e4b44833de30f38e7f81d564 0xdd0aa6a391179f21e01e5670e46b6664d1e23869a25b68e94bfc203148c8363c
|
||||
0 0x10077281c6b1283c4f8f7b3058aff92c72e5694d9cc53f1767d8977a50c4408c 0x3a02b1f7a35f12e0233f307489037fa3dbcb0aac33f23291a659068a0c15295d 0x22a98f59ded87c4143cf26323b0bd779580ead02 0xbd137a0fc25ca845d0863454dfbf05a78d8f364d821d569f27fc85dd7aaf6ff1
|
||||
1 0x58c87c54c33e54e868d9f6eaab464787256e5d46db9f7fa550ff6daa3f0d25e0 0x7b716d06c4163062b503e32650faaca47ee01f3ec269d62cbd9c9d6cd37f0968 0x9b2c4b8c833278b71789999a3d808b1bc0995fcb 0xfdc089847347bca14dd6a782cc102755a398f711f213d9b50548f1e33a66793f
|
||||
0 0x6c3f7f4cc50cb15e4d5b1454088e860fcf3484bea53979597056238bee8d2eca 0x354f75da6626ded0a649d6749a6e6f570a353504e4cf86878397771993397cc3 0x55fe002aeff02f77364de339a1292923a15844b8 0x9d1e9fda1dbec9bb273fdc32b4b3f93a478861d0e4a4f44f059efaccc4ca3aa2
|
||||
1 0xcbe9c14778b0b3204ba7a286bda1efd94eb79f00141fe807168954aaf2bc8887 0x7ddc9f6c4d6be095ad846a2d1e12196fbd31f144bbbdb672c7471e8a0c64ce3a 0x299c7265388216f6baf12c04bfaae0391c2b1be5 0x6a247771ba60f3e5b1ff3a95ca6ce256a75a7c8b4c2cc74fa02541458730bf39
|
||||
1 0xae6d5ee5e33792e97504b10f2a11e5e0945fe6e540ba0cb530ab49a3b0a6aed7 0xcf7f67a2f5a6a8297b80ad4214879ed6b8b6b0d5003afa6676bc62010aa152e 0x6dfc34609a05bc22319fa4cce1d1e2929548c0d7 0x33460c004ebe3b3c87b07a5228f1a6b163eb970181ad59ff11f8d03b729298e0
|
||||
1 0x77853702c849e381674e839ff6779d66ded67a7cfc325cec9dd8b93d577f1d5 0x7809c39b7692e2fa010a78ba9d521155cb6151b316daf15098684dcd3973cc72 0x4069d8a3de3a72eca86ca5e0a4b94619085e7362 0xb5e51e980067f75f75981e80b4b2d60da80dedf8fbcbadce9ae871ea02ea3c89
|
||||
1 0x7f8c8449f22a576d8868bf3e8bbe14dad8de838b4e45ff320fe4fc794051fe59 0x1ba41d48005b10b79602ee801ede56845ea5b700aef13dc2dfe93812672ef053 0x6887246668a3b87f54deb3b94ba47a6f63f32985 0xaad2bb9310cf9aea16caa84141dfcd3de424b7cbeba41d20a319b3c35342c2b1
|
||||
1048
evm/src/cpu/kernel/tests/ecc/glv_test_data
Normal file
1048
evm/src/cpu/kernel/tests/ecc/glv_test_data
Normal file
File diff suppressed because it is too large
Load Diff
2
evm/src/cpu/kernel/tests/ecc/mod.rs
Normal file
2
evm/src/cpu/kernel/tests/ecc/mod.rs
Normal file
@ -0,0 +1,2 @@
|
||||
mod curve_ops;
|
||||
mod ecrecover;
|
||||
@ -1,8 +1,7 @@
|
||||
mod account_code;
|
||||
mod balance;
|
||||
mod core;
|
||||
mod curve_ops;
|
||||
mod ecrecover;
|
||||
mod ecc;
|
||||
mod exp;
|
||||
mod fields;
|
||||
mod hash;
|
||||
|
||||
@ -39,10 +39,11 @@ pub(crate) enum Segment {
|
||||
/// instructions; initialised by `kernel/asm/shift.asm::init_shift_table()`.
|
||||
ShiftTable = 16,
|
||||
JumpdestBits = 17,
|
||||
EcdsaTable = 18,
|
||||
}
|
||||
|
||||
impl Segment {
|
||||
pub(crate) const COUNT: usize = 18;
|
||||
pub(crate) const COUNT: usize = 19;
|
||||
|
||||
pub(crate) fn all() -> [Self; Self::COUNT] {
|
||||
[
|
||||
@ -64,6 +65,7 @@ impl Segment {
|
||||
Self::TrieEncodedChildLen,
|
||||
Self::ShiftTable,
|
||||
Self::JumpdestBits,
|
||||
Self::EcdsaTable,
|
||||
]
|
||||
}
|
||||
|
||||
@ -88,6 +90,7 @@ impl Segment {
|
||||
Segment::TrieEncodedChildLen => "SEGMENT_TRIE_ENCODED_CHILD_LEN",
|
||||
Segment::ShiftTable => "SEGMENT_SHIFT_TABLE",
|
||||
Segment::JumpdestBits => "SEGMENT_JUMPDEST_BITS",
|
||||
Segment::EcdsaTable => "SEGMENT_KERNEL_ECDSA_TABLE",
|
||||
}
|
||||
}
|
||||
|
||||
@ -112,6 +115,7 @@ impl Segment {
|
||||
Segment::TrieEncodedChildLen => 6,
|
||||
Segment::ShiftTable => 256,
|
||||
Segment::JumpdestBits => 1,
|
||||
Segment::EcdsaTable => 256,
|
||||
}
|
||||
}
|
||||
}
|
||||
|
||||
Loading…
x
Reference in New Issue
Block a user