ref: 3400b0428b9147012553c6f2280147d8dc99bbf1
dir: /lib/cryptohash/sha512.myr/
use std
pkg cryptohash =
type sha512
type sha384
const sha512 : (data : byte[:] -> byte[64])
const sha512init : (st : sha512# -> void)
const sha512add : (st : sha512#, data : byte[:] -> void)
const sha512fin : (st : sha512# -> byte[64])
const sha384 : (data : byte[:] -> byte[48])
const sha384init : (st : sha384# -> void)
const sha384add : (st : sha384#, data : byte[:] -> void)
const sha384fin : (st : sha384# -> byte[48])
;;
type sha512 = struct
x : uint64[8]
tail : byte[128]
msglen : uint64
;;
type sha384 = struct
x : uint64[8]
tail : byte[128]
msglen : uint64
;;
const sha512 = {data
var st
sha512init(&st)
sha512add(&st, data)
-> sha512fin(&st)
}
const sha512init = {st
st.x[0] = 0x6a09e667f3bcc908ul
st.x[1] = 0xbb67ae8584caa73bul
st.x[2] = 0x3c6ef372fe94f82bul
st.x[3] = 0xa54ff53a5f1d36f1ul
st.x[4] = 0x510e527fade682d1ul
st.x[5] = 0x9b05688c2b3e6c1ful
st.x[6] = 0x1f83d9abfb41bd6bul
st.x[7] = 0x5be0cd19137e2179ul
st.msglen = 0
}
const sha512add = {st, data
var n, ntail
ntail = st.msglen % 128
st.msglen += data.len
if ntail > 0
n = std.min(128 - ntail, data.len)
std.slcp(st.tail[ntail:ntail+n], data[:n])
data = data[n:]
if n + ntail < 128
->
;;
step(st.x[:], st.tail[:])
;;
while data.len >= 128
step(st.x[:], data[:128])
data = data[128:]
;;
ntail = st.msglen % 128
std.slcp(st.tail[:ntail], data)
}
const sha512fin = {st
var r : byte[64]
tail(st.x[:], st.msglen, st.tail[:])
pack(r[ 0: 8], st.x[0])
pack(r[ 8:16], st.x[1])
pack(r[16:24], st.x[2])
pack(r[24:32], st.x[3])
pack(r[32:40], st.x[4])
pack(r[40:48], st.x[5])
pack(r[48:56], st.x[6])
pack(r[56:64], st.x[7])
-> r
}
const sha384 = {data
var st
sha384init(&st)
sha384add(&st, data)
-> sha384fin(&st)
}
const sha384init = {st
st.x[0] = 0xCBBB9D5DC1059ED8ul
st.x[1] = 0x629A292A367CD507ul
st.x[2] = 0x9159015A3070DD17ul
st.x[3] = 0x152FECD8F70E5939ul
st.x[4] = 0x67332667FFC00B31ul
st.x[5] = 0x8EB44A8768581511ul
st.x[6] = 0xDB0C2E0D64F98FA7ul
st.x[7] = 0x47B5481DBEFA4FA4ul
st.msglen = 0
}
const sha384add = {st, data
var n, ntail
ntail = st.msglen % 128
st.msglen += data.len
if ntail > 0
n = std.min(128 - ntail, data.len)
std.slcp(st.tail[ntail:ntail+n], data[:n])
data = data[n:]
if n + ntail < 128
->
;;
step(st.x[:], st.tail[:])
;;
while data.len >= 128
step(st.x[:], data[:128])
data = data[128:]
;;
ntail = st.msglen % 128
std.slcp(st.tail[:ntail], data)
}
const sha384fin = {st
var r : byte[48]
tail(st.x[:], st.msglen, st.tail[:])
pack(r[ 0: 8], st.x[0])
pack(r[ 8:16], st.x[1])
pack(r[16:24], st.x[2])
pack(r[24:32], st.x[3])
pack(r[32:40], st.x[4])
pack(r[40:48], st.x[5])
-> r
}
const tail = {x, msglen, tail
var ntail
/* append first padding block */
ntail = msglen % 128
tail[ntail++] = 0x80
std.slfill(tail[ntail:], 0)
if 128 - ntail < 16
step(x, tail)
std.slfill(tail, 0)
;;
/* append size block */
tail[120] = ((msglen * 8) >> 56) castto(byte)
tail[121] = ((msglen * 8) >> 48) castto(byte)
tail[122] = ((msglen * 8) >> 40) castto(byte)
tail[123] = ((msglen * 8) >> 32) castto(byte)
tail[124] = ((msglen * 8) >> 24) castto(byte)
tail[125] = ((msglen * 8) >> 16) castto(byte)
tail[126] = ((msglen * 8) >> 8) castto(byte)
tail[127] = ((msglen * 8) >> 0) castto(byte)
step(x, tail)
}
const step = {x : uint64[:], msg
var a, b, c, d, e, f, g, h
var s00, s01, s02, s03, s04, s05, s06, s07
var s08, s09, s10, s11, s12, s13, s14, s15
var s16, s17, s18, s19, s20, s21, s22, s23
var s24, s25, s26, s27, s28, s29, s30, s31
var s32, s33, s34, s35, s36, s37, s38, s39
var s40, s41, s42, s43, s44, s45, s46, s47
var s48, s49, s50, s51, s52, s53, s54, s55
var s56, s57, s58, s59, s60, s61, s62, s63
var s64, s65, s66, s67, s68, s69, s70, s71
var s72, s73, s74, s75, s76, s77, s78, s79
a = x[0]
b = x[1]
c = x[2]
d = x[3]
e = x[4]
f = x[5]
g = x[6]
h = x[7]
s00 = unpack(msg[ 0: 8])
s01 = unpack(msg[ 8: 16])
s02 = unpack(msg[ 16: 24])
s03 = unpack(msg[ 24: 32])
s04 = unpack(msg[ 32: 40])
s05 = unpack(msg[ 40: 48])
s06 = unpack(msg[ 48: 56])
s07 = unpack(msg[ 56: 64])
s08 = unpack(msg[ 64: 72])
s09 = unpack(msg[ 72: 80])
s10 = unpack(msg[ 80: 88])
s11 = unpack(msg[ 88: 96])
s12 = unpack(msg[ 96:104])
s13 = unpack(msg[104:112])
s14 = unpack(msg[112:120])
s15 = unpack(msg[120:128])
s16 = s00 + s09 + (((s01 << 63) | (s01 >> 1))^((s01 << 56) | (s01 >> 8))^(s01 >> 7)) + (((s14 << 45) | (s14 >> 19))^((s14 << 3) | (s14 >> 61))^(s14 >> 6))
s17 = s01 + s10 + (((s02 << 63) | (s02 >> 1))^((s02 << 56) | (s02 >> 8))^(s02 >> 7)) + (((s15 << 45) | (s15 >> 19))^((s15 << 3) | (s15 >> 61))^(s15 >> 6))
s18 = s02 + s11 + (((s03 << 63) | (s03 >> 1))^((s03 << 56) | (s03 >> 8))^(s03 >> 7)) + (((s16 << 45) | (s16 >> 19))^((s16 << 3) | (s16 >> 61))^(s16 >> 6))
s19 = s03 + s12 + (((s04 << 63) | (s04 >> 1))^((s04 << 56) | (s04 >> 8))^(s04 >> 7)) + (((s17 << 45) | (s17 >> 19))^((s17 << 3) | (s17 >> 61))^(s17 >> 6))
s20 = s04 + s13 + (((s05 << 63) | (s05 >> 1))^((s05 << 56) | (s05 >> 8))^(s05 >> 7)) + (((s18 << 45) | (s18 >> 19))^((s18 << 3) | (s18 >> 61))^(s18 >> 6))
s21 = s05 + s14 + (((s06 << 63) | (s06 >> 1))^((s06 << 56) | (s06 >> 8))^(s06 >> 7)) + (((s19 << 45) | (s19 >> 19))^((s19 << 3) | (s19 >> 61))^(s19 >> 6))
s22 = s06 + s15 + (((s07 << 63) | (s07 >> 1))^((s07 << 56) | (s07 >> 8))^(s07 >> 7)) + (((s20 << 45) | (s20 >> 19))^((s20 << 3) | (s20 >> 61))^(s20 >> 6))
s23 = s07 + s16 + (((s08 << 63) | (s08 >> 1))^((s08 << 56) | (s08 >> 8))^(s08 >> 7)) + (((s21 << 45) | (s21 >> 19))^((s21 << 3) | (s21 >> 61))^(s21 >> 6))
s24 = s08 + s17 + (((s09 << 63) | (s09 >> 1))^((s09 << 56) | (s09 >> 8))^(s09 >> 7)) + (((s22 << 45) | (s22 >> 19))^((s22 << 3) | (s22 >> 61))^(s22 >> 6))
s25 = s09 + s18 + (((s10 << 63) | (s10 >> 1))^((s10 << 56) | (s10 >> 8))^(s10 >> 7)) + (((s23 << 45) | (s23 >> 19))^((s23 << 3) | (s23 >> 61))^(s23 >> 6))
s26 = s10 + s19 + (((s11 << 63) | (s11 >> 1))^((s11 << 56) | (s11 >> 8))^(s11 >> 7)) + (((s24 << 45) | (s24 >> 19))^((s24 << 3) | (s24 >> 61))^(s24 >> 6))
s27 = s11 + s20 + (((s12 << 63) | (s12 >> 1))^((s12 << 56) | (s12 >> 8))^(s12 >> 7)) + (((s25 << 45) | (s25 >> 19))^((s25 << 3) | (s25 >> 61))^(s25 >> 6))
s28 = s12 + s21 + (((s13 << 63) | (s13 >> 1))^((s13 << 56) | (s13 >> 8))^(s13 >> 7)) + (((s26 << 45) | (s26 >> 19))^((s26 << 3) | (s26 >> 61))^(s26 >> 6))
s29 = s13 + s22 + (((s14 << 63) | (s14 >> 1))^((s14 << 56) | (s14 >> 8))^(s14 >> 7)) + (((s27 << 45) | (s27 >> 19))^((s27 << 3) | (s27 >> 61))^(s27 >> 6))
s30 = s14 + s23 + (((s15 << 63) | (s15 >> 1))^((s15 << 56) | (s15 >> 8))^(s15 >> 7)) + (((s28 << 45) | (s28 >> 19))^((s28 << 3) | (s28 >> 61))^(s28 >> 6))
s31 = s15 + s24 + (((s16 << 63) | (s16 >> 1))^((s16 << 56) | (s16 >> 8))^(s16 >> 7)) + (((s29 << 45) | (s29 >> 19))^((s29 << 3) | (s29 >> 61))^(s29 >> 6))
s32 = s16 + s25 + (((s17 << 63) | (s17 >> 1))^((s17 << 56) | (s17 >> 8))^(s17 >> 7)) + (((s30 << 45) | (s30 >> 19))^((s30 << 3) | (s30 >> 61))^(s30 >> 6))
s33 = s17 + s26 + (((s18 << 63) | (s18 >> 1))^((s18 << 56) | (s18 >> 8))^(s18 >> 7)) + (((s31 << 45) | (s31 >> 19))^((s31 << 3) | (s31 >> 61))^(s31 >> 6))
s34 = s18 + s27 + (((s19 << 63) | (s19 >> 1))^((s19 << 56) | (s19 >> 8))^(s19 >> 7)) + (((s32 << 45) | (s32 >> 19))^((s32 << 3) | (s32 >> 61))^(s32 >> 6))
s35 = s19 + s28 + (((s20 << 63) | (s20 >> 1))^((s20 << 56) | (s20 >> 8))^(s20 >> 7)) + (((s33 << 45) | (s33 >> 19))^((s33 << 3) | (s33 >> 61))^(s33 >> 6))
s36 = s20 + s29 + (((s21 << 63) | (s21 >> 1))^((s21 << 56) | (s21 >> 8))^(s21 >> 7)) + (((s34 << 45) | (s34 >> 19))^((s34 << 3) | (s34 >> 61))^(s34 >> 6))
s37 = s21 + s30 + (((s22 << 63) | (s22 >> 1))^((s22 << 56) | (s22 >> 8))^(s22 >> 7)) + (((s35 << 45) | (s35 >> 19))^((s35 << 3) | (s35 >> 61))^(s35 >> 6))
s38 = s22 + s31 + (((s23 << 63) | (s23 >> 1))^((s23 << 56) | (s23 >> 8))^(s23 >> 7)) + (((s36 << 45) | (s36 >> 19))^((s36 << 3) | (s36 >> 61))^(s36 >> 6))
s39 = s23 + s32 + (((s24 << 63) | (s24 >> 1))^((s24 << 56) | (s24 >> 8))^(s24 >> 7)) + (((s37 << 45) | (s37 >> 19))^((s37 << 3) | (s37 >> 61))^(s37 >> 6))
s40 = s24 + s33 + (((s25 << 63) | (s25 >> 1))^((s25 << 56) | (s25 >> 8))^(s25 >> 7)) + (((s38 << 45) | (s38 >> 19))^((s38 << 3) | (s38 >> 61))^(s38 >> 6))
s41 = s25 + s34 + (((s26 << 63) | (s26 >> 1))^((s26 << 56) | (s26 >> 8))^(s26 >> 7)) + (((s39 << 45) | (s39 >> 19))^((s39 << 3) | (s39 >> 61))^(s39 >> 6))
s42 = s26 + s35 + (((s27 << 63) | (s27 >> 1))^((s27 << 56) | (s27 >> 8))^(s27 >> 7)) + (((s40 << 45) | (s40 >> 19))^((s40 << 3) | (s40 >> 61))^(s40 >> 6))
s43 = s27 + s36 + (((s28 << 63) | (s28 >> 1))^((s28 << 56) | (s28 >> 8))^(s28 >> 7)) + (((s41 << 45) | (s41 >> 19))^((s41 << 3) | (s41 >> 61))^(s41 >> 6))
s44 = s28 + s37 + (((s29 << 63) | (s29 >> 1))^((s29 << 56) | (s29 >> 8))^(s29 >> 7)) + (((s42 << 45) | (s42 >> 19))^((s42 << 3) | (s42 >> 61))^(s42 >> 6))
s45 = s29 + s38 + (((s30 << 63) | (s30 >> 1))^((s30 << 56) | (s30 >> 8))^(s30 >> 7)) + (((s43 << 45) | (s43 >> 19))^((s43 << 3) | (s43 >> 61))^(s43 >> 6))
s46 = s30 + s39 + (((s31 << 63) | (s31 >> 1))^((s31 << 56) | (s31 >> 8))^(s31 >> 7)) + (((s44 << 45) | (s44 >> 19))^((s44 << 3) | (s44 >> 61))^(s44 >> 6))
s47 = s31 + s40 + (((s32 << 63) | (s32 >> 1))^((s32 << 56) | (s32 >> 8))^(s32 >> 7)) + (((s45 << 45) | (s45 >> 19))^((s45 << 3) | (s45 >> 61))^(s45 >> 6))
s48 = s32 + s41 + (((s33 << 63) | (s33 >> 1))^((s33 << 56) | (s33 >> 8))^(s33 >> 7)) + (((s46 << 45) | (s46 >> 19))^((s46 << 3) | (s46 >> 61))^(s46 >> 6))
s49 = s33 + s42 + (((s34 << 63) | (s34 >> 1))^((s34 << 56) | (s34 >> 8))^(s34 >> 7)) + (((s47 << 45) | (s47 >> 19))^((s47 << 3) | (s47 >> 61))^(s47 >> 6))
s50 = s34 + s43 + (((s35 << 63) | (s35 >> 1))^((s35 << 56) | (s35 >> 8))^(s35 >> 7)) + (((s48 << 45) | (s48 >> 19))^((s48 << 3) | (s48 >> 61))^(s48 >> 6))
s51 = s35 + s44 + (((s36 << 63) | (s36 >> 1))^((s36 << 56) | (s36 >> 8))^(s36 >> 7)) + (((s49 << 45) | (s49 >> 19))^((s49 << 3) | (s49 >> 61))^(s49 >> 6))
s52 = s36 + s45 + (((s37 << 63) | (s37 >> 1))^((s37 << 56) | (s37 >> 8))^(s37 >> 7)) + (((s50 << 45) | (s50 >> 19))^((s50 << 3) | (s50 >> 61))^(s50 >> 6))
s53 = s37 + s46 + (((s38 << 63) | (s38 >> 1))^((s38 << 56) | (s38 >> 8))^(s38 >> 7)) + (((s51 << 45) | (s51 >> 19))^((s51 << 3) | (s51 >> 61))^(s51 >> 6))
s54 = s38 + s47 + (((s39 << 63) | (s39 >> 1))^((s39 << 56) | (s39 >> 8))^(s39 >> 7)) + (((s52 << 45) | (s52 >> 19))^((s52 << 3) | (s52 >> 61))^(s52 >> 6))
s55 = s39 + s48 + (((s40 << 63) | (s40 >> 1))^((s40 << 56) | (s40 >> 8))^(s40 >> 7)) + (((s53 << 45) | (s53 >> 19))^((s53 << 3) | (s53 >> 61))^(s53 >> 6))
s56 = s40 + s49 + (((s41 << 63) | (s41 >> 1))^((s41 << 56) | (s41 >> 8))^(s41 >> 7)) + (((s54 << 45) | (s54 >> 19))^((s54 << 3) | (s54 >> 61))^(s54 >> 6))
s57 = s41 + s50 + (((s42 << 63) | (s42 >> 1))^((s42 << 56) | (s42 >> 8))^(s42 >> 7)) + (((s55 << 45) | (s55 >> 19))^((s55 << 3) | (s55 >> 61))^(s55 >> 6))
s58 = s42 + s51 + (((s43 << 63) | (s43 >> 1))^((s43 << 56) | (s43 >> 8))^(s43 >> 7)) + (((s56 << 45) | (s56 >> 19))^((s56 << 3) | (s56 >> 61))^(s56 >> 6))
s59 = s43 + s52 + (((s44 << 63) | (s44 >> 1))^((s44 << 56) | (s44 >> 8))^(s44 >> 7)) + (((s57 << 45) | (s57 >> 19))^((s57 << 3) | (s57 >> 61))^(s57 >> 6))
s60 = s44 + s53 + (((s45 << 63) | (s45 >> 1))^((s45 << 56) | (s45 >> 8))^(s45 >> 7)) + (((s58 << 45) | (s58 >> 19))^((s58 << 3) | (s58 >> 61))^(s58 >> 6))
s61 = s45 + s54 + (((s46 << 63) | (s46 >> 1))^((s46 << 56) | (s46 >> 8))^(s46 >> 7)) + (((s59 << 45) | (s59 >> 19))^((s59 << 3) | (s59 >> 61))^(s59 >> 6))
s62 = s46 + s55 + (((s47 << 63) | (s47 >> 1))^((s47 << 56) | (s47 >> 8))^(s47 >> 7)) + (((s60 << 45) | (s60 >> 19))^((s60 << 3) | (s60 >> 61))^(s60 >> 6))
s63 = s47 + s56 + (((s48 << 63) | (s48 >> 1))^((s48 << 56) | (s48 >> 8))^(s48 >> 7)) + (((s61 << 45) | (s61 >> 19))^((s61 << 3) | (s61 >> 61))^(s61 >> 6))
s64 = s48 + s57 + (((s49 << 63) | (s49 >> 1))^((s49 << 56) | (s49 >> 8))^(s49 >> 7)) + (((s62 << 45) | (s62 >> 19))^((s62 << 3) | (s62 >> 61))^(s62 >> 6))
s65 = s49 + s58 + (((s50 << 63) | (s50 >> 1))^((s50 << 56) | (s50 >> 8))^(s50 >> 7)) + (((s63 << 45) | (s63 >> 19))^((s63 << 3) | (s63 >> 61))^(s63 >> 6))
s66 = s50 + s59 + (((s51 << 63) | (s51 >> 1))^((s51 << 56) | (s51 >> 8))^(s51 >> 7)) + (((s64 << 45) | (s64 >> 19))^((s64 << 3) | (s64 >> 61))^(s64 >> 6))
s67 = s51 + s60 + (((s52 << 63) | (s52 >> 1))^((s52 << 56) | (s52 >> 8))^(s52 >> 7)) + (((s65 << 45) | (s65 >> 19))^((s65 << 3) | (s65 >> 61))^(s65 >> 6))
s68 = s52 + s61 + (((s53 << 63) | (s53 >> 1))^((s53 << 56) | (s53 >> 8))^(s53 >> 7)) + (((s66 << 45) | (s66 >> 19))^((s66 << 3) | (s66 >> 61))^(s66 >> 6))
s69 = s53 + s62 + (((s54 << 63) | (s54 >> 1))^((s54 << 56) | (s54 >> 8))^(s54 >> 7)) + (((s67 << 45) | (s67 >> 19))^((s67 << 3) | (s67 >> 61))^(s67 >> 6))
s70 = s54 + s63 + (((s55 << 63) | (s55 >> 1))^((s55 << 56) | (s55 >> 8))^(s55 >> 7)) + (((s68 << 45) | (s68 >> 19))^((s68 << 3) | (s68 >> 61))^(s68 >> 6))
s71 = s55 + s64 + (((s56 << 63) | (s56 >> 1))^((s56 << 56) | (s56 >> 8))^(s56 >> 7)) + (((s69 << 45) | (s69 >> 19))^((s69 << 3) | (s69 >> 61))^(s69 >> 6))
s72 = s56 + s65 + (((s57 << 63) | (s57 >> 1))^((s57 << 56) | (s57 >> 8))^(s57 >> 7)) + (((s70 << 45) | (s70 >> 19))^((s70 << 3) | (s70 >> 61))^(s70 >> 6))
s73 = s57 + s66 + (((s58 << 63) | (s58 >> 1))^((s58 << 56) | (s58 >> 8))^(s58 >> 7)) + (((s71 << 45) | (s71 >> 19))^((s71 << 3) | (s71 >> 61))^(s71 >> 6))
s74 = s58 + s67 + (((s59 << 63) | (s59 >> 1))^((s59 << 56) | (s59 >> 8))^(s59 >> 7)) + (((s72 << 45) | (s72 >> 19))^((s72 << 3) | (s72 >> 61))^(s72 >> 6))
s75 = s59 + s68 + (((s60 << 63) | (s60 >> 1))^((s60 << 56) | (s60 >> 8))^(s60 >> 7)) + (((s73 << 45) | (s73 >> 19))^((s73 << 3) | (s73 >> 61))^(s73 >> 6))
s76 = s60 + s69 + (((s61 << 63) | (s61 >> 1))^((s61 << 56) | (s61 >> 8))^(s61 >> 7)) + (((s74 << 45) | (s74 >> 19))^((s74 << 3) | (s74 >> 61))^(s74 >> 6))
s77 = s61 + s70 + (((s62 << 63) | (s62 >> 1))^((s62 << 56) | (s62 >> 8))^(s62 >> 7)) + (((s75 << 45) | (s75 >> 19))^((s75 << 3) | (s75 >> 61))^(s75 >> 6))
s78 = s62 + s71 + (((s63 << 63) | (s63 >> 1))^((s63 << 56) | (s63 >> 8))^(s63 >> 7)) + (((s76 << 45) | (s76 >> 19))^((s76 << 3) | (s76 >> 61))^(s76 >> 6))
s79 = s63 + s72 + (((s64 << 63) | (s64 >> 1))^((s64 << 56) | (s64 >> 8))^(s64 >> 7)) + (((s77 << 45) | (s77 >> 19))^((s77 << 3) | (s77 >> 61))^(s77 >> 6))
h += (((e << 50) | (e >> 14)) ^ ((e << (64 - 18)) | (e >> 18)) ^ ((e << 23) | (e >> 41))) + (g ^ (e & (f ^ g))) + 0x428a2f98d728ae22ul + s00
d += h; h += (((a << 36) | (a >> 28)) ^ ((a << (64 - 34)) | (a >> 34)) ^ ((a << 25) | (a >> 39))) + ((a & (b | c)) | (b & c));
g += (((d << 50) | (d >> 14)) ^ ((d << (64 - 18)) | (d >> 18)) ^ ((d << 23) | (d >> 41))) + (f ^ (d & (e ^ f))) + 0x7137449123ef65cdul + s01
c += g; g += (((h << 36) | (h >> 28)) ^ ((h << (64 - 34)) | (h >> 34)) ^ ((h << 25) | (h >> 39))) + ((h & (a | b)) | (a & b));
f += (((c << 50) | (c >> 14)) ^ ((c << (64 - 18)) | (c >> 18)) ^ ((c << 23) | (c >> 41))) + (e ^ (c & (d ^ e))) + 0xb5c0fbcfec4d3b2ful + s02
b += f; f += (((g << 36) | (g >> 28)) ^ ((g << (64 - 34)) | (g >> 34)) ^ ((g << 25) | (g >> 39))) + ((g & (h | a)) | (h & a));
e += (((b << 50) | (b >> 14)) ^ ((b << (64 - 18)) | (b >> 18)) ^ ((b << 23) | (b >> 41))) + (d ^ (b & (c ^ d))) + 0xe9b5dba58189dbbcul + s03
a += e; e += (((f << 36) | (f >> 28)) ^ ((f << (64 - 34)) | (f >> 34)) ^ ((f << 25) | (f >> 39))) + ((f & (g | h)) | (g & h));
d += (((a << 50) | (a >> 14)) ^ ((a << (64 - 18)) | (a >> 18)) ^ ((a << 23) | (a >> 41))) + (c ^ (a & (b ^ c))) + 0x3956c25bf348b538ul + s04
h += d; d += (((e << 36) | (e >> 28)) ^ ((e << (64 - 34)) | (e >> 34)) ^ ((e << 25) | (e >> 39))) + ((e & (f | g)) | (f & g));
c += (((h << 50) | (h >> 14)) ^ ((h << (64 - 18)) | (h >> 18)) ^ ((h << 23) | (h >> 41))) + (b ^ (h & (a ^ b))) + 0x59f111f1b605d019ul + s05
g += c; c += (((d << 36) | (d >> 28)) ^ ((d << (64 - 34)) | (d >> 34)) ^ ((d << 25) | (d >> 39))) + ((d & (e | f)) | (e & f));
b += (((g << 50) | (g >> 14)) ^ ((g << (64 - 18)) | (g >> 18)) ^ ((g << 23) | (g >> 41))) + (a ^ (g & (h ^ a))) + 0x923f82a4af194f9bul + s06
f += b; b += (((c << 36) | (c >> 28)) ^ ((c << (64 - 34)) | (c >> 34)) ^ ((c << 25) | (c >> 39))) + ((c & (d | e)) | (d & e));
a += (((f << 50) | (f >> 14)) ^ ((f << (64 - 18)) | (f >> 18)) ^ ((f << 23) | (f >> 41))) + (h ^ (f & (g ^ h))) + 0xab1c5ed5da6d8118ul + s07
e += a; a += (((b << 36) | (b >> 28)) ^ ((b << (64 - 34)) | (b >> 34)) ^ ((b << 25) | (b >> 39))) + ((b & (c | d)) | (c & d));
h += (((e << 50) | (e >> 14)) ^ ((e << (64 - 18)) | (e >> 18)) ^ ((e << 23) | (e >> 41))) + (g ^ (e & (f ^ g))) + 0xd807aa98a3030242ul + s08
d += h; h += (((a << 36) | (a >> 28)) ^ ((a << (64 - 34)) | (a >> 34)) ^ ((a << 25) | (a >> 39))) + ((a & (b | c)) | (b & c));
g += (((d << 50) | (d >> 14)) ^ ((d << (64 - 18)) | (d >> 18)) ^ ((d << 23) | (d >> 41))) + (f ^ (d & (e ^ f))) + 0x12835b0145706fbeul + s09
c += g; g += (((h << 36) | (h >> 28)) ^ ((h << (64 - 34)) | (h >> 34)) ^ ((h << 25) | (h >> 39))) + ((h & (a | b)) | (a & b));
f += (((c << 50) | (c >> 14)) ^ ((c << (64 - 18)) | (c >> 18)) ^ ((c << 23) | (c >> 41))) + (e ^ (c & (d ^ e))) + 0x243185be4ee4b28cul + s10
b += f; f += (((g << 36) | (g >> 28)) ^ ((g << (64 - 34)) | (g >> 34)) ^ ((g << 25) | (g >> 39))) + ((g & (h | a)) | (h & a));
e += (((b << 50) | (b >> 14)) ^ ((b << (64 - 18)) | (b >> 18)) ^ ((b << 23) | (b >> 41))) + (d ^ (b & (c ^ d))) + 0x550c7dc3d5ffb4e2ul + s11
a += e; e += (((f << 36) | (f >> 28)) ^ ((f << (64 - 34)) | (f >> 34)) ^ ((f << 25) | (f >> 39))) + ((f & (g | h)) | (g & h));
d += (((a << 50) | (a >> 14)) ^ ((a << (64 - 18)) | (a >> 18)) ^ ((a << 23) | (a >> 41))) + (c ^ (a & (b ^ c))) + 0x72be5d74f27b896ful + s12
h += d; d += (((e << 36) | (e >> 28)) ^ ((e << (64 - 34)) | (e >> 34)) ^ ((e << 25) | (e >> 39))) + ((e & (f | g)) | (f & g));
c += (((h << 50) | (h >> 14)) ^ ((h << (64 - 18)) | (h >> 18)) ^ ((h << 23) | (h >> 41))) + (b ^ (h & (a ^ b))) + 0x80deb1fe3b1696b1ul + s13
g += c; c += (((d << 36) | (d >> 28)) ^ ((d << (64 - 34)) | (d >> 34)) ^ ((d << 25) | (d >> 39))) + ((d & (e | f)) | (e & f));
b += (((g << 50) | (g >> 14)) ^ ((g << (64 - 18)) | (g >> 18)) ^ ((g << 23) | (g >> 41))) + (a ^ (g & (h ^ a))) + 0x9bdc06a725c71235ul + s14
f += b; b += (((c << 36) | (c >> 28)) ^ ((c << (64 - 34)) | (c >> 34)) ^ ((c << 25) | (c >> 39))) + ((c & (d | e)) | (d & e));
a += (((f << 50) | (f >> 14)) ^ ((f << (64 - 18)) | (f >> 18)) ^ ((f << 23) | (f >> 41))) + (h ^ (f & (g ^ h))) + 0xc19bf174cf692694ul + s15
e += a; a += (((b << 36) | (b >> 28)) ^ ((b << (64 - 34)) | (b >> 34)) ^ ((b << 25) | (b >> 39))) + ((b & (c | d)) | (c & d));
h += (((e << 50) | (e >> 14)) ^ ((e << (64 - 18)) | (e >> 18)) ^ ((e << 23) | (e >> 41))) + (g ^ (e & (f ^ g))) + 0xe49b69c19ef14ad2ul + s16
d += h; h += (((a << 36) | (a >> 28)) ^ ((a << (64 - 34)) | (a >> 34)) ^ ((a << 25) | (a >> 39))) + ((a & (b | c)) | (b & c));
g += (((d << 50) | (d >> 14)) ^ ((d << (64 - 18)) | (d >> 18)) ^ ((d << 23) | (d >> 41))) + (f ^ (d & (e ^ f))) + 0xefbe4786384f25e3ul + s17
c += g; g += (((h << 36) | (h >> 28)) ^ ((h << (64 - 34)) | (h >> 34)) ^ ((h << 25) | (h >> 39))) + ((h & (a | b)) | (a & b));
f += (((c << 50) | (c >> 14)) ^ ((c << (64 - 18)) | (c >> 18)) ^ ((c << 23) | (c >> 41))) + (e ^ (c & (d ^ e))) + 0x0fc19dc68b8cd5b5ul + s18
b += f; f += (((g << 36) | (g >> 28)) ^ ((g << (64 - 34)) | (g >> 34)) ^ ((g << 25) | (g >> 39))) + ((g & (h | a)) | (h & a));
e += (((b << 50) | (b >> 14)) ^ ((b << (64 - 18)) | (b >> 18)) ^ ((b << 23) | (b >> 41))) + (d ^ (b & (c ^ d))) + 0x240ca1cc77ac9c65ul + s19
a += e; e += (((f << 36) | (f >> 28)) ^ ((f << (64 - 34)) | (f >> 34)) ^ ((f << 25) | (f >> 39))) + ((f & (g | h)) | (g & h));
d += (((a << 50) | (a >> 14)) ^ ((a << (64 - 18)) | (a >> 18)) ^ ((a << 23) | (a >> 41))) + (c ^ (a & (b ^ c))) + 0x2de92c6f592b0275ul + s20
h += d; d += (((e << 36) | (e >> 28)) ^ ((e << (64 - 34)) | (e >> 34)) ^ ((e << 25) | (e >> 39))) + ((e & (f | g)) | (f & g));
c += (((h << 50) | (h >> 14)) ^ ((h << (64 - 18)) | (h >> 18)) ^ ((h << 23) | (h >> 41))) + (b ^ (h & (a ^ b))) + 0x4a7484aa6ea6e483ul + s21
g += c; c += (((d << 36) | (d >> 28)) ^ ((d << (64 - 34)) | (d >> 34)) ^ ((d << 25) | (d >> 39))) + ((d & (e | f)) | (e & f));
b += (((g << 50) | (g >> 14)) ^ ((g << (64 - 18)) | (g >> 18)) ^ ((g << 23) | (g >> 41))) + (a ^ (g & (h ^ a))) + 0x5cb0a9dcbd41fbd4ul + s22
f += b; b += (((c << 36) | (c >> 28)) ^ ((c << (64 - 34)) | (c >> 34)) ^ ((c << 25) | (c >> 39))) + ((c & (d | e)) | (d & e));
a += (((f << 50) | (f >> 14)) ^ ((f << (64 - 18)) | (f >> 18)) ^ ((f << 23) | (f >> 41))) + (h ^ (f & (g ^ h))) + 0x76f988da831153b5ul + s23
e += a; a += (((b << 36) | (b >> 28)) ^ ((b << (64 - 34)) | (b >> 34)) ^ ((b << 25) | (b >> 39))) + ((b & (c | d)) | (c & d));
h += (((e << 50) | (e >> 14)) ^ ((e << (64 - 18)) | (e >> 18)) ^ ((e << 23) | (e >> 41))) + (g ^ (e & (f ^ g))) + 0x983e5152ee66dfabul + s24
d += h; h += (((a << 36) | (a >> 28)) ^ ((a << (64 - 34)) | (a >> 34)) ^ ((a << 25) | (a >> 39))) + ((a & (b | c)) | (b & c));
g += (((d << 50) | (d >> 14)) ^ ((d << (64 - 18)) | (d >> 18)) ^ ((d << 23) | (d >> 41))) + (f ^ (d & (e ^ f))) + 0xa831c66d2db43210ul + s25
c += g; g += (((h << 36) | (h >> 28)) ^ ((h << (64 - 34)) | (h >> 34)) ^ ((h << 25) | (h >> 39))) + ((h & (a | b)) | (a & b));
f += (((c << 50) | (c >> 14)) ^ ((c << (64 - 18)) | (c >> 18)) ^ ((c << 23) | (c >> 41))) + (e ^ (c & (d ^ e))) + 0xb00327c898fb213ful + s26
b += f; f += (((g << 36) | (g >> 28)) ^ ((g << (64 - 34)) | (g >> 34)) ^ ((g << 25) | (g >> 39))) + ((g & (h | a)) | (h & a));
e += (((b << 50) | (b >> 14)) ^ ((b << (64 - 18)) | (b >> 18)) ^ ((b << 23) | (b >> 41))) + (d ^ (b & (c ^ d))) + 0xbf597fc7beef0ee4ul + s27
a += e; e += (((f << 36) | (f >> 28)) ^ ((f << (64 - 34)) | (f >> 34)) ^ ((f << 25) | (f >> 39))) + ((f & (g | h)) | (g & h));
d += (((a << 50) | (a >> 14)) ^ ((a << (64 - 18)) | (a >> 18)) ^ ((a << 23) | (a >> 41))) + (c ^ (a & (b ^ c))) + 0xc6e00bf33da88fc2ul + s28
h += d; d += (((e << 36) | (e >> 28)) ^ ((e << (64 - 34)) | (e >> 34)) ^ ((e << 25) | (e >> 39))) + ((e & (f | g)) | (f & g));
c += (((h << 50) | (h >> 14)) ^ ((h << (64 - 18)) | (h >> 18)) ^ ((h << 23) | (h >> 41))) + (b ^ (h & (a ^ b))) + 0xd5a79147930aa725ul + s29
g += c; c += (((d << 36) | (d >> 28)) ^ ((d << (64 - 34)) | (d >> 34)) ^ ((d << 25) | (d >> 39))) + ((d & (e | f)) | (e & f));
b += (((g << 50) | (g >> 14)) ^ ((g << (64 - 18)) | (g >> 18)) ^ ((g << 23) | (g >> 41))) + (a ^ (g & (h ^ a))) + 0x06ca6351e003826ful + s30
f += b; b += (((c << 36) | (c >> 28)) ^ ((c << (64 - 34)) | (c >> 34)) ^ ((c << 25) | (c >> 39))) + ((c & (d | e)) | (d & e));
a += (((f << 50) | (f >> 14)) ^ ((f << (64 - 18)) | (f >> 18)) ^ ((f << 23) | (f >> 41))) + (h ^ (f & (g ^ h))) + 0x142929670a0e6e70ul + s31
e += a; a += (((b << 36) | (b >> 28)) ^ ((b << (64 - 34)) | (b >> 34)) ^ ((b << 25) | (b >> 39))) + ((b & (c | d)) | (c & d));
h += (((e << 50) | (e >> 14)) ^ ((e << (64 - 18)) | (e >> 18)) ^ ((e << 23) | (e >> 41))) + (g ^ (e & (f ^ g))) + 0x27b70a8546d22ffcul + s32
d += h; h += (((a << 36) | (a >> 28)) ^ ((a << (64 - 34)) | (a >> 34)) ^ ((a << 25) | (a >> 39))) + ((a & (b | c)) | (b & c));
g += (((d << 50) | (d >> 14)) ^ ((d << (64 - 18)) | (d >> 18)) ^ ((d << 23) | (d >> 41))) + (f ^ (d & (e ^ f))) + 0x2e1b21385c26c926ul + s33
c += g; g += (((h << 36) | (h >> 28)) ^ ((h << (64 - 34)) | (h >> 34)) ^ ((h << 25) | (h >> 39))) + ((h & (a | b)) | (a & b));
f += (((c << 50) | (c >> 14)) ^ ((c << (64 - 18)) | (c >> 18)) ^ ((c << 23) | (c >> 41))) + (e ^ (c & (d ^ e))) + 0x4d2c6dfc5ac42aedul + s34
b += f; f += (((g << 36) | (g >> 28)) ^ ((g << (64 - 34)) | (g >> 34)) ^ ((g << 25) | (g >> 39))) + ((g & (h | a)) | (h & a));
e += (((b << 50) | (b >> 14)) ^ ((b << (64 - 18)) | (b >> 18)) ^ ((b << 23) | (b >> 41))) + (d ^ (b & (c ^ d))) + 0x53380d139d95b3dful + s35
a += e; e += (((f << 36) | (f >> 28)) ^ ((f << (64 - 34)) | (f >> 34)) ^ ((f << 25) | (f >> 39))) + ((f & (g | h)) | (g & h));
d += (((a << 50) | (a >> 14)) ^ ((a << (64 - 18)) | (a >> 18)) ^ ((a << 23) | (a >> 41))) + (c ^ (a & (b ^ c))) + 0x650a73548baf63deul + s36
h += d; d += (((e << 36) | (e >> 28)) ^ ((e << (64 - 34)) | (e >> 34)) ^ ((e << 25) | (e >> 39))) + ((e & (f | g)) | (f & g));
c += (((h << 50) | (h >> 14)) ^ ((h << (64 - 18)) | (h >> 18)) ^ ((h << 23) | (h >> 41))) + (b ^ (h & (a ^ b))) + 0x766a0abb3c77b2a8ul + s37
g += c; c += (((d << 36) | (d >> 28)) ^ ((d << (64 - 34)) | (d >> 34)) ^ ((d << 25) | (d >> 39))) + ((d & (e | f)) | (e & f));
b += (((g << 50) | (g >> 14)) ^ ((g << (64 - 18)) | (g >> 18)) ^ ((g << 23) | (g >> 41))) + (a ^ (g & (h ^ a))) + 0x81c2c92e47edaee6ul + s38
f += b; b += (((c << 36) | (c >> 28)) ^ ((c << (64 - 34)) | (c >> 34)) ^ ((c << 25) | (c >> 39))) + ((c & (d | e)) | (d & e));
a += (((f << 50) | (f >> 14)) ^ ((f << (64 - 18)) | (f >> 18)) ^ ((f << 23) | (f >> 41))) + (h ^ (f & (g ^ h))) + 0x92722c851482353bul + s39
e += a; a += (((b << 36) | (b >> 28)) ^ ((b << (64 - 34)) | (b >> 34)) ^ ((b << 25) | (b >> 39))) + ((b & (c | d)) | (c & d));
h += (((e << 50) | (e >> 14)) ^ ((e << (64 - 18)) | (e >> 18)) ^ ((e << 23) | (e >> 41))) + (g ^ (e & (f ^ g))) + 0xa2bfe8a14cf10364ul + s40
d += h; h += (((a << 36) | (a >> 28)) ^ ((a << (64 - 34)) | (a >> 34)) ^ ((a << 25) | (a >> 39))) + ((a & (b | c)) | (b & c));
g += (((d << 50) | (d >> 14)) ^ ((d << (64 - 18)) | (d >> 18)) ^ ((d << 23) | (d >> 41))) + (f ^ (d & (e ^ f))) + 0xa81a664bbc423001ul + s41
c += g; g += (((h << 36) | (h >> 28)) ^ ((h << (64 - 34)) | (h >> 34)) ^ ((h << 25) | (h >> 39))) + ((h & (a | b)) | (a & b));
f += (((c << 50) | (c >> 14)) ^ ((c << (64 - 18)) | (c >> 18)) ^ ((c << 23) | (c >> 41))) + (e ^ (c & (d ^ e))) + 0xc24b8b70d0f89791ul + s42
b += f; f += (((g << 36) | (g >> 28)) ^ ((g << (64 - 34)) | (g >> 34)) ^ ((g << 25) | (g >> 39))) + ((g & (h | a)) | (h & a));
e += (((b << 50) | (b >> 14)) ^ ((b << (64 - 18)) | (b >> 18)) ^ ((b << 23) | (b >> 41))) + (d ^ (b & (c ^ d))) + 0xc76c51a30654be30ul + s43
a += e; e += (((f << 36) | (f >> 28)) ^ ((f << (64 - 34)) | (f >> 34)) ^ ((f << 25) | (f >> 39))) + ((f & (g | h)) | (g & h));
d += (((a << 50) | (a >> 14)) ^ ((a << (64 - 18)) | (a >> 18)) ^ ((a << 23) | (a >> 41))) + (c ^ (a & (b ^ c))) + 0xd192e819d6ef5218ul + s44
h += d; d += (((e << 36) | (e >> 28)) ^ ((e << (64 - 34)) | (e >> 34)) ^ ((e << 25) | (e >> 39))) + ((e & (f | g)) | (f & g));
c += (((h << 50) | (h >> 14)) ^ ((h << (64 - 18)) | (h >> 18)) ^ ((h << 23) | (h >> 41))) + (b ^ (h & (a ^ b))) + 0xd69906245565a910ul + s45
g += c; c += (((d << 36) | (d >> 28)) ^ ((d << (64 - 34)) | (d >> 34)) ^ ((d << 25) | (d >> 39))) + ((d & (e | f)) | (e & f));
b += (((g << 50) | (g >> 14)) ^ ((g << (64 - 18)) | (g >> 18)) ^ ((g << 23) | (g >> 41))) + (a ^ (g & (h ^ a))) + 0xf40e35855771202aul + s46
f += b; b += (((c << 36) | (c >> 28)) ^ ((c << (64 - 34)) | (c >> 34)) ^ ((c << 25) | (c >> 39))) + ((c & (d | e)) | (d & e));
a += (((f << 50) | (f >> 14)) ^ ((f << (64 - 18)) | (f >> 18)) ^ ((f << 23) | (f >> 41))) + (h ^ (f & (g ^ h))) + 0x106aa07032bbd1b8ul + s47
e += a; a += (((b << 36) | (b >> 28)) ^ ((b << (64 - 34)) | (b >> 34)) ^ ((b << 25) | (b >> 39))) + ((b & (c | d)) | (c & d));
h += (((e << 50) | (e >> 14)) ^ ((e << (64 - 18)) | (e >> 18)) ^ ((e << 23) | (e >> 41))) + (g ^ (e & (f ^ g))) + 0x19a4c116b8d2d0c8ul + s48
d += h; h += (((a << 36) | (a >> 28)) ^ ((a << (64 - 34)) | (a >> 34)) ^ ((a << 25) | (a >> 39))) + ((a & (b | c)) | (b & c));
g += (((d << 50) | (d >> 14)) ^ ((d << (64 - 18)) | (d >> 18)) ^ ((d << 23) | (d >> 41))) + (f ^ (d & (e ^ f))) + 0x1e376c085141ab53ul + s49
c += g; g += (((h << 36) | (h >> 28)) ^ ((h << (64 - 34)) | (h >> 34)) ^ ((h << 25) | (h >> 39))) + ((h & (a | b)) | (a & b));
f += (((c << 50) | (c >> 14)) ^ ((c << (64 - 18)) | (c >> 18)) ^ ((c << 23) | (c >> 41))) + (e ^ (c & (d ^ e))) + 0x2748774cdf8eeb99ul + s50
b += f; f += (((g << 36) | (g >> 28)) ^ ((g << (64 - 34)) | (g >> 34)) ^ ((g << 25) | (g >> 39))) + ((g & (h | a)) | (h & a));
e += (((b << 50) | (b >> 14)) ^ ((b << (64 - 18)) | (b >> 18)) ^ ((b << 23) | (b >> 41))) + (d ^ (b & (c ^ d))) + 0x34b0bcb5e19b48a8ul + s51
a += e; e += (((f << 36) | (f >> 28)) ^ ((f << (64 - 34)) | (f >> 34)) ^ ((f << 25) | (f >> 39))) + ((f & (g | h)) | (g & h));
d += (((a << 50) | (a >> 14)) ^ ((a << (64 - 18)) | (a >> 18)) ^ ((a << 23) | (a >> 41))) + (c ^ (a & (b ^ c))) + 0x391c0cb3c5c95a63ul + s52
h += d; d += (((e << 36) | (e >> 28)) ^ ((e << (64 - 34)) | (e >> 34)) ^ ((e << 25) | (e >> 39))) + ((e & (f | g)) | (f & g));
c += (((h << 50) | (h >> 14)) ^ ((h << (64 - 18)) | (h >> 18)) ^ ((h << 23) | (h >> 41))) + (b ^ (h & (a ^ b))) + 0x4ed8aa4ae3418acbul + s53
g += c; c += (((d << 36) | (d >> 28)) ^ ((d << (64 - 34)) | (d >> 34)) ^ ((d << 25) | (d >> 39))) + ((d & (e | f)) | (e & f));
b += (((g << 50) | (g >> 14)) ^ ((g << (64 - 18)) | (g >> 18)) ^ ((g << 23) | (g >> 41))) + (a ^ (g & (h ^ a))) + 0x5b9cca4f7763e373ul + s54
f += b; b += (((c << 36) | (c >> 28)) ^ ((c << (64 - 34)) | (c >> 34)) ^ ((c << 25) | (c >> 39))) + ((c & (d | e)) | (d & e));
a += (((f << 50) | (f >> 14)) ^ ((f << (64 - 18)) | (f >> 18)) ^ ((f << 23) | (f >> 41))) + (h ^ (f & (g ^ h))) + 0x682e6ff3d6b2b8a3ul + s55
e += a; a += (((b << 36) | (b >> 28)) ^ ((b << (64 - 34)) | (b >> 34)) ^ ((b << 25) | (b >> 39))) + ((b & (c | d)) | (c & d));
h += (((e << 50) | (e >> 14)) ^ ((e << (64 - 18)) | (e >> 18)) ^ ((e << 23) | (e >> 41))) + (g ^ (e & (f ^ g))) + 0x748f82ee5defb2fcul + s56
d += h; h += (((a << 36) | (a >> 28)) ^ ((a << (64 - 34)) | (a >> 34)) ^ ((a << 25) | (a >> 39))) + ((a & (b | c)) | (b & c));
g += (((d << 50) | (d >> 14)) ^ ((d << (64 - 18)) | (d >> 18)) ^ ((d << 23) | (d >> 41))) + (f ^ (d & (e ^ f))) + 0x78a5636f43172f60ul + s57
c += g; g += (((h << 36) | (h >> 28)) ^ ((h << (64 - 34)) | (h >> 34)) ^ ((h << 25) | (h >> 39))) + ((h & (a | b)) | (a & b));
f += (((c << 50) | (c >> 14)) ^ ((c << (64 - 18)) | (c >> 18)) ^ ((c << 23) | (c >> 41))) + (e ^ (c & (d ^ e))) + 0x84c87814a1f0ab72ul + s58
b += f; f += (((g << 36) | (g >> 28)) ^ ((g << (64 - 34)) | (g >> 34)) ^ ((g << 25) | (g >> 39))) + ((g & (h | a)) | (h & a));
e += (((b << 50) | (b >> 14)) ^ ((b << (64 - 18)) | (b >> 18)) ^ ((b << 23) | (b >> 41))) + (d ^ (b & (c ^ d))) + 0x8cc702081a6439ecul + s59
a += e; e += (((f << 36) | (f >> 28)) ^ ((f << (64 - 34)) | (f >> 34)) ^ ((f << 25) | (f >> 39))) + ((f & (g | h)) | (g & h));
d += (((a << 50) | (a >> 14)) ^ ((a << (64 - 18)) | (a >> 18)) ^ ((a << 23) | (a >> 41))) + (c ^ (a & (b ^ c))) + 0x90befffa23631e28ul + s60
h += d; d += (((e << 36) | (e >> 28)) ^ ((e << (64 - 34)) | (e >> 34)) ^ ((e << 25) | (e >> 39))) + ((e & (f | g)) | (f & g));
c += (((h << 50) | (h >> 14)) ^ ((h << (64 - 18)) | (h >> 18)) ^ ((h << 23) | (h >> 41))) + (b ^ (h & (a ^ b))) + 0xa4506cebde82bde9ul + s61
g += c; c += (((d << 36) | (d >> 28)) ^ ((d << (64 - 34)) | (d >> 34)) ^ ((d << 25) | (d >> 39))) + ((d & (e | f)) | (e & f));
b += (((g << 50) | (g >> 14)) ^ ((g << (64 - 18)) | (g >> 18)) ^ ((g << 23) | (g >> 41))) + (a ^ (g & (h ^ a))) + 0xbef9a3f7b2c67915ul + s62
f += b; b += (((c << 36) | (c >> 28)) ^ ((c << (64 - 34)) | (c >> 34)) ^ ((c << 25) | (c >> 39))) + ((c & (d | e)) | (d & e));
a += (((f << 50) | (f >> 14)) ^ ((f << (64 - 18)) | (f >> 18)) ^ ((f << 23) | (f >> 41))) + (h ^ (f & (g ^ h))) + 0xc67178f2e372532bul + s63
e += a; a += (((b << 36) | (b >> 28)) ^ ((b << (64 - 34)) | (b >> 34)) ^ ((b << 25) | (b >> 39))) + ((b & (c | d)) | (c & d));
h += (((e << 50) | (e >> 14)) ^ ((e << (64 - 18)) | (e >> 18)) ^ ((e << 23) | (e >> 41))) + (g ^ (e & (f ^ g))) + 0xca273eceea26619cul + s64
d += h; h += (((a << 36) | (a >> 28)) ^ ((a << (64 - 34)) | (a >> 34)) ^ ((a << 25) | (a >> 39))) + ((a & (b | c)) | (b & c));
g += (((d << 50) | (d >> 14)) ^ ((d << (64 - 18)) | (d >> 18)) ^ ((d << 23) | (d >> 41))) + (f ^ (d & (e ^ f))) + 0xd186b8c721c0c207ul + s65
c += g; g += (((h << 36) | (h >> 28)) ^ ((h << (64 - 34)) | (h >> 34)) ^ ((h << 25) | (h >> 39))) + ((h & (a | b)) | (a & b));
f += (((c << 50) | (c >> 14)) ^ ((c << (64 - 18)) | (c >> 18)) ^ ((c << 23) | (c >> 41))) + (e ^ (c & (d ^ e))) + 0xeada7dd6cde0eb1eul + s66
b += f; f += (((g << 36) | (g >> 28)) ^ ((g << (64 - 34)) | (g >> 34)) ^ ((g << 25) | (g >> 39))) + ((g & (h | a)) | (h & a));
e += (((b << 50) | (b >> 14)) ^ ((b << (64 - 18)) | (b >> 18)) ^ ((b << 23) | (b >> 41))) + (d ^ (b & (c ^ d))) + 0xf57d4f7fee6ed178ul + s67
a += e; e += (((f << 36) | (f >> 28)) ^ ((f << (64 - 34)) | (f >> 34)) ^ ((f << 25) | (f >> 39))) + ((f & (g | h)) | (g & h));
d += (((a << 50) | (a >> 14)) ^ ((a << (64 - 18)) | (a >> 18)) ^ ((a << 23) | (a >> 41))) + (c ^ (a & (b ^ c))) + 0x06f067aa72176fbaul + s68
h += d; d += (((e << 36) | (e >> 28)) ^ ((e << (64 - 34)) | (e >> 34)) ^ ((e << 25) | (e >> 39))) + ((e & (f | g)) | (f & g));
c += (((h << 50) | (h >> 14)) ^ ((h << (64 - 18)) | (h >> 18)) ^ ((h << 23) | (h >> 41))) + (b ^ (h & (a ^ b))) + 0x0a637dc5a2c898a6ul + s69
g += c; c += (((d << 36) | (d >> 28)) ^ ((d << (64 - 34)) | (d >> 34)) ^ ((d << 25) | (d >> 39))) + ((d & (e | f)) | (e & f));
b += (((g << 50) | (g >> 14)) ^ ((g << (64 - 18)) | (g >> 18)) ^ ((g << 23) | (g >> 41))) + (a ^ (g & (h ^ a))) + 0x113f9804bef90daeul + s70
f += b; b += (((c << 36) | (c >> 28)) ^ ((c << (64 - 34)) | (c >> 34)) ^ ((c << 25) | (c >> 39))) + ((c & (d | e)) | (d & e));
a += (((f << 50) | (f >> 14)) ^ ((f << (64 - 18)) | (f >> 18)) ^ ((f << 23) | (f >> 41))) + (h ^ (f & (g ^ h))) + 0x1b710b35131c471bul + s71
e += a; a += (((b << 36) | (b >> 28)) ^ ((b << (64 - 34)) | (b >> 34)) ^ ((b << 25) | (b >> 39))) + ((b & (c | d)) | (c & d));
h += (((e << 50) | (e >> 14)) ^ ((e << (64 - 18)) | (e >> 18)) ^ ((e << 23) | (e >> 41))) + (g ^ (e & (f ^ g))) + 0x28db77f523047d84ul + s72
d += h; h += (((a << 36) | (a >> 28)) ^ ((a << (64 - 34)) | (a >> 34)) ^ ((a << 25) | (a >> 39))) + ((a & (b | c)) | (b & c));
g += (((d << 50) | (d >> 14)) ^ ((d << (64 - 18)) | (d >> 18)) ^ ((d << 23) | (d >> 41))) + (f ^ (d & (e ^ f))) + 0x32caab7b40c72493ul + s73
c += g; g += (((h << 36) | (h >> 28)) ^ ((h << (64 - 34)) | (h >> 34)) ^ ((h << 25) | (h >> 39))) + ((h & (a | b)) | (a & b));
f += (((c << 50) | (c >> 14)) ^ ((c << (64 - 18)) | (c >> 18)) ^ ((c << 23) | (c >> 41))) + (e ^ (c & (d ^ e))) + 0x3c9ebe0a15c9bebcul + s74
b += f; f += (((g << 36) | (g >> 28)) ^ ((g << (64 - 34)) | (g >> 34)) ^ ((g << 25) | (g >> 39))) + ((g & (h | a)) | (h & a));
e += (((b << 50) | (b >> 14)) ^ ((b << (64 - 18)) | (b >> 18)) ^ ((b << 23) | (b >> 41))) + (d ^ (b & (c ^ d))) + 0x431d67c49c100d4cul + s75
a += e; e += (((f << 36) | (f >> 28)) ^ ((f << (64 - 34)) | (f >> 34)) ^ ((f << 25) | (f >> 39))) + ((f & (g | h)) | (g & h));
d += (((a << 50) | (a >> 14)) ^ ((a << (64 - 18)) | (a >> 18)) ^ ((a << 23) | (a >> 41))) + (c ^ (a & (b ^ c))) + 0x4cc5d4becb3e42b6ul + s76
h += d; d += (((e << 36) | (e >> 28)) ^ ((e << (64 - 34)) | (e >> 34)) ^ ((e << 25) | (e >> 39))) + ((e & (f | g)) | (f & g));
c += (((h << 50) | (h >> 14)) ^ ((h << (64 - 18)) | (h >> 18)) ^ ((h << 23) | (h >> 41))) + (b ^ (h & (a ^ b))) + 0x597f299cfc657e2aul + s77
g += c; c += (((d << 36) | (d >> 28)) ^ ((d << (64 - 34)) | (d >> 34)) ^ ((d << 25) | (d >> 39))) + ((d & (e | f)) | (e & f));
b += (((g << 50) | (g >> 14)) ^ ((g << (64 - 18)) | (g >> 18)) ^ ((g << 23) | (g >> 41))) + (a ^ (g & (h ^ a))) + 0x5fcb6fab3ad6faecul + s78
f += b; b += (((c << 36) | (c >> 28)) ^ ((c << (64 - 34)) | (c >> 34)) ^ ((c << 25) | (c >> 39))) + ((c & (d | e)) | (d & e));
a += (((f << 50) | (f >> 14)) ^ ((f << (64 - 18)) | (f >> 18)) ^ ((f << 23) | (f >> 41))) + (h ^ (f & (g ^ h))) + 0x6c44198c4a475817ul + s79
e += a; a += (((b << 36) | (b >> 28)) ^ ((b << (64 - 34)) | (b >> 34)) ^ ((b << 25) | (b >> 39))) + ((b & (c | d)) | (c & d));
x[0] += a
x[1] += b
x[2] += c
x[3] += d
x[4] += e
x[5] += f
x[6] += g
x[7] += h
}
const unpack = {b
var v : uint64
v = ((b[0] castto(uint64)) << 56)
v |= ((b[1] castto(uint64)) << 48)
v |= ((b[2] castto(uint64)) << 40)
v |= ((b[3] castto(uint64)) << 32)
v |= ((b[4] castto(uint64)) << 24)
v |= ((b[5] castto(uint64)) << 16)
v |= ((b[6] castto(uint64)) << 8)
v |= ((b[7] castto(uint64)) << 0)
-> v
}
const pack = {out, v
out[0] = (v >> 56) castto(byte)
out[1] = (v >> 48) castto(byte)
out[2] = (v >> 40) castto(byte)
out[3] = (v >> 32) castto(byte)
out[4] = (v >> 24) castto(byte)
out[5] = (v >> 16) castto(byte)
out[6] = (v >> 8) castto(byte)
out[7] = (v >> 0) castto(byte)
}