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Commit bbf51a3c authored by Niels Möller's avatar Niels Möller
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Renamed arguments in sbox macros. 

Rev: nettle/serpent-decrypt.c:1.2
parent d9a172fd
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serpent-decrypt.c
View file @ bbf51a3c
......@@ -70,195 +70,195 @@
used after the substitution, and hence we could allow them to be
destroyed. Can this freedom be used to optimize the sboxes? */
#define SBOX0_INVERSE(type, a, b, c, d, w, x, y, z) \
#define SBOX0_INVERSE(type, x0, x1, x2, x3, y0, y1, y2, y3) \
do { \
type t02, t03, t04, t05, t06, t08, t09, t10; \
type t12, t13, t14, t15, t17, t18, t01; \
t01 = c ^ d ; \
t02 = a | b ; \
t03 = b | c ; \
t04 = c & t01; \
t01 = x2 ^ x3 ; \
t02 = x0 | x1 ; \
t03 = x1 | x2 ; \
t04 = x2 & t01; \
t05 = t02 ^ t01; \
t06 = a | t04; \
y = ~ t05; \
t08 = b ^ d ; \
t06 = x0 | t04; \
y2 = ~ t05; \
t08 = x1 ^ x3 ; \
t09 = t03 & t08; \
t10 = d | y ; \
x = t09 ^ t06; \
t12 = a | t05; \
t13 = x ^ t12; \
t10 = x3 | y2 ; \
y1 = t09 ^ t06; \
t12 = x0 | t05; \
t13 = y1 ^ t12; \
t14 = t03 ^ t10; \
t15 = a ^ c ; \
z = t14 ^ t13; \
t15 = x0 ^ x2 ; \
y3 = t14 ^ t13; \
t17 = t05 & t13; \
t18 = t14 | t17; \
w = t15 ^ t18; \
y0 = t15 ^ t18; \
} while (0)
#define SBOX1_INVERSE(type, a, b, c, d, w, x, y, z) \
#define SBOX1_INVERSE(type, x0, x1, x2, x3, y0, y1, y2, y3) \
do { \
type t02, t03, t04, t05, t06, t07, t08; \
type t09, t10, t11, t14, t15, t17, t01; \
t01 = a ^ b ; \
t02 = b | d ; \
t03 = a & c ; \
t04 = c ^ t02; \
t05 = a | t04; \
t01 = x0 ^ x1 ; \
t02 = x1 | x3 ; \
t03 = x0 & x2 ; \
t04 = x2 ^ t02; \
t05 = x0 | t04; \
t06 = t01 & t05; \
t07 = d | t03; \
t08 = b ^ t06; \
t07 = x3 | t03; \
t08 = x1 ^ t06; \
t09 = t07 ^ t06; \
t10 = t04 | t03; \
t11 = d & t08; \
y = ~ t09; \
x = t10 ^ t11; \
t14 = a | y ; \
t15 = t06 ^ x ; \
z = t01 ^ t04; \
t17 = c ^ t15; \
w = t14 ^ t17; \
t11 = x3 & t08; \
y2 = ~ t09; \
y1 = t10 ^ t11; \
t14 = x0 | y2 ; \
t15 = t06 ^ y1 ; \
y3 = t01 ^ t04; \
t17 = x2 ^ t15; \
y0 = t14 ^ t17; \
} while (0)
#define SBOX2_INVERSE(type, a, b, c, d, w, x, y, z) \
#define SBOX2_INVERSE(type, x0, x1, x2, x3, y0, y1, y2, y3) \
do { \
type t02, t03, t04, t06, t07, t08, t09; \
type t10, t11, t12, t15, t16, t17, t01; \
t01 = a ^ d ; \
t02 = c ^ d ; \
t03 = a & c ; \
t04 = b | t02; \
w = t01 ^ t04; \
t06 = a | c ; \
t07 = d | w ; \
t08 = ~ d ; \
t09 = b & t06; \
t01 = x0 ^ x3 ; \
t02 = x2 ^ x3 ; \
t03 = x0 & x2 ; \
t04 = x1 | t02; \
y0 = t01 ^ t04; \
t06 = x0 | x2 ; \
t07 = x3 | y0 ; \
t08 = ~ x3 ; \
t09 = x1 & t06; \
t10 = t08 | t03; \
t11 = b & t07; \
t11 = x1 & t07; \
t12 = t06 & t02; \
z = t09 ^ t10; \
x = t12 ^ t11; \
t15 = c & z ; \
t16 = w ^ x ; \
y3 = t09 ^ t10; \
y1 = t12 ^ t11; \
t15 = x2 & y3 ; \
t16 = y0 ^ y1 ; \
t17 = t10 ^ t15; \
y = t16 ^ t17; \
y2 = t16 ^ t17; \
} while (0)
#define SBOX3_INVERSE(type, a, b, c, d, w, x, y, z) \
#define SBOX3_INVERSE(type, x0, x1, x2, x3, y0, y1, y2, y3) \
do { \
type t02, t03, t04, t05, t06, t07, t09; \
type t11, t12, t13, t14, t16, t01; \
t01 = c | d ; \
t02 = a | d ; \
t03 = c ^ t02; \
t04 = b ^ t02; \
t05 = a ^ d ; \
t01 = x2 | x3 ; \
t02 = x0 | x3 ; \
t03 = x2 ^ t02; \
t04 = x1 ^ t02; \
t05 = x0 ^ x3 ; \
t06 = t04 & t03; \
t07 = b & t01; \
y = t05 ^ t06; \
t09 = a ^ t03; \
w = t07 ^ t03; \
t11 = w | t05; \
t07 = x1 & t01; \
y2 = t05 ^ t06; \
t09 = x0 ^ t03; \
y0 = t07 ^ t03; \
t11 = y0 | t05; \
t12 = t09 & t11; \
t13 = a & y ; \
t13 = x0 & y2 ; \
t14 = t01 ^ t05; \
x = b ^ t12; \
t16 = b | t13; \
z = t14 ^ t16; \
y1 = x1 ^ t12; \
t16 = x1 | t13; \
y3 = t14 ^ t16; \
} while (0)
#define SBOX4_INVERSE(type, a, b, c, d, w, x, y, z) \
#define SBOX4_INVERSE(type, x0, x1, x2, x3, y0, y1, y2, y3) \
do { \
type t02, t03, t04, t05, t06, t07, t09; \
type t10, t11, t12, t13, t15, t01; \
t01 = b | d ; \
t02 = c | d ; \
t03 = a & t01; \
t04 = b ^ t02; \
t05 = c ^ d ; \
t01 = x1 | x3 ; \
t02 = x2 | x3 ; \
t03 = x0 & t01; \
t04 = x1 ^ t02; \
t05 = x2 ^ x3 ; \
t06 = ~ t03; \
t07 = a & t04; \
x = t05 ^ t07; \
t09 = x | t06; \
t10 = a ^ t07; \
t07 = x0 & t04; \
y1 = t05 ^ t07; \
t09 = y1 | t06; \
t10 = x0 ^ t07; \
t11 = t01 ^ t09; \
t12 = d ^ t04; \
t13 = c | t10; \
z = t03 ^ t12; \
t15 = a ^ t04; \
y = t11 ^ t13; \
w = t15 ^ t09; \
t12 = x3 ^ t04; \
t13 = x2 | t10; \
y3 = t03 ^ t12; \
t15 = x0 ^ t04; \
y2 = t11 ^ t13; \
y0 = t15 ^ t09; \
} while (0)
#define SBOX5_INVERSE(type, a, b, c, d, w, x, y, z) \
#define SBOX5_INVERSE(type, x0, x1, x2, x3, y0, y1, y2, y3) \
do { \
type t02, t03, t04, t05, t07, t08, t09; \
type t10, t12, t13, t15, t16, t01; \
t01 = a & d ; \
t02 = c ^ t01; \
t03 = a ^ d ; \
t04 = b & t02; \
t05 = a & c ; \
w = t03 ^ t04; \
t07 = a & w ; \
t08 = t01 ^ w ; \
t09 = b | t05; \
t10 = ~ b ; \
x = t08 ^ t09; \
t01 = x0 & x3 ; \
t02 = x2 ^ t01; \
t03 = x0 ^ x3 ; \
t04 = x1 & t02; \
t05 = x0 & x2 ; \
y0 = t03 ^ t04; \
t07 = x0 & y0 ; \
t08 = t01 ^ y0 ; \
t09 = x1 | t05; \
t10 = ~ x1 ; \
y1 = t08 ^ t09; \
t12 = t10 | t07; \
t13 = w | x ; \
z = t02 ^ t12; \
t13 = y0 | y1 ; \
y3 = t02 ^ t12; \
t15 = t02 ^ t13; \
t16 = b ^ d ; \
y = t16 ^ t15; \
t16 = x1 ^ x3 ; \
y2 = t16 ^ t15; \
} while (0)
#define SBOX6_INVERSE(type, a, b, c, d, w, x, y, z) \
#define SBOX6_INVERSE(type, x0, x1, x2, x3, y0, y1, y2, y3) \
do { \
type t02, t03, t04, t05, t06, t07, t08, t09; \
type t12, t13, t14, t15, t16, t17, t01; \
t01 = a ^ c ; \
t02 = ~ c ; \
t03 = b & t01; \
t04 = b | t02; \
t05 = d | t03; \
t06 = b ^ d ; \
t07 = a & t04; \
t08 = a | t02; \
t01 = x0 ^ x2 ; \
t02 = ~ x2 ; \
t03 = x1 & t01; \
t04 = x1 | t02; \
t05 = x3 | t03; \
t06 = x1 ^ x3 ; \
t07 = x0 & t04; \
t08 = x0 | t02; \
t09 = t07 ^ t05; \
x = t06 ^ t08; \
w = ~ t09; \
t12 = b & w ; \
y1 = t06 ^ t08; \
y0 = ~ t09; \
t12 = x1 & y0 ; \
t13 = t01 & t05; \
t14 = t01 ^ t12; \
t15 = t07 ^ t13; \
t16 = d | t02; \
t17 = a ^ x ; \
z = t17 ^ t15; \
y = t16 ^ t14; \
t16 = x3 | t02; \
t17 = x0 ^ y1 ; \
y3 = t17 ^ t15; \
y2 = t16 ^ t14; \
} while (0)
#define SBOX7_INVERSE(type, a, b, c, d, w, x, y, z) \
#define SBOX7_INVERSE(type, x0, x1, x2, x3, y0, y1, y2, y3) \
do { \
type t02, t03, t04, t06, t07, t08, t09; \
type t10, t11, t13, t14, t15, t16, t01; \
t01 = a & b ; \
t02 = a | b ; \
t03 = c | t01; \
t04 = d & t02; \
z = t03 ^ t04; \
t06 = b ^ t04; \
t07 = d ^ z ; \
t01 = x0 & x1 ; \
t02 = x0 | x1 ; \
t03 = x2 | t01; \
t04 = x3 & t02; \
y3 = t03 ^ t04; \
t06 = x1 ^ t04; \
t07 = x3 ^ y3 ; \
t08 = ~ t07; \
t09 = t06 | t08; \
t10 = b ^ d ; \
t11 = a | d ; \
x = a ^ t09; \
t13 = c ^ t06; \
t14 = c & t11; \
t15 = d | x ; \
t10 = x1 ^ x3 ; \
t11 = x0 | x3 ; \
y1 = x0 ^ t09; \
t13 = x2 ^ t06; \
t14 = x2 & t11; \
t15 = x3 | y1 ; \
t16 = t01 | t10; \
w = t13 ^ t15; \
y = t14 ^ t16; \
y0 = t13 ^ t15; \
y2 = t14 ^ t16; \
} while (0)
/* In-place inverse linear transformation. */
......
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