created and populated S array
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parent
98537f77d4
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a2b900c990
41
encrypt.lua
41
encrypt.lua
@ -17,10 +17,7 @@ c=length of key in words
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local inspect = require 'inspect'
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local inspect = require 'inspect'
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local insert
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local insert, concat, modf, tostring, char = table.insert, table.concat, math.modf, tostring, string.char
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local concat
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local tostring
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local modf
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local w=64
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local w=64
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local r=24
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local r=24
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@ -29,6 +26,7 @@ local key="globglogabgalab1"
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local u=8 --length of a word in bytes
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local u=8 --length of a word in bytes
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--local c=2 (with globglogabgalab1 as the key c should =2)
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--local c=2 (with globglogabgalab1 as the key c should =2)
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local L = {}
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local L = {}
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local t = 2 * (r + 1) --the number of round subkeys required
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--magic constants for 64bit word size (hex)
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--magic constants for 64bit word size (hex)
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local P = 0xb7e151628aed2a6b
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local P = 0xb7e151628aed2a6b
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@ -41,30 +39,17 @@ print(c)
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--convert the key into an array of ints
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--convert the key into an array of ints
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local K = {string.byte(key, 1, -1)}
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local K = {string.byte(key, 1, -1)}
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for i = 1, #K do
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print(inspect(K))
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print(K[i])
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L = K
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end
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--for i = b-1, down to 0
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--becuse lua starts tables at 1 this is changed to
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L[c] = 0
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for i = b, 1, -1 do
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if L[i/u] == nil then
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L[i/u] = 0
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end
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L[i/u] = (L[i/u] << 8) + K[i]
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print(i)
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end
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print(inspect(L))
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print(inspect(L))
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local S = {}
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S[0] = P
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S[1] = 1
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print(t)
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for i = 1, t - 1 do
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S[i] = S[i-1] + Q
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print(S[i])
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i = i + 1
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end
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