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📄 blumshub.cpp

📁 lots Elliptic curve cryptography codes. Use Visual c++ to compile
💻 CPP
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// blumshub.cpp - written and placed in the public domain by Wei Dai#include "pch.h"#include "blumshub.h"NAMESPACE_BEGIN(CryptoPP)PublicBlumBlumShub::PublicBlumBlumShub(const Integer &n, const Integer &seed)	: modn(n),	  maxBits(BitPrecision(n.BitCount())-1){	current = modn.Square(modn.Square(seed));	bitsLeft = maxBits;}unsigned int PublicBlumBlumShub::GenerateBit(){	if (bitsLeft==0)	{		current = modn.Square(current);		bitsLeft = maxBits;	}	return current.GetBit(--bitsLeft);}byte PublicBlumBlumShub::GenerateByte(){	byte b=0;	for (int i=0; i<8; i++)		b = (b << 1) | PublicBlumBlumShub::GenerateBit();	return b;}void PublicBlumBlumShub::GenerateBlock(byte *output, size_t size){	while (size--)		*output++ = PublicBlumBlumShub::GenerateByte();}void PublicBlumBlumShub::ProcessData(byte *outString, const byte *inString, size_t length){	while (length--)		*outString++ = *inString++ ^ PublicBlumBlumShub::GenerateByte();}BlumBlumShub::BlumBlumShub(const Integer &p, const Integer &q, const Integer &seed)	: PublicBlumBlumShub(p*q, seed),	  p(p), q(q),	  x0(modn.Square(seed)){}void BlumBlumShub::Seek(lword index){	Integer i(Integer::POSITIVE, index);	i *= 8;	Integer e = a_exp_b_mod_c (2, i / maxBits + 1, (p-1)*(q-1));	current = modn.Exponentiate(x0, e);	bitsLeft = maxBits - i % maxBits;}NAMESPACE_END

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