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Red Pike cipher



So, if I understand this right;
x and k are pairs of 32-bit numbers, as Red Pike is a 64-bit block
system and 32 is the maximum int size on most platforms.

k is key material, x is a pointer to the data.

No state is preserved when encrypting x with k, so to encrypt lots of
data, you must string it into a series of "x" and apply the cipher to
each block.

Am I mistaken? Is this any better than AES-ECB, then, if no cipher state
is preserved between encrypted blocks?

On 27/02/14 13:08, Anonymous Remailer (austria) wrote:
> /* Red Pike cipher source code */
> 
> #include <stdint.h>
> 
> typedef uint32_t word;
> 
> #define CONST 0x9E3779B9
> #define ROUNDS 16
> 
> #define ROTL(X, R) (((X) << ((R) & 31)) | ((X) >> (32 - ((R) & 31))))
> #define ROTR(X, R) (((X) >> ((R) & 31)) | ((X) << (32 - ((R) & 31))))
> 
> void encrypt(word * x, const word * k)
> {
>   unsigned int i;
>   word rk0 = k[0];
>   word rk1 = k[1];
> 
>   for (i = 0; i < ROUNDS; i++)
>   {
>     rk0 += CONST;
>     rk1 -= CONST;
> 
>     x[0] ^= rk0;
>     x[0] += x[1];
>     x[0] = ROTL(x[0], x[1]);
> 
>     x[1] = ROTR(x[1], x[0]);
>     x[1] -= x[0];
>     x[1] ^= rk1;
>   }
> 
>   rk0 = x[0]; x[0] = x[1]; x[1] = rk0;
> }
> 
> void decrypt(word * x, const word * k)
> {
>   word dk[2] =
>   {
>     k[1] - CONST * (ROUNDS + 1),
>     k[0] + CONST * (ROUNDS + 1)
>   };
> 
>   encrypt(x, dk);
> }
> 

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