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aesni_gcm_mult() now returns void
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@ -74,12 +74,10 @@ int aesni_crypt_ecb( aes_context *ctx,
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*
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* \note Both operands and result are bit strings interpreted as
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* elements of GF(2^128) as per the GCM spec.
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*
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* \return 0 on success (cannot fail)
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*/
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int aesni_gcm_mult( unsigned char c[16],
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const unsigned char a[16],
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const unsigned char b[16] );
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void aesni_gcm_mult( unsigned char c[16],
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const unsigned char a[16],
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const unsigned char b[16] );
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/**
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* \brief Compute decryption round keys from encryption round keys
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@ -107,9 +107,9 @@ int aesni_crypt_ecb( aes_context *ctx,
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* GCM multiplication: c = a times b in GF(2^128)
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* Based on [CLMUL-WP] algorithms 1 (with equation 27) and 5.
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*/
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int aesni_gcm_mult( unsigned char c[16],
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const unsigned char a[16],
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const unsigned char b[16] )
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void aesni_gcm_mult( unsigned char c[16],
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const unsigned char a[16],
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const unsigned char b[16] )
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{
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unsigned char aa[16], bb[16], cc[16];
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size_t i;
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@ -198,7 +198,7 @@ static void gcm_mult( gcm_context *ctx, const unsigned char x[16],
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PUT_UINT32_BE( ctx->HL[8] >> 32, h, 8 );
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PUT_UINT32_BE( ctx->HL[8], h, 12 );
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(void) aesni_gcm_mult( output, x, h );
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aesni_gcm_mult( output, x, h );
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return;
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}
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#endif
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