/* See LICENSE file for copyright and license details. */
/**
* 64-bit Keccak-f round constants
*/
static const uint64_t rc64[] = {
UINT64_C(0x0000000000000001), UINT64_C(0x0000000000008082), UINT64_C(0x800000000000808A), UINT64_C(0x8000000080008000),
UINT64_C(0x000000000000808B), UINT64_C(0x0000000080000001), UINT64_C(0x8000000080008081), UINT64_C(0x8000000000008009),
UINT64_C(0x000000000000008A), UINT64_C(0x0000000000000088), UINT64_C(0x0000000080008009), UINT64_C(0x000000008000000A),
UINT64_C(0x000000008000808B), UINT64_C(0x800000000000008B), UINT64_C(0x8000000000008089), UINT64_C(0x8000000000008003),
UINT64_C(0x8000000000008002), UINT64_C(0x8000000000000080), UINT64_C(0x000000000000800A), UINT64_C(0x800000008000000A),
UINT64_C(0x8000000080008081), UINT64_C(0x8000000000008080), UINT64_C(0x0000000080000001), UINT64_C(0x8000000080008008)
};
/**
* Rotate a 64-bit word
*
* @param x:uint64_t The value to rotate
* @param n:long int Rotation steps, may not be zero
* @return :uint64_t The value rotated
*/
#define rotate64(x, n) ((uint64_t)(((uint64_t)(x) >> (64L - (n))) | ((uint64_t)(x) << (n))))
/**
* 64-bit word version of `libkeccak_f_round`
*
* @param state The hashing state
* @param rc The round contant for this round
*/
LIBKECCAK_GCC_ONLY(__attribute__((__nonnull__, __nothrow__, __hot__)))
static void
libkeccak_f_round64(register struct libkeccak_state *state, register uint64_t rc)
{
uint64_t *restrict A = state->S.w64;
uint64_t B[25], C[5], da, db, dc, dd, de;
/* θ step (step 1 of 3). */
#define X(N) C[N] = A[N * 5] ^ A[N * 5 + 1] ^ A[N * 5 + 2] ^ A[N * 5 + 3] ^ A[N * 5 + 4]
LIST_5(X, ;);
#undef X
/* θ step (step 2 of 3). */
da = C[4] ^ rotate64(C[1], 1);
dd = C[2] ^ rotate64(C[4], 1);
db = C[0] ^ rotate64(C[2], 1);
de = C[3] ^ rotate64(C[0], 1);
dc = C[1] ^ rotate64(C[3], 1);
/* ρ and π steps, with last two part of θ. */
#define X(bi, ai, dv, r) B[bi] = rotate64(A[ai] ^ dv, r)
B[0] = A[0] ^ da; X( 1, 15, dd, 28); X( 2, 5, db, 1); X( 3, 20, de, 27); X( 4, 10, dc, 62);
X( 5, 6, db, 44); X( 6, 21, de, 20); X( 7, 11, dc, 6); X( 8, 1, da, 36); X( 9, 16, dd, 55);
X(10, 12, dc, 43); X(11, 2, da, 3); X(12, 17, dd, 25); X(13, 7, db, 10); X(14, 22, de, 39);
X(15, 18, dd, 21); X(16, 8, db, 45); X(17, 23, de, 8); X(18, 13, dc, 15); X(19, 3, da, 41);
X(20, 24, de, 14); X(21, 14, dc, 61); X(22, 4, da, 18); X(23, 19, dd, 56); X(24, 9, db, 2);
#undef X
/* ξ step. */
#define X(N) A[N] = B[N] ^ ((~(B[(N + 5) % 25])) & B[(N + 10) % 25])
LIST_25(X, ;);
#undef X
/* ι step. */
A[0] ^= rc;
}
/**
* 64-bit lane version of `libkeccak_to_lane`
*
* @param message The message
* @param msglen The length of the message
* @param rr Bitrate in bytes
* @param off The offset in the message
* @return The lane
*/
LIBKECCAK_GCC_ONLY(__attribute__((__nonnull__, __nothrow__, __pure__, __hot__, __warn_unused_result__, __gnu_inline__)))
static inline uint64_t
libkeccak_to_lane64(register const unsigned char *message, register size_t msglen, register long int rr, size_t off)
{
register long int n = (long)((msglen < (size_t)rr ? msglen : (size_t)rr) - off);
uint64_t rc = 0;
message += off;
#define X(N) if (__builtin_expect(N < n, 1)) rc |= (uint64_t)message[N] << (N * 8);\
else return rc
LIST_8(X, ;);
#undef X
return rc;
}
