| File: | Plugins/Bonjour/libezv/Private Classes/sha1.c |
| Location: | line 104, column 21 |
| Description: | dead store |
| 1 | /* |
| 2 | SHA-1 in C |
| 3 | By Steve Reid <steve@edmweb.com> |
| 4 | 100% Public Domain |
| 5 | |
| 6 | Test Vectors (from FIPS PUB 180-1) |
| 7 | "abc" |
| 8 | A9993E36 4706816A BA3E2571 7850C26C 9CD0D89D |
| 9 | "abcdbcdecdefdefgefghfghighijhijkijkljklmklmnlmnomnopnopq" |
| 10 | 84983E44 1C3BD26E BAAE4AA1 F95129E5 E54670F1 |
| 11 | A million repetitions of "a" |
| 12 | 34AA973C D4C4DAA4 F61EEB2B DBAD2731 6534016F |
| 13 | */ |
| 14 | |
| 15 | /* #define LITTLE_ENDIAN * This should be #define'd if true. */ |
| 16 | /* #define SHA1HANDSOFF * Copies data before messing with it. */ |
| 17 | |
| 18 | #include <stdio.h> |
| 19 | #include <string.h> |
| 20 | |
| 21 | typedef struct { |
| 22 | unsigned long state[5]; |
| 23 | unsigned long count[2]; |
| 24 | unsigned char buffer[64]; |
| 25 | } SHA1_CTX; |
| 26 | |
| 27 | void SHA1Transform(unsigned long state[5], unsigned char buffer[64]); |
| 28 | void SHA1Init(SHA1_CTX* context); |
| 29 | void SHA1Update(SHA1_CTX* context, unsigned char* data, unsigned int len); |
| 30 | void SHA1Final(unsigned char digest[20], SHA1_CTX* context); |
| 31 | |
| 32 | #define rol(value, bits) (((value) << (bits)) | ((value) >> (32 - (bits)))) |
| 33 | |
| 34 | /* blk0() and blk() perform the initial expand. */ |
| 35 | /* I got the idea of expanding during the round function from SSLeay */ |
| 36 | #ifdef LITTLE_ENDIAN |
| 37 | #define blk0(i) (block->l[i] = (rol(block->l[i],24)&0xFF00FF00) \ |
| 38 | |(rol(block->l[i],8)&0x00FF00FF)) |
| 39 | #else |
| 40 | #define blk0(i) block->l[i] |
| 41 | #endif |
| 42 | #define blk(i) (block->l[i&15] = rol(block->l[(i+13)&15]^block->l[(i+8)&15] \ |
| 43 | ^block->l[(i+2)&15]^block->l[i&15],1)) |
| 44 | |
| 45 | /* (R0+R1), R2, R3, R4 are the different operations used in SHA1 */ |
| 46 | #define R0(v,w,x,y,z,i) z+=((w&(x^y))^y)+blk0(i)+0x5A827999+rol(v,5);w=rol(w,30); |
| 47 | #define R1(v,w,x,y,z,i) z+=((w&(x^y))^y)+blk(i)+0x5A827999+rol(v,5);w=rol(w,30); |
| 48 | #define R2(v,w,x,y,z,i) z+=(w^x^y)+blk(i)+0x6ED9EBA1+rol(v,5);w=rol(w,30); |
| 49 | #define R3(v,w,x,y,z,i) z+=(((w|x)&y)|(w&x))+blk(i)+0x8F1BBCDC+rol(v,5);w=rol(w,30); |
| 50 | #define R4(v,w,x,y,z,i) z+=(w^x^y)+blk(i)+0xCA62C1D6+rol(v,5);w=rol(w,30); |
| 51 | |
| 52 | |
| 53 | /* Hash a single 512-bit block. This is the core of the algorithm. */ |
| 54 | |
| 55 | void SHA1Transform(unsigned long state[5], unsigned char buffer[64]) |
| 56 | { |
| 57 | unsigned long a, b, c, d, e; |
| 58 | typedef union { |
| 59 | unsigned char c[64]; |
| 60 | unsigned long l[16]; |
| 61 | } CHAR64LONG16; |
| 62 | CHAR64LONG16* block; |
| 63 | #ifdef SHA1HANDSOFF |
| 64 | static unsigned char workspace[64]; |
| 65 | block = (CHAR64LONG16*)workspace; |
| 66 | memcpy(block, buffer, 64); |
| 67 | #else |
| 68 | block = (CHAR64LONG16*)buffer; |
| 69 | #endif |
| 70 | /* Copy context->state[] to working vars */ |
| 71 | a = state[0]; |
| 72 | b = state[1]; |
| 73 | c = state[2]; |
| 74 | d = state[3]; |
| 75 | e = state[4]; |
| 76 | /* 4 rounds of 20 operations each. Loop unrolled. */ |
| 77 | R0e += ( ( b & ( c ^ d ) ) ^ d ) + block -> l [ 0 ] + 0x5A827999 + ( ( ( a ) << ( 5 ) ) | ( ( a ) >> ( 32 - ( 5 ) ) ) ) ; b = ( ( ( b ) << ( 30 ) ) | ( ( b ) >> ( 32 - ( 30 ) ) ) ) ;(a,b,c,d,e, 0); R0d += ( ( a & ( b ^ c ) ) ^ c ) + block -> l [ 1 ] + 0x5A827999 + ( ( ( e ) << ( 5 ) ) | ( ( e ) >> ( 32 - ( 5 ) ) ) ) ; a = ( ( ( a ) << ( 30 ) ) | ( ( a ) >> ( 32 - ( 30 ) ) ) ) ;(e,a,b,c,d, 1); R0c += ( ( e & ( a ^ b ) ) ^ b ) + block -> l [ 2 ] + 0x5A827999 + ( ( ( d ) << ( 5 ) ) | ( ( d ) >> ( 32 - ( 5 ) ) ) ) ; e = ( ( ( e ) << ( 30 ) ) | ( ( e ) >> ( 32 - ( 30 ) ) ) ) ;(d,e,a,b,c, 2); R0b += ( ( d & ( e ^ a ) ) ^ a ) + block -> l [ 3 ] + 0x5A827999 + ( ( ( c ) << ( 5 ) ) | ( ( c ) >> ( 32 - ( 5 ) ) ) ) ; d = ( ( ( d ) << ( 30 ) ) | ( ( d ) >> ( 32 - ( 30 ) ) ) ) ;(c,d,e,a,b, 3); |
| 78 | R0a += ( ( c & ( d ^ e ) ) ^ e ) + block -> l [ 4 ] + 0x5A827999 + ( ( ( b ) << ( 5 ) ) | ( ( b ) >> ( 32 - ( 5 ) ) ) ) ; c = ( ( ( c ) << ( 30 ) ) | ( ( c ) >> ( 32 - ( 30 ) ) ) ) ;(b,c,d,e,a, 4); R0e += ( ( b & ( c ^ d ) ) ^ d ) + block -> l [ 5 ] + 0x5A827999 + ( ( ( a ) << ( 5 ) ) | ( ( a ) >> ( 32 - ( 5 ) ) ) ) ; b = ( ( ( b ) << ( 30 ) ) | ( ( b ) >> ( 32 - ( 30 ) ) ) ) ;(a,b,c,d,e, 5); R0d += ( ( a & ( b ^ c ) ) ^ c ) + block -> l [ 6 ] + 0x5A827999 + ( ( ( e ) << ( 5 ) ) | ( ( e ) >> ( 32 - ( 5 ) ) ) ) ; a = ( ( ( a ) << ( 30 ) ) | ( ( a ) >> ( 32 - ( 30 ) ) ) ) ;(e,a,b,c,d, 6); R0c += ( ( e & ( a ^ b ) ) ^ b ) + block -> l [ 7 ] + 0x5A827999 + ( ( ( d ) << ( 5 ) ) | ( ( d ) >> ( 32 - ( 5 ) ) ) ) ; e = ( ( ( e ) << ( 30 ) ) | ( ( e ) >> ( 32 - ( 30 ) ) ) ) ;(d,e,a,b,c, 7); |
| 79 | R0b += ( ( d & ( e ^ a ) ) ^ a ) + block -> l [ 8 ] + 0x5A827999 + ( ( ( c ) << ( 5 ) ) | ( ( c ) >> ( 32 - ( 5 ) ) ) ) ; d = ( ( ( d ) << ( 30 ) ) | ( ( d ) >> ( 32 - ( 30 ) ) ) ) ;(c,d,e,a,b, 8); R0a += ( ( c & ( d ^ e ) ) ^ e ) + block -> l [ 9 ] + 0x5A827999 + ( ( ( b ) << ( 5 ) ) | ( ( b ) >> ( 32 - ( 5 ) ) ) ) ; c = ( ( ( c ) << ( 30 ) ) | ( ( c ) >> ( 32 - ( 30 ) ) ) ) ;(b,c,d,e,a, 9); R0e += ( ( b & ( c ^ d ) ) ^ d ) + block -> l [ 10 ] + 0x5A827999 + ( ( ( a ) << ( 5 ) ) | ( ( a ) >> ( 32 - ( 5 ) ) ) ) ; b = ( ( ( b ) << ( 30 ) ) | ( ( b ) >> ( 32 - ( 30 ) ) ) ) ;(a,b,c,d,e,10); R0d += ( ( a & ( b ^ c ) ) ^ c ) + block -> l [ 11 ] + 0x5A827999 + ( ( ( e ) << ( 5 ) ) | ( ( e ) >> ( 32 - ( 5 ) ) ) ) ; a = ( ( ( a ) << ( 30 ) ) | ( ( a ) >> ( 32 - ( 30 ) ) ) ) ;(e,a,b,c,d,11); |
| 80 | R0c += ( ( e & ( a ^ b ) ) ^ b ) + block -> l [ 12 ] + 0x5A827999 + ( ( ( d ) << ( 5 ) ) | ( ( d ) >> ( 32 - ( 5 ) ) ) ) ; e = ( ( ( e ) << ( 30 ) ) | ( ( e ) >> ( 32 - ( 30 ) ) ) ) ;(d,e,a,b,c,12); R0b += ( ( d & ( e ^ a ) ) ^ a ) + block -> l [ 13 ] + 0x5A827999 + ( ( ( c ) << ( 5 ) ) | ( ( c ) >> ( 32 - ( 5 ) ) ) ) ; d = ( ( ( d ) << ( 30 ) ) | ( ( d ) >> ( 32 - ( 30 ) ) ) ) ;(c,d,e,a,b,13); R0a += ( ( c & ( d ^ e ) ) ^ e ) + block -> l [ 14 ] + 0x5A827999 + ( ( ( b ) << ( 5 ) ) | ( ( b ) >> ( 32 - ( 5 ) ) ) ) ; c = ( ( ( c ) << ( 30 ) ) | ( ( c ) >> ( 32 - ( 30 ) ) ) ) ;(b,c,d,e,a,14); R0e += ( ( b & ( c ^ d ) ) ^ d ) + block -> l [ 15 ] + 0x5A827999 + ( ( ( a ) << ( 5 ) ) | ( ( a ) >> ( 32 - ( 5 ) ) ) ) ; b = ( ( ( b ) << ( 30 ) ) | ( ( b ) >> ( 32 - ( 30 ) ) ) ) ;(a,b,c,d,e,15); |
| 81 | R1d += ( ( a & ( b ^ c ) ) ^ c ) + ( block -> l [ 16 & 15 ] = ( ( ( block -> l [ ( 16 + 13 ) & 15 ] ^ block -> l [ ( 16 + 8 ) & 15 ] ^ block -> l [ ( 16 + 2 ) & 15 ] ^ block -> l [ 16 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 16 + 13 ) & 15 ] ^ block -> l [ ( 16 + 8 ) & 15 ] ^ block -> l [ ( 16 + 2 ) & 15 ] ^ block -> l [ 16 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x5A827999 + ( ( ( e ) << ( 5 ) ) | ( ( e ) >> ( 32 - ( 5 ) ) ) ) ; a = ( ( ( a ) << ( 30 ) ) | ( ( a ) >> ( 32 - ( 30 ) ) ) ) ;(e,a,b,c,d,16); R1c += ( ( e & ( a ^ b ) ) ^ b ) + ( block -> l [ 17 & 15 ] = ( ( ( block -> l [ ( 17 + 13 ) & 15 ] ^ block -> l [ ( 17 + 8 ) & 15 ] ^ block -> l [ ( 17 + 2 ) & 15 ] ^ block -> l [ 17 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 17 + 13 ) & 15 ] ^ block -> l [ ( 17 + 8 ) & 15 ] ^ block -> l [ ( 17 + 2 ) & 15 ] ^ block -> l [ 17 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x5A827999 + ( ( ( d ) << ( 5 ) ) | ( ( d ) >> ( 32 - ( 5 ) ) ) ) ; e = ( ( ( e ) << ( 30 ) ) | ( ( e ) >> ( 32 - ( 30 ) ) ) ) ;(d,e,a,b,c,17); R1b += ( ( d & ( e ^ a ) ) ^ a ) + ( block -> l [ 18 & 15 ] = ( ( ( block -> l [ ( 18 + 13 ) & 15 ] ^ block -> l [ ( 18 + 8 ) & 15 ] ^ block -> l [ ( 18 + 2 ) & 15 ] ^ block -> l [ 18 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 18 + 13 ) & 15 ] ^ block -> l [ ( 18 + 8 ) & 15 ] ^ block -> l [ ( 18 + 2 ) & 15 ] ^ block -> l [ 18 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x5A827999 + ( ( ( c ) << ( 5 ) ) | ( ( c ) >> ( 32 - ( 5 ) ) ) ) ; d = ( ( ( d ) << ( 30 ) ) | ( ( d ) >> ( 32 - ( 30 ) ) ) ) ;(c,d,e,a,b,18); R1a += ( ( c & ( d ^ e ) ) ^ e ) + ( block -> l [ 19 & 15 ] = ( ( ( block -> l [ ( 19 + 13 ) & 15 ] ^ block -> l [ ( 19 + 8 ) & 15 ] ^ block -> l [ ( 19 + 2 ) & 15 ] ^ block -> l [ 19 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 19 + 13 ) & 15 ] ^ block -> l [ ( 19 + 8 ) & 15 ] ^ block -> l [ ( 19 + 2 ) & 15 ] ^ block -> l [ 19 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x5A827999 + ( ( ( b ) << ( 5 ) ) | ( ( b ) >> ( 32 - ( 5 ) ) ) ) ; c = ( ( ( c ) << ( 30 ) ) | ( ( c ) >> ( 32 - ( 30 ) ) ) ) ;(b,c,d,e,a,19); |
| 82 | R2e += ( b ^ c ^ d ) + ( block -> l [ 20 & 15 ] = ( ( ( block -> l [ ( 20 + 13 ) & 15 ] ^ block -> l [ ( 20 + 8 ) & 15 ] ^ block -> l [ ( 20 + 2 ) & 15 ] ^ block -> l [ 20 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 20 + 13 ) & 15 ] ^ block -> l [ ( 20 + 8 ) & 15 ] ^ block -> l [ ( 20 + 2 ) & 15 ] ^ block -> l [ 20 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x6ED9EBA1 + ( ( ( a ) << ( 5 ) ) | ( ( a ) >> ( 32 - ( 5 ) ) ) ) ; b = ( ( ( b ) << ( 30 ) ) | ( ( b ) >> ( 32 - ( 30 ) ) ) ) ;(a,b,c,d,e,20); R2d += ( a ^ b ^ c ) + ( block -> l [ 21 & 15 ] = ( ( ( block -> l [ ( 21 + 13 ) & 15 ] ^ block -> l [ ( 21 + 8 ) & 15 ] ^ block -> l [ ( 21 + 2 ) & 15 ] ^ block -> l [ 21 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 21 + 13 ) & 15 ] ^ block -> l [ ( 21 + 8 ) & 15 ] ^ block -> l [ ( 21 + 2 ) & 15 ] ^ block -> l [ 21 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x6ED9EBA1 + ( ( ( e ) << ( 5 ) ) | ( ( e ) >> ( 32 - ( 5 ) ) ) ) ; a = ( ( ( a ) << ( 30 ) ) | ( ( a ) >> ( 32 - ( 30 ) ) ) ) ;(e,a,b,c,d,21); R2c += ( e ^ a ^ b ) + ( block -> l [ 22 & 15 ] = ( ( ( block -> l [ ( 22 + 13 ) & 15 ] ^ block -> l [ ( 22 + 8 ) & 15 ] ^ block -> l [ ( 22 + 2 ) & 15 ] ^ block -> l [ 22 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 22 + 13 ) & 15 ] ^ block -> l [ ( 22 + 8 ) & 15 ] ^ block -> l [ ( 22 + 2 ) & 15 ] ^ block -> l [ 22 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x6ED9EBA1 + ( ( ( d ) << ( 5 ) ) | ( ( d ) >> ( 32 - ( 5 ) ) ) ) ; e = ( ( ( e ) << ( 30 ) ) | ( ( e ) >> ( 32 - ( 30 ) ) ) ) ;(d,e,a,b,c,22); R2b += ( d ^ e ^ a ) + ( block -> l [ 23 & 15 ] = ( ( ( block -> l [ ( 23 + 13 ) & 15 ] ^ block -> l [ ( 23 + 8 ) & 15 ] ^ block -> l [ ( 23 + 2 ) & 15 ] ^ block -> l [ 23 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 23 + 13 ) & 15 ] ^ block -> l [ ( 23 + 8 ) & 15 ] ^ block -> l [ ( 23 + 2 ) & 15 ] ^ block -> l [ 23 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x6ED9EBA1 + ( ( ( c ) << ( 5 ) ) | ( ( c ) >> ( 32 - ( 5 ) ) ) ) ; d = ( ( ( d ) << ( 30 ) ) | ( ( d ) >> ( 32 - ( 30 ) ) ) ) ;(c,d,e,a,b,23); |
| 83 | R2a += ( c ^ d ^ e ) + ( block -> l [ 24 & 15 ] = ( ( ( block -> l [ ( 24 + 13 ) & 15 ] ^ block -> l [ ( 24 + 8 ) & 15 ] ^ block -> l [ ( 24 + 2 ) & 15 ] ^ block -> l [ 24 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 24 + 13 ) & 15 ] ^ block -> l [ ( 24 + 8 ) & 15 ] ^ block -> l [ ( 24 + 2 ) & 15 ] ^ block -> l [ 24 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x6ED9EBA1 + ( ( ( b ) << ( 5 ) ) | ( ( b ) >> ( 32 - ( 5 ) ) ) ) ; c = ( ( ( c ) << ( 30 ) ) | ( ( c ) >> ( 32 - ( 30 ) ) ) ) ;(b,c,d,e,a,24); R2e += ( b ^ c ^ d ) + ( block -> l [ 25 & 15 ] = ( ( ( block -> l [ ( 25 + 13 ) & 15 ] ^ block -> l [ ( 25 + 8 ) & 15 ] ^ block -> l [ ( 25 + 2 ) & 15 ] ^ block -> l [ 25 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 25 + 13 ) & 15 ] ^ block -> l [ ( 25 + 8 ) & 15 ] ^ block -> l [ ( 25 + 2 ) & 15 ] ^ block -> l [ 25 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x6ED9EBA1 + ( ( ( a ) << ( 5 ) ) | ( ( a ) >> ( 32 - ( 5 ) ) ) ) ; b = ( ( ( b ) << ( 30 ) ) | ( ( b ) >> ( 32 - ( 30 ) ) ) ) ;(a,b,c,d,e,25); R2d += ( a ^ b ^ c ) + ( block -> l [ 26 & 15 ] = ( ( ( block -> l [ ( 26 + 13 ) & 15 ] ^ block -> l [ ( 26 + 8 ) & 15 ] ^ block -> l [ ( 26 + 2 ) & 15 ] ^ block -> l [ 26 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 26 + 13 ) & 15 ] ^ block -> l [ ( 26 + 8 ) & 15 ] ^ block -> l [ ( 26 + 2 ) & 15 ] ^ block -> l [ 26 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x6ED9EBA1 + ( ( ( e ) << ( 5 ) ) | ( ( e ) >> ( 32 - ( 5 ) ) ) ) ; a = ( ( ( a ) << ( 30 ) ) | ( ( a ) >> ( 32 - ( 30 ) ) ) ) ;(e,a,b,c,d,26); R2c += ( e ^ a ^ b ) + ( block -> l [ 27 & 15 ] = ( ( ( block -> l [ ( 27 + 13 ) & 15 ] ^ block -> l [ ( 27 + 8 ) & 15 ] ^ block -> l [ ( 27 + 2 ) & 15 ] ^ block -> l [ 27 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 27 + 13 ) & 15 ] ^ block -> l [ ( 27 + 8 ) & 15 ] ^ block -> l [ ( 27 + 2 ) & 15 ] ^ block -> l [ 27 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x6ED9EBA1 + ( ( ( d ) << ( 5 ) ) | ( ( d ) >> ( 32 - ( 5 ) ) ) ) ; e = ( ( ( e ) << ( 30 ) ) | ( ( e ) >> ( 32 - ( 30 ) ) ) ) ;(d,e,a,b,c,27); |
| 84 | R2b += ( d ^ e ^ a ) + ( block -> l [ 28 & 15 ] = ( ( ( block -> l [ ( 28 + 13 ) & 15 ] ^ block -> l [ ( 28 + 8 ) & 15 ] ^ block -> l [ ( 28 + 2 ) & 15 ] ^ block -> l [ 28 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 28 + 13 ) & 15 ] ^ block -> l [ ( 28 + 8 ) & 15 ] ^ block -> l [ ( 28 + 2 ) & 15 ] ^ block -> l [ 28 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x6ED9EBA1 + ( ( ( c ) << ( 5 ) ) | ( ( c ) >> ( 32 - ( 5 ) ) ) ) ; d = ( ( ( d ) << ( 30 ) ) | ( ( d ) >> ( 32 - ( 30 ) ) ) ) ;(c,d,e,a,b,28); R2a += ( c ^ d ^ e ) + ( block -> l [ 29 & 15 ] = ( ( ( block -> l [ ( 29 + 13 ) & 15 ] ^ block -> l [ ( 29 + 8 ) & 15 ] ^ block -> l [ ( 29 + 2 ) & 15 ] ^ block -> l [ 29 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 29 + 13 ) & 15 ] ^ block -> l [ ( 29 + 8 ) & 15 ] ^ block -> l [ ( 29 + 2 ) & 15 ] ^ block -> l [ 29 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x6ED9EBA1 + ( ( ( b ) << ( 5 ) ) | ( ( b ) >> ( 32 - ( 5 ) ) ) ) ; c = ( ( ( c ) << ( 30 ) ) | ( ( c ) >> ( 32 - ( 30 ) ) ) ) ;(b,c,d,e,a,29); R2e += ( b ^ c ^ d ) + ( block -> l [ 30 & 15 ] = ( ( ( block -> l [ ( 30 + 13 ) & 15 ] ^ block -> l [ ( 30 + 8 ) & 15 ] ^ block -> l [ ( 30 + 2 ) & 15 ] ^ block -> l [ 30 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 30 + 13 ) & 15 ] ^ block -> l [ ( 30 + 8 ) & 15 ] ^ block -> l [ ( 30 + 2 ) & 15 ] ^ block -> l [ 30 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x6ED9EBA1 + ( ( ( a ) << ( 5 ) ) | ( ( a ) >> ( 32 - ( 5 ) ) ) ) ; b = ( ( ( b ) << ( 30 ) ) | ( ( b ) >> ( 32 - ( 30 ) ) ) ) ;(a,b,c,d,e,30); R2d += ( a ^ b ^ c ) + ( block -> l [ 31 & 15 ] = ( ( ( block -> l [ ( 31 + 13 ) & 15 ] ^ block -> l [ ( 31 + 8 ) & 15 ] ^ block -> l [ ( 31 + 2 ) & 15 ] ^ block -> l [ 31 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 31 + 13 ) & 15 ] ^ block -> l [ ( 31 + 8 ) & 15 ] ^ block -> l [ ( 31 + 2 ) & 15 ] ^ block -> l [ 31 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x6ED9EBA1 + ( ( ( e ) << ( 5 ) ) | ( ( e ) >> ( 32 - ( 5 ) ) ) ) ; a = ( ( ( a ) << ( 30 ) ) | ( ( a ) >> ( 32 - ( 30 ) ) ) ) ;(e,a,b,c,d,31); |
| 85 | R2c += ( e ^ a ^ b ) + ( block -> l [ 32 & 15 ] = ( ( ( block -> l [ ( 32 + 13 ) & 15 ] ^ block -> l [ ( 32 + 8 ) & 15 ] ^ block -> l [ ( 32 + 2 ) & 15 ] ^ block -> l [ 32 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 32 + 13 ) & 15 ] ^ block -> l [ ( 32 + 8 ) & 15 ] ^ block -> l [ ( 32 + 2 ) & 15 ] ^ block -> l [ 32 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x6ED9EBA1 + ( ( ( d ) << ( 5 ) ) | ( ( d ) >> ( 32 - ( 5 ) ) ) ) ; e = ( ( ( e ) << ( 30 ) ) | ( ( e ) >> ( 32 - ( 30 ) ) ) ) ;(d,e,a,b,c,32); R2b += ( d ^ e ^ a ) + ( block -> l [ 33 & 15 ] = ( ( ( block -> l [ ( 33 + 13 ) & 15 ] ^ block -> l [ ( 33 + 8 ) & 15 ] ^ block -> l [ ( 33 + 2 ) & 15 ] ^ block -> l [ 33 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 33 + 13 ) & 15 ] ^ block -> l [ ( 33 + 8 ) & 15 ] ^ block -> l [ ( 33 + 2 ) & 15 ] ^ block -> l [ 33 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x6ED9EBA1 + ( ( ( c ) << ( 5 ) ) | ( ( c ) >> ( 32 - ( 5 ) ) ) ) ; d = ( ( ( d ) << ( 30 ) ) | ( ( d ) >> ( 32 - ( 30 ) ) ) ) ;(c,d,e,a,b,33); R2a += ( c ^ d ^ e ) + ( block -> l [ 34 & 15 ] = ( ( ( block -> l [ ( 34 + 13 ) & 15 ] ^ block -> l [ ( 34 + 8 ) & 15 ] ^ block -> l [ ( 34 + 2 ) & 15 ] ^ block -> l [ 34 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 34 + 13 ) & 15 ] ^ block -> l [ ( 34 + 8 ) & 15 ] ^ block -> l [ ( 34 + 2 ) & 15 ] ^ block -> l [ 34 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x6ED9EBA1 + ( ( ( b ) << ( 5 ) ) | ( ( b ) >> ( 32 - ( 5 ) ) ) ) ; c = ( ( ( c ) << ( 30 ) ) | ( ( c ) >> ( 32 - ( 30 ) ) ) ) ;(b,c,d,e,a,34); R2e += ( b ^ c ^ d ) + ( block -> l [ 35 & 15 ] = ( ( ( block -> l [ ( 35 + 13 ) & 15 ] ^ block -> l [ ( 35 + 8 ) & 15 ] ^ block -> l [ ( 35 + 2 ) & 15 ] ^ block -> l [ 35 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 35 + 13 ) & 15 ] ^ block -> l [ ( 35 + 8 ) & 15 ] ^ block -> l [ ( 35 + 2 ) & 15 ] ^ block -> l [ 35 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x6ED9EBA1 + ( ( ( a ) << ( 5 ) ) | ( ( a ) >> ( 32 - ( 5 ) ) ) ) ; b = ( ( ( b ) << ( 30 ) ) | ( ( b ) >> ( 32 - ( 30 ) ) ) ) ;(a,b,c,d,e,35); |
| 86 | R2d += ( a ^ b ^ c ) + ( block -> l [ 36 & 15 ] = ( ( ( block -> l [ ( 36 + 13 ) & 15 ] ^ block -> l [ ( 36 + 8 ) & 15 ] ^ block -> l [ ( 36 + 2 ) & 15 ] ^ block -> l [ 36 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 36 + 13 ) & 15 ] ^ block -> l [ ( 36 + 8 ) & 15 ] ^ block -> l [ ( 36 + 2 ) & 15 ] ^ block -> l [ 36 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x6ED9EBA1 + ( ( ( e ) << ( 5 ) ) | ( ( e ) >> ( 32 - ( 5 ) ) ) ) ; a = ( ( ( a ) << ( 30 ) ) | ( ( a ) >> ( 32 - ( 30 ) ) ) ) ;(e,a,b,c,d,36); R2c += ( e ^ a ^ b ) + ( block -> l [ 37 & 15 ] = ( ( ( block -> l [ ( 37 + 13 ) & 15 ] ^ block -> l [ ( 37 + 8 ) & 15 ] ^ block -> l [ ( 37 + 2 ) & 15 ] ^ block -> l [ 37 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 37 + 13 ) & 15 ] ^ block -> l [ ( 37 + 8 ) & 15 ] ^ block -> l [ ( 37 + 2 ) & 15 ] ^ block -> l [ 37 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x6ED9EBA1 + ( ( ( d ) << ( 5 ) ) | ( ( d ) >> ( 32 - ( 5 ) ) ) ) ; e = ( ( ( e ) << ( 30 ) ) | ( ( e ) >> ( 32 - ( 30 ) ) ) ) ;(d,e,a,b,c,37); R2b += ( d ^ e ^ a ) + ( block -> l [ 38 & 15 ] = ( ( ( block -> l [ ( 38 + 13 ) & 15 ] ^ block -> l [ ( 38 + 8 ) & 15 ] ^ block -> l [ ( 38 + 2 ) & 15 ] ^ block -> l [ 38 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 38 + 13 ) & 15 ] ^ block -> l [ ( 38 + 8 ) & 15 ] ^ block -> l [ ( 38 + 2 ) & 15 ] ^ block -> l [ 38 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x6ED9EBA1 + ( ( ( c ) << ( 5 ) ) | ( ( c ) >> ( 32 - ( 5 ) ) ) ) ; d = ( ( ( d ) << ( 30 ) ) | ( ( d ) >> ( 32 - ( 30 ) ) ) ) ;(c,d,e,a,b,38); R2a += ( c ^ d ^ e ) + ( block -> l [ 39 & 15 ] = ( ( ( block -> l [ ( 39 + 13 ) & 15 ] ^ block -> l [ ( 39 + 8 ) & 15 ] ^ block -> l [ ( 39 + 2 ) & 15 ] ^ block -> l [ 39 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 39 + 13 ) & 15 ] ^ block -> l [ ( 39 + 8 ) & 15 ] ^ block -> l [ ( 39 + 2 ) & 15 ] ^ block -> l [ 39 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x6ED9EBA1 + ( ( ( b ) << ( 5 ) ) | ( ( b ) >> ( 32 - ( 5 ) ) ) ) ; c = ( ( ( c ) << ( 30 ) ) | ( ( c ) >> ( 32 - ( 30 ) ) ) ) ;(b,c,d,e,a,39); |
| 87 | R3e += ( ( ( b | c ) & d ) | ( b & c ) ) + ( block -> l [ 40 & 15 ] = ( ( ( block -> l [ ( 40 + 13 ) & 15 ] ^ block -> l [ ( 40 + 8 ) & 15 ] ^ block -> l [ ( 40 + 2 ) & 15 ] ^ block -> l [ 40 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 40 + 13 ) & 15 ] ^ block -> l [ ( 40 + 8 ) & 15 ] ^ block -> l [ ( 40 + 2 ) & 15 ] ^ block -> l [ 40 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x8F1BBCDC + ( ( ( a ) << ( 5 ) ) | ( ( a ) >> ( 32 - ( 5 ) ) ) ) ; b = ( ( ( b ) << ( 30 ) ) | ( ( b ) >> ( 32 - ( 30 ) ) ) ) ;(a,b,c,d,e,40); R3d += ( ( ( a | b ) & c ) | ( a & b ) ) + ( block -> l [ 41 & 15 ] = ( ( ( block -> l [ ( 41 + 13 ) & 15 ] ^ block -> l [ ( 41 + 8 ) & 15 ] ^ block -> l [ ( 41 + 2 ) & 15 ] ^ block -> l [ 41 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 41 + 13 ) & 15 ] ^ block -> l [ ( 41 + 8 ) & 15 ] ^ block -> l [ ( 41 + 2 ) & 15 ] ^ block -> l [ 41 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x8F1BBCDC + ( ( ( e ) << ( 5 ) ) | ( ( e ) >> ( 32 - ( 5 ) ) ) ) ; a = ( ( ( a ) << ( 30 ) ) | ( ( a ) >> ( 32 - ( 30 ) ) ) ) ;(e,a,b,c,d,41); R3c += ( ( ( e | a ) & b ) | ( e & a ) ) + ( block -> l [ 42 & 15 ] = ( ( ( block -> l [ ( 42 + 13 ) & 15 ] ^ block -> l [ ( 42 + 8 ) & 15 ] ^ block -> l [ ( 42 + 2 ) & 15 ] ^ block -> l [ 42 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 42 + 13 ) & 15 ] ^ block -> l [ ( 42 + 8 ) & 15 ] ^ block -> l [ ( 42 + 2 ) & 15 ] ^ block -> l [ 42 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x8F1BBCDC + ( ( ( d ) << ( 5 ) ) | ( ( d ) >> ( 32 - ( 5 ) ) ) ) ; e = ( ( ( e ) << ( 30 ) ) | ( ( e ) >> ( 32 - ( 30 ) ) ) ) ;(d,e,a,b,c,42); R3b += ( ( ( d | e ) & a ) | ( d & e ) ) + ( block -> l [ 43 & 15 ] = ( ( ( block -> l [ ( 43 + 13 ) & 15 ] ^ block -> l [ ( 43 + 8 ) & 15 ] ^ block -> l [ ( 43 + 2 ) & 15 ] ^ block -> l [ 43 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 43 + 13 ) & 15 ] ^ block -> l [ ( 43 + 8 ) & 15 ] ^ block -> l [ ( 43 + 2 ) & 15 ] ^ block -> l [ 43 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x8F1BBCDC + ( ( ( c ) << ( 5 ) ) | ( ( c ) >> ( 32 - ( 5 ) ) ) ) ; d = ( ( ( d ) << ( 30 ) ) | ( ( d ) >> ( 32 - ( 30 ) ) ) ) ;(c,d,e,a,b,43); |
| 88 | R3a += ( ( ( c | d ) & e ) | ( c & d ) ) + ( block -> l [ 44 & 15 ] = ( ( ( block -> l [ ( 44 + 13 ) & 15 ] ^ block -> l [ ( 44 + 8 ) & 15 ] ^ block -> l [ ( 44 + 2 ) & 15 ] ^ block -> l [ 44 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 44 + 13 ) & 15 ] ^ block -> l [ ( 44 + 8 ) & 15 ] ^ block -> l [ ( 44 + 2 ) & 15 ] ^ block -> l [ 44 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x8F1BBCDC + ( ( ( b ) << ( 5 ) ) | ( ( b ) >> ( 32 - ( 5 ) ) ) ) ; c = ( ( ( c ) << ( 30 ) ) | ( ( c ) >> ( 32 - ( 30 ) ) ) ) ;(b,c,d,e,a,44); R3e += ( ( ( b | c ) & d ) | ( b & c ) ) + ( block -> l [ 45 & 15 ] = ( ( ( block -> l [ ( 45 + 13 ) & 15 ] ^ block -> l [ ( 45 + 8 ) & 15 ] ^ block -> l [ ( 45 + 2 ) & 15 ] ^ block -> l [ 45 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 45 + 13 ) & 15 ] ^ block -> l [ ( 45 + 8 ) & 15 ] ^ block -> l [ ( 45 + 2 ) & 15 ] ^ block -> l [ 45 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x8F1BBCDC + ( ( ( a ) << ( 5 ) ) | ( ( a ) >> ( 32 - ( 5 ) ) ) ) ; b = ( ( ( b ) << ( 30 ) ) | ( ( b ) >> ( 32 - ( 30 ) ) ) ) ;(a,b,c,d,e,45); R3d += ( ( ( a | b ) & c ) | ( a & b ) ) + ( block -> l [ 46 & 15 ] = ( ( ( block -> l [ ( 46 + 13 ) & 15 ] ^ block -> l [ ( 46 + 8 ) & 15 ] ^ block -> l [ ( 46 + 2 ) & 15 ] ^ block -> l [ 46 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 46 + 13 ) & 15 ] ^ block -> l [ ( 46 + 8 ) & 15 ] ^ block -> l [ ( 46 + 2 ) & 15 ] ^ block -> l [ 46 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x8F1BBCDC + ( ( ( e ) << ( 5 ) ) | ( ( e ) >> ( 32 - ( 5 ) ) ) ) ; a = ( ( ( a ) << ( 30 ) ) | ( ( a ) >> ( 32 - ( 30 ) ) ) ) ;(e,a,b,c,d,46); R3c += ( ( ( e | a ) & b ) | ( e & a ) ) + ( block -> l [ 47 & 15 ] = ( ( ( block -> l [ ( 47 + 13 ) & 15 ] ^ block -> l [ ( 47 + 8 ) & 15 ] ^ block -> l [ ( 47 + 2 ) & 15 ] ^ block -> l [ 47 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 47 + 13 ) & 15 ] ^ block -> l [ ( 47 + 8 ) & 15 ] ^ block -> l [ ( 47 + 2 ) & 15 ] ^ block -> l [ 47 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x8F1BBCDC + ( ( ( d ) << ( 5 ) ) | ( ( d ) >> ( 32 - ( 5 ) ) ) ) ; e = ( ( ( e ) << ( 30 ) ) | ( ( e ) >> ( 32 - ( 30 ) ) ) ) ;(d,e,a,b,c,47); |
| 89 | R3b += ( ( ( d | e ) & a ) | ( d & e ) ) + ( block -> l [ 48 & 15 ] = ( ( ( block -> l [ ( 48 + 13 ) & 15 ] ^ block -> l [ ( 48 + 8 ) & 15 ] ^ block -> l [ ( 48 + 2 ) & 15 ] ^ block -> l [ 48 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 48 + 13 ) & 15 ] ^ block -> l [ ( 48 + 8 ) & 15 ] ^ block -> l [ ( 48 + 2 ) & 15 ] ^ block -> l [ 48 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x8F1BBCDC + ( ( ( c ) << ( 5 ) ) | ( ( c ) >> ( 32 - ( 5 ) ) ) ) ; d = ( ( ( d ) << ( 30 ) ) | ( ( d ) >> ( 32 - ( 30 ) ) ) ) ;(c,d,e,a,b,48); R3a += ( ( ( c | d ) & e ) | ( c & d ) ) + ( block -> l [ 49 & 15 ] = ( ( ( block -> l [ ( 49 + 13 ) & 15 ] ^ block -> l [ ( 49 + 8 ) & 15 ] ^ block -> l [ ( 49 + 2 ) & 15 ] ^ block -> l [ 49 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 49 + 13 ) & 15 ] ^ block -> l [ ( 49 + 8 ) & 15 ] ^ block -> l [ ( 49 + 2 ) & 15 ] ^ block -> l [ 49 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x8F1BBCDC + ( ( ( b ) << ( 5 ) ) | ( ( b ) >> ( 32 - ( 5 ) ) ) ) ; c = ( ( ( c ) << ( 30 ) ) | ( ( c ) >> ( 32 - ( 30 ) ) ) ) ;(b,c,d,e,a,49); R3e += ( ( ( b | c ) & d ) | ( b & c ) ) + ( block -> l [ 50 & 15 ] = ( ( ( block -> l [ ( 50 + 13 ) & 15 ] ^ block -> l [ ( 50 + 8 ) & 15 ] ^ block -> l [ ( 50 + 2 ) & 15 ] ^ block -> l [ 50 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 50 + 13 ) & 15 ] ^ block -> l [ ( 50 + 8 ) & 15 ] ^ block -> l [ ( 50 + 2 ) & 15 ] ^ block -> l [ 50 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x8F1BBCDC + ( ( ( a ) << ( 5 ) ) | ( ( a ) >> ( 32 - ( 5 ) ) ) ) ; b = ( ( ( b ) << ( 30 ) ) | ( ( b ) >> ( 32 - ( 30 ) ) ) ) ;(a,b,c,d,e,50); R3d += ( ( ( a | b ) & c ) | ( a & b ) ) + ( block -> l [ 51 & 15 ] = ( ( ( block -> l [ ( 51 + 13 ) & 15 ] ^ block -> l [ ( 51 + 8 ) & 15 ] ^ block -> l [ ( 51 + 2 ) & 15 ] ^ block -> l [ 51 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 51 + 13 ) & 15 ] ^ block -> l [ ( 51 + 8 ) & 15 ] ^ block -> l [ ( 51 + 2 ) & 15 ] ^ block -> l [ 51 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x8F1BBCDC + ( ( ( e ) << ( 5 ) ) | ( ( e ) >> ( 32 - ( 5 ) ) ) ) ; a = ( ( ( a ) << ( 30 ) ) | ( ( a ) >> ( 32 - ( 30 ) ) ) ) ;(e,a,b,c,d,51); |
| 90 | R3c += ( ( ( e | a ) & b ) | ( e & a ) ) + ( block -> l [ 52 & 15 ] = ( ( ( block -> l [ ( 52 + 13 ) & 15 ] ^ block -> l [ ( 52 + 8 ) & 15 ] ^ block -> l [ ( 52 + 2 ) & 15 ] ^ block -> l [ 52 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 52 + 13 ) & 15 ] ^ block -> l [ ( 52 + 8 ) & 15 ] ^ block -> l [ ( 52 + 2 ) & 15 ] ^ block -> l [ 52 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x8F1BBCDC + ( ( ( d ) << ( 5 ) ) | ( ( d ) >> ( 32 - ( 5 ) ) ) ) ; e = ( ( ( e ) << ( 30 ) ) | ( ( e ) >> ( 32 - ( 30 ) ) ) ) ;(d,e,a,b,c,52); R3b += ( ( ( d | e ) & a ) | ( d & e ) ) + ( block -> l [ 53 & 15 ] = ( ( ( block -> l [ ( 53 + 13 ) & 15 ] ^ block -> l [ ( 53 + 8 ) & 15 ] ^ block -> l [ ( 53 + 2 ) & 15 ] ^ block -> l [ 53 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 53 + 13 ) & 15 ] ^ block -> l [ ( 53 + 8 ) & 15 ] ^ block -> l [ ( 53 + 2 ) & 15 ] ^ block -> l [ 53 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x8F1BBCDC + ( ( ( c ) << ( 5 ) ) | ( ( c ) >> ( 32 - ( 5 ) ) ) ) ; d = ( ( ( d ) << ( 30 ) ) | ( ( d ) >> ( 32 - ( 30 ) ) ) ) ;(c,d,e,a,b,53); R3a += ( ( ( c | d ) & e ) | ( c & d ) ) + ( block -> l [ 54 & 15 ] = ( ( ( block -> l [ ( 54 + 13 ) & 15 ] ^ block -> l [ ( 54 + 8 ) & 15 ] ^ block -> l [ ( 54 + 2 ) & 15 ] ^ block -> l [ 54 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 54 + 13 ) & 15 ] ^ block -> l [ ( 54 + 8 ) & 15 ] ^ block -> l [ ( 54 + 2 ) & 15 ] ^ block -> l [ 54 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x8F1BBCDC + ( ( ( b ) << ( 5 ) ) | ( ( b ) >> ( 32 - ( 5 ) ) ) ) ; c = ( ( ( c ) << ( 30 ) ) | ( ( c ) >> ( 32 - ( 30 ) ) ) ) ;(b,c,d,e,a,54); R3e += ( ( ( b | c ) & d ) | ( b & c ) ) + ( block -> l [ 55 & 15 ] = ( ( ( block -> l [ ( 55 + 13 ) & 15 ] ^ block -> l [ ( 55 + 8 ) & 15 ] ^ block -> l [ ( 55 + 2 ) & 15 ] ^ block -> l [ 55 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 55 + 13 ) & 15 ] ^ block -> l [ ( 55 + 8 ) & 15 ] ^ block -> l [ ( 55 + 2 ) & 15 ] ^ block -> l [ 55 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x8F1BBCDC + ( ( ( a ) << ( 5 ) ) | ( ( a ) >> ( 32 - ( 5 ) ) ) ) ; b = ( ( ( b ) << ( 30 ) ) | ( ( b ) >> ( 32 - ( 30 ) ) ) ) ;(a,b,c,d,e,55); |
| 91 | R3d += ( ( ( a | b ) & c ) | ( a & b ) ) + ( block -> l [ 56 & 15 ] = ( ( ( block -> l [ ( 56 + 13 ) & 15 ] ^ block -> l [ ( 56 + 8 ) & 15 ] ^ block -> l [ ( 56 + 2 ) & 15 ] ^ block -> l [ 56 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 56 + 13 ) & 15 ] ^ block -> l [ ( 56 + 8 ) & 15 ] ^ block -> l [ ( 56 + 2 ) & 15 ] ^ block -> l [ 56 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x8F1BBCDC + ( ( ( e ) << ( 5 ) ) | ( ( e ) >> ( 32 - ( 5 ) ) ) ) ; a = ( ( ( a ) << ( 30 ) ) | ( ( a ) >> ( 32 - ( 30 ) ) ) ) ;(e,a,b,c,d,56); R3c += ( ( ( e | a ) & b ) | ( e & a ) ) + ( block -> l [ 57 & 15 ] = ( ( ( block -> l [ ( 57 + 13 ) & 15 ] ^ block -> l [ ( 57 + 8 ) & 15 ] ^ block -> l [ ( 57 + 2 ) & 15 ] ^ block -> l [ 57 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 57 + 13 ) & 15 ] ^ block -> l [ ( 57 + 8 ) & 15 ] ^ block -> l [ ( 57 + 2 ) & 15 ] ^ block -> l [ 57 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x8F1BBCDC + ( ( ( d ) << ( 5 ) ) | ( ( d ) >> ( 32 - ( 5 ) ) ) ) ; e = ( ( ( e ) << ( 30 ) ) | ( ( e ) >> ( 32 - ( 30 ) ) ) ) ;(d,e,a,b,c,57); R3b += ( ( ( d | e ) & a ) | ( d & e ) ) + ( block -> l [ 58 & 15 ] = ( ( ( block -> l [ ( 58 + 13 ) & 15 ] ^ block -> l [ ( 58 + 8 ) & 15 ] ^ block -> l [ ( 58 + 2 ) & 15 ] ^ block -> l [ 58 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 58 + 13 ) & 15 ] ^ block -> l [ ( 58 + 8 ) & 15 ] ^ block -> l [ ( 58 + 2 ) & 15 ] ^ block -> l [ 58 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x8F1BBCDC + ( ( ( c ) << ( 5 ) ) | ( ( c ) >> ( 32 - ( 5 ) ) ) ) ; d = ( ( ( d ) << ( 30 ) ) | ( ( d ) >> ( 32 - ( 30 ) ) ) ) ;(c,d,e,a,b,58); R3a += ( ( ( c | d ) & e ) | ( c & d ) ) + ( block -> l [ 59 & 15 ] = ( ( ( block -> l [ ( 59 + 13 ) & 15 ] ^ block -> l [ ( 59 + 8 ) & 15 ] ^ block -> l [ ( 59 + 2 ) & 15 ] ^ block -> l [ 59 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 59 + 13 ) & 15 ] ^ block -> l [ ( 59 + 8 ) & 15 ] ^ block -> l [ ( 59 + 2 ) & 15 ] ^ block -> l [ 59 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0x8F1BBCDC + ( ( ( b ) << ( 5 ) ) | ( ( b ) >> ( 32 - ( 5 ) ) ) ) ; c = ( ( ( c ) << ( 30 ) ) | ( ( c ) >> ( 32 - ( 30 ) ) ) ) ;(b,c,d,e,a,59); |
| 92 | R4e += ( b ^ c ^ d ) + ( block -> l [ 60 & 15 ] = ( ( ( block -> l [ ( 60 + 13 ) & 15 ] ^ block -> l [ ( 60 + 8 ) & 15 ] ^ block -> l [ ( 60 + 2 ) & 15 ] ^ block -> l [ 60 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 60 + 13 ) & 15 ] ^ block -> l [ ( 60 + 8 ) & 15 ] ^ block -> l [ ( 60 + 2 ) & 15 ] ^ block -> l [ 60 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0xCA62C1D6 + ( ( ( a ) << ( 5 ) ) | ( ( a ) >> ( 32 - ( 5 ) ) ) ) ; b = ( ( ( b ) << ( 30 ) ) | ( ( b ) >> ( 32 - ( 30 ) ) ) ) ;(a,b,c,d,e,60); R4d += ( a ^ b ^ c ) + ( block -> l [ 61 & 15 ] = ( ( ( block -> l [ ( 61 + 13 ) & 15 ] ^ block -> l [ ( 61 + 8 ) & 15 ] ^ block -> l [ ( 61 + 2 ) & 15 ] ^ block -> l [ 61 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 61 + 13 ) & 15 ] ^ block -> l [ ( 61 + 8 ) & 15 ] ^ block -> l [ ( 61 + 2 ) & 15 ] ^ block -> l [ 61 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0xCA62C1D6 + ( ( ( e ) << ( 5 ) ) | ( ( e ) >> ( 32 - ( 5 ) ) ) ) ; a = ( ( ( a ) << ( 30 ) ) | ( ( a ) >> ( 32 - ( 30 ) ) ) ) ;(e,a,b,c,d,61); R4c += ( e ^ a ^ b ) + ( block -> l [ 62 & 15 ] = ( ( ( block -> l [ ( 62 + 13 ) & 15 ] ^ block -> l [ ( 62 + 8 ) & 15 ] ^ block -> l [ ( 62 + 2 ) & 15 ] ^ block -> l [ 62 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 62 + 13 ) & 15 ] ^ block -> l [ ( 62 + 8 ) & 15 ] ^ block -> l [ ( 62 + 2 ) & 15 ] ^ block -> l [ 62 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0xCA62C1D6 + ( ( ( d ) << ( 5 ) ) | ( ( d ) >> ( 32 - ( 5 ) ) ) ) ; e = ( ( ( e ) << ( 30 ) ) | ( ( e ) >> ( 32 - ( 30 ) ) ) ) ;(d,e,a,b,c,62); R4b += ( d ^ e ^ a ) + ( block -> l [ 63 & 15 ] = ( ( ( block -> l [ ( 63 + 13 ) & 15 ] ^ block -> l [ ( 63 + 8 ) & 15 ] ^ block -> l [ ( 63 + 2 ) & 15 ] ^ block -> l [ 63 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 63 + 13 ) & 15 ] ^ block -> l [ ( 63 + 8 ) & 15 ] ^ block -> l [ ( 63 + 2 ) & 15 ] ^ block -> l [ 63 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0xCA62C1D6 + ( ( ( c ) << ( 5 ) ) | ( ( c ) >> ( 32 - ( 5 ) ) ) ) ; d = ( ( ( d ) << ( 30 ) ) | ( ( d ) >> ( 32 - ( 30 ) ) ) ) ;(c,d,e,a,b,63); |
| 93 | R4a += ( c ^ d ^ e ) + ( block -> l [ 64 & 15 ] = ( ( ( block -> l [ ( 64 + 13 ) & 15 ] ^ block -> l [ ( 64 + 8 ) & 15 ] ^ block -> l [ ( 64 + 2 ) & 15 ] ^ block -> l [ 64 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 64 + 13 ) & 15 ] ^ block -> l [ ( 64 + 8 ) & 15 ] ^ block -> l [ ( 64 + 2 ) & 15 ] ^ block -> l [ 64 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0xCA62C1D6 + ( ( ( b ) << ( 5 ) ) | ( ( b ) >> ( 32 - ( 5 ) ) ) ) ; c = ( ( ( c ) << ( 30 ) ) | ( ( c ) >> ( 32 - ( 30 ) ) ) ) ;(b,c,d,e,a,64); R4e += ( b ^ c ^ d ) + ( block -> l [ 65 & 15 ] = ( ( ( block -> l [ ( 65 + 13 ) & 15 ] ^ block -> l [ ( 65 + 8 ) & 15 ] ^ block -> l [ ( 65 + 2 ) & 15 ] ^ block -> l [ 65 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 65 + 13 ) & 15 ] ^ block -> l [ ( 65 + 8 ) & 15 ] ^ block -> l [ ( 65 + 2 ) & 15 ] ^ block -> l [ 65 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0xCA62C1D6 + ( ( ( a ) << ( 5 ) ) | ( ( a ) >> ( 32 - ( 5 ) ) ) ) ; b = ( ( ( b ) << ( 30 ) ) | ( ( b ) >> ( 32 - ( 30 ) ) ) ) ;(a,b,c,d,e,65); R4d += ( a ^ b ^ c ) + ( block -> l [ 66 & 15 ] = ( ( ( block -> l [ ( 66 + 13 ) & 15 ] ^ block -> l [ ( 66 + 8 ) & 15 ] ^ block -> l [ ( 66 + 2 ) & 15 ] ^ block -> l [ 66 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 66 + 13 ) & 15 ] ^ block -> l [ ( 66 + 8 ) & 15 ] ^ block -> l [ ( 66 + 2 ) & 15 ] ^ block -> l [ 66 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0xCA62C1D6 + ( ( ( e ) << ( 5 ) ) | ( ( e ) >> ( 32 - ( 5 ) ) ) ) ; a = ( ( ( a ) << ( 30 ) ) | ( ( a ) >> ( 32 - ( 30 ) ) ) ) ;(e,a,b,c,d,66); R4c += ( e ^ a ^ b ) + ( block -> l [ 67 & 15 ] = ( ( ( block -> l [ ( 67 + 13 ) & 15 ] ^ block -> l [ ( 67 + 8 ) & 15 ] ^ block -> l [ ( 67 + 2 ) & 15 ] ^ block -> l [ 67 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 67 + 13 ) & 15 ] ^ block -> l [ ( 67 + 8 ) & 15 ] ^ block -> l [ ( 67 + 2 ) & 15 ] ^ block -> l [ 67 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0xCA62C1D6 + ( ( ( d ) << ( 5 ) ) | ( ( d ) >> ( 32 - ( 5 ) ) ) ) ; e = ( ( ( e ) << ( 30 ) ) | ( ( e ) >> ( 32 - ( 30 ) ) ) ) ;(d,e,a,b,c,67); |
| 94 | R4b += ( d ^ e ^ a ) + ( block -> l [ 68 & 15 ] = ( ( ( block -> l [ ( 68 + 13 ) & 15 ] ^ block -> l [ ( 68 + 8 ) & 15 ] ^ block -> l [ ( 68 + 2 ) & 15 ] ^ block -> l [ 68 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 68 + 13 ) & 15 ] ^ block -> l [ ( 68 + 8 ) & 15 ] ^ block -> l [ ( 68 + 2 ) & 15 ] ^ block -> l [ 68 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0xCA62C1D6 + ( ( ( c ) << ( 5 ) ) | ( ( c ) >> ( 32 - ( 5 ) ) ) ) ; d = ( ( ( d ) << ( 30 ) ) | ( ( d ) >> ( 32 - ( 30 ) ) ) ) ;(c,d,e,a,b,68); R4a += ( c ^ d ^ e ) + ( block -> l [ 69 & 15 ] = ( ( ( block -> l [ ( 69 + 13 ) & 15 ] ^ block -> l [ ( 69 + 8 ) & 15 ] ^ block -> l [ ( 69 + 2 ) & 15 ] ^ block -> l [ 69 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 69 + 13 ) & 15 ] ^ block -> l [ ( 69 + 8 ) & 15 ] ^ block -> l [ ( 69 + 2 ) & 15 ] ^ block -> l [ 69 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0xCA62C1D6 + ( ( ( b ) << ( 5 ) ) | ( ( b ) >> ( 32 - ( 5 ) ) ) ) ; c = ( ( ( c ) << ( 30 ) ) | ( ( c ) >> ( 32 - ( 30 ) ) ) ) ;(b,c,d,e,a,69); R4e += ( b ^ c ^ d ) + ( block -> l [ 70 & 15 ] = ( ( ( block -> l [ ( 70 + 13 ) & 15 ] ^ block -> l [ ( 70 + 8 ) & 15 ] ^ block -> l [ ( 70 + 2 ) & 15 ] ^ block -> l [ 70 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 70 + 13 ) & 15 ] ^ block -> l [ ( 70 + 8 ) & 15 ] ^ block -> l [ ( 70 + 2 ) & 15 ] ^ block -> l [ 70 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0xCA62C1D6 + ( ( ( a ) << ( 5 ) ) | ( ( a ) >> ( 32 - ( 5 ) ) ) ) ; b = ( ( ( b ) << ( 30 ) ) | ( ( b ) >> ( 32 - ( 30 ) ) ) ) ;(a,b,c,d,e,70); R4d += ( a ^ b ^ c ) + ( block -> l [ 71 & 15 ] = ( ( ( block -> l [ ( 71 + 13 ) & 15 ] ^ block -> l [ ( 71 + 8 ) & 15 ] ^ block -> l [ ( 71 + 2 ) & 15 ] ^ block -> l [ 71 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 71 + 13 ) & 15 ] ^ block -> l [ ( 71 + 8 ) & 15 ] ^ block -> l [ ( 71 + 2 ) & 15 ] ^ block -> l [ 71 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0xCA62C1D6 + ( ( ( e ) << ( 5 ) ) | ( ( e ) >> ( 32 - ( 5 ) ) ) ) ; a = ( ( ( a ) << ( 30 ) ) | ( ( a ) >> ( 32 - ( 30 ) ) ) ) ;(e,a,b,c,d,71); |
| 95 | R4c += ( e ^ a ^ b ) + ( block -> l [ 72 & 15 ] = ( ( ( block -> l [ ( 72 + 13 ) & 15 ] ^ block -> l [ ( 72 + 8 ) & 15 ] ^ block -> l [ ( 72 + 2 ) & 15 ] ^ block -> l [ 72 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 72 + 13 ) & 15 ] ^ block -> l [ ( 72 + 8 ) & 15 ] ^ block -> l [ ( 72 + 2 ) & 15 ] ^ block -> l [ 72 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0xCA62C1D6 + ( ( ( d ) << ( 5 ) ) | ( ( d ) >> ( 32 - ( 5 ) ) ) ) ; e = ( ( ( e ) << ( 30 ) ) | ( ( e ) >> ( 32 - ( 30 ) ) ) ) ;(d,e,a,b,c,72); R4b += ( d ^ e ^ a ) + ( block -> l [ 73 & 15 ] = ( ( ( block -> l [ ( 73 + 13 ) & 15 ] ^ block -> l [ ( 73 + 8 ) & 15 ] ^ block -> l [ ( 73 + 2 ) & 15 ] ^ block -> l [ 73 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 73 + 13 ) & 15 ] ^ block -> l [ ( 73 + 8 ) & 15 ] ^ block -> l [ ( 73 + 2 ) & 15 ] ^ block -> l [ 73 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0xCA62C1D6 + ( ( ( c ) << ( 5 ) ) | ( ( c ) >> ( 32 - ( 5 ) ) ) ) ; d = ( ( ( d ) << ( 30 ) ) | ( ( d ) >> ( 32 - ( 30 ) ) ) ) ;(c,d,e,a,b,73); R4a += ( c ^ d ^ e ) + ( block -> l [ 74 & 15 ] = ( ( ( block -> l [ ( 74 + 13 ) & 15 ] ^ block -> l [ ( 74 + 8 ) & 15 ] ^ block -> l [ ( 74 + 2 ) & 15 ] ^ block -> l [ 74 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 74 + 13 ) & 15 ] ^ block -> l [ ( 74 + 8 ) & 15 ] ^ block -> l [ ( 74 + 2 ) & 15 ] ^ block -> l [ 74 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0xCA62C1D6 + ( ( ( b ) << ( 5 ) ) | ( ( b ) >> ( 32 - ( 5 ) ) ) ) ; c = ( ( ( c ) << ( 30 ) ) | ( ( c ) >> ( 32 - ( 30 ) ) ) ) ;(b,c,d,e,a,74); R4e += ( b ^ c ^ d ) + ( block -> l [ 75 & 15 ] = ( ( ( block -> l [ ( 75 + 13 ) & 15 ] ^ block -> l [ ( 75 + 8 ) & 15 ] ^ block -> l [ ( 75 + 2 ) & 15 ] ^ block -> l [ 75 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 75 + 13 ) & 15 ] ^ block -> l [ ( 75 + 8 ) & 15 ] ^ block -> l [ ( 75 + 2 ) & 15 ] ^ block -> l [ 75 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0xCA62C1D6 + ( ( ( a ) << ( 5 ) ) | ( ( a ) >> ( 32 - ( 5 ) ) ) ) ; b = ( ( ( b ) << ( 30 ) ) | ( ( b ) >> ( 32 - ( 30 ) ) ) ) ;(a,b,c,d,e,75); |
| 96 | R4d += ( a ^ b ^ c ) + ( block -> l [ 76 & 15 ] = ( ( ( block -> l [ ( 76 + 13 ) & 15 ] ^ block -> l [ ( 76 + 8 ) & 15 ] ^ block -> l [ ( 76 + 2 ) & 15 ] ^ block -> l [ 76 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 76 + 13 ) & 15 ] ^ block -> l [ ( 76 + 8 ) & 15 ] ^ block -> l [ ( 76 + 2 ) & 15 ] ^ block -> l [ 76 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0xCA62C1D6 + ( ( ( e ) << ( 5 ) ) | ( ( e ) >> ( 32 - ( 5 ) ) ) ) ; a = ( ( ( a ) << ( 30 ) ) | ( ( a ) >> ( 32 - ( 30 ) ) ) ) ;(e,a,b,c,d,76); R4c += ( e ^ a ^ b ) + ( block -> l [ 77 & 15 ] = ( ( ( block -> l [ ( 77 + 13 ) & 15 ] ^ block -> l [ ( 77 + 8 ) & 15 ] ^ block -> l [ ( 77 + 2 ) & 15 ] ^ block -> l [ 77 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 77 + 13 ) & 15 ] ^ block -> l [ ( 77 + 8 ) & 15 ] ^ block -> l [ ( 77 + 2 ) & 15 ] ^ block -> l [ 77 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0xCA62C1D6 + ( ( ( d ) << ( 5 ) ) | ( ( d ) >> ( 32 - ( 5 ) ) ) ) ; e = ( ( ( e ) << ( 30 ) ) | ( ( e ) >> ( 32 - ( 30 ) ) ) ) ;(d,e,a,b,c,77); R4b += ( d ^ e ^ a ) + ( block -> l [ 78 & 15 ] = ( ( ( block -> l [ ( 78 + 13 ) & 15 ] ^ block -> l [ ( 78 + 8 ) & 15 ] ^ block -> l [ ( 78 + 2 ) & 15 ] ^ block -> l [ 78 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 78 + 13 ) & 15 ] ^ block -> l [ ( 78 + 8 ) & 15 ] ^ block -> l [ ( 78 + 2 ) & 15 ] ^ block -> l [ 78 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0xCA62C1D6 + ( ( ( c ) << ( 5 ) ) | ( ( c ) >> ( 32 - ( 5 ) ) ) ) ; d = ( ( ( d ) << ( 30 ) ) | ( ( d ) >> ( 32 - ( 30 ) ) ) ) ;(c,d,e,a,b,78); R4a += ( c ^ d ^ e ) + ( block -> l [ 79 & 15 ] = ( ( ( block -> l [ ( 79 + 13 ) & 15 ] ^ block -> l [ ( 79 + 8 ) & 15 ] ^ block -> l [ ( 79 + 2 ) & 15 ] ^ block -> l [ 79 & 15 ] ) << ( 1 ) ) | ( ( block -> l [ ( 79 + 13 ) & 15 ] ^ block -> l [ ( 79 + 8 ) & 15 ] ^ block -> l [ ( 79 + 2 ) & 15 ] ^ block -> l [ 79 & 15 ] ) >> ( 32 - ( 1 ) ) ) ) ) + 0xCA62C1D6 + ( ( ( b ) << ( 5 ) ) | ( ( b ) >> ( 32 - ( 5 ) ) ) ) ; c = ( ( ( c ) << ( 30 ) ) | ( ( c ) >> ( 32 - ( 30 ) ) ) ) ;(b,c,d,e,a,79); |
| 97 | /* Add the working vars back into context.state[] */ |
| 98 | state[0] += a; |
| 99 | state[1] += b; |
| 100 | state[2] += c; |
| 101 | state[3] += d; |
| 102 | state[4] += e; |
| 103 | /* Wipe variables */ |
Although the value stored to 'e' is used in the enclosing expression, the value is never actually read from 'e' | |
| 104 | a = b = c = d = e = 0; |
| 105 | } |
| 106 | |
| 107 | |
| 108 | /* SHA1Init - Initialize new context */ |
| 109 | |
| 110 | void SHA1Init(SHA1_CTX* context) |
| 111 | { |
| 112 | /* SHA1 initialization constants */ |
| 113 | context->state[0] = 0x67452301; |
| 114 | context->state[1] = 0xEFCDAB89; |
| 115 | context->state[2] = 0x98BADCFE; |
| 116 | context->state[3] = 0x10325476; |
| 117 | context->state[4] = 0xC3D2E1F0; |
| 118 | context->count[0] = context->count[1] = 0; |
| 119 | } |
| 120 | |
| 121 | |
| 122 | /* Run your data through this. */ |
| 123 | |
| 124 | void SHA1Update(SHA1_CTX* context, unsigned char* data, unsigned int len) |
| 125 | { |
| 126 | unsigned int i, j; |
| 127 | |
| 128 | j = (context->count[0] >> 3) & 63; |
| 129 | if ((context->count[0] += len << 3) < (len << 3)) context->count[1]++; |
| 130 | context->count[1] += (len >> 29); |
| 131 | if ((j + len) > 63) { |
| 132 | memcpy(&context->buffer[j], data, (i = 64-j)); |
| 133 | SHA1Transform(context->state, context->buffer); |
| 134 | for ( ; i + 63 < len; i += 64) { |
| 135 | SHA1Transform(context->state, &data[i]); |
| 136 | } |
| 137 | j = 0; |
| 138 | } |
| 139 | else i = 0; |
| 140 | memcpy(&context->buffer[j], &data[i], len - i); |
| 141 | } |
| 142 | |
| 143 | |
| 144 | /* Add padding and return the message digest. */ |
| 145 | |
| 146 | void SHA1Final(unsigned char digest[20], SHA1_CTX* context) |
| 147 | { |
| 148 | unsigned long i, j; |
| 149 | unsigned char finalcount[8]; |
| 150 | |
| 151 | for (i = 0; i < 8; i++) { |
| 152 | finalcount[i] = (unsigned char)((context->count[(i >= 4 ? 0 : 1)] |
| 153 | >> ((3-(i & 3)) * 8) ) & 255); /* Endian independent */ |
| 154 | } |
| 155 | SHA1Update(context, (unsigned char *)"\200", 1); |
| 156 | while ((context->count[0] & 504) != 448) { |
| 157 | SHA1Update(context, (unsigned char *)"\0", 1); |
| 158 | } |
| 159 | SHA1Update(context, finalcount, 8); /* Should cause a SHA1Transform() */ |
| 160 | for (i = 0; i < 20; i++) { |
| 161 | digest[i] = (unsigned char) |
| 162 | ((context->state[i>>2] >> ((3-(i & 3)) * 8) ) & 255); |
| 163 | } |
| 164 | /* Wipe variables */ |
| 165 | i = j = 0; |
| 166 | memset(context->buffer, 0, 64); |
| 167 | memset(context->state, 0, 20); |
| 168 | memset(context->count, 0, 8); |
| 169 | memset(&finalcount, 0, 8); |
| 170 | #ifdef SHA1HANDSOFF /* make SHA1Transform overwrite it's own static vars */ |
| 171 | SHA1Transform(context->state, context->buffer); |
| 172 | #endif |
| 173 | } |