Searched refs:R1 (Results 1 – 8 of 8) sorted by relevance
147 #define R1(x) (CYCLIC (x, 17) ^ CYCLIC (x, 19) ^ (x >> 10)) in sha256_process_block() macro159 W[t] = R1 (W[t - 2]) + W[t - 7] + R0 (W[t - 15]) + W[t - 16]; in sha256_process_block()
172 #define R1(x) (CYCLIC (x, 19) ^ CYCLIC (x, 61) ^ (x >> 6)) in sha512_process_block() macro185 W[t] = R1 (W[t - 2]) + W[t - 7] + R0 (W[t - 15]) + W[t - 16]; in sha512_process_block()
4009 # >18 short !074000,000000 C1 R1 4010 # >18 short !074000,004000 C2 R14011 # >18 short !074000,010000 C3 R14017 # >18 short&074000 000000 C1 R1 4018 # >18 short&074000 004000 C2 R14019 # >18 short&074000 010000 C3 R14039 >18 short&074000 000000 C1 R1 4040 >18 short&074000 004000 C2 R14041 >18 short&074000 010000 C3 R15804 >>>36 lelong&0xffff00 0x000400 HaL R1 Extensions Required,[all …]
4938 /((?(R1)a+|(?1)b))/
1947 /((abc (?(R) (?(R1)1) (?(R2)2) X | (?1) (?2) (?R) ))) /x
8233 /((?(R1)a+|(?1)b))/
7878 /((abc (?(R) (?(R1)1) (?(R2)2) X | (?1) (?2) (?R) ))) /x
3579 (f) A test for recursion can be given as (?(R1).. or (?(R&name)... as well
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