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Packers-prepare-yourself-of-VC
自己动手写加壳程序,按照文档一步一步来,做你自己的加壳程序!(Packers to write himself, according to the document step by step, do your own packers!)
- 2013-11-18 20:15:44下载
- 积分:1
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shiftcipher
shiftcipher加密解密算法实例
使用shiftcipher算法加密字符串
可输入任意密钥(shiftcipher examples of encryption and decryption algorithms
String encryption algorithm using the shiftcipher
Can enter any key)
- 2009-09-15 13:28:54下载
- 积分:1
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rsa
rsa 实现代码,运用大数算法#include "afx.h"
#include "Integer.h"
#include <string>
#include <iostream>
using namespace std
//构造大数对象并初始化为零
CInteger::CInteger()
{
m_nLength=1
for(int i=0 i<BI_MAXLEN i++)m_ulValue[i]=0
}
//解构大数对象
CInteger::~CInteger()
{
}
/*大数比较
调用方式:N.Cmp(A)
返回值:若N<A返回-1;若N=A返回0;若N>A返回1
*/
int CInteger::Cmp(CInteger& A)(#include "afx.h"
#include "Integer.h"
#include <string>
#include <iostream>
using namespace std
//构造大数对象并初始化为零
CInteger::CInteger()
{
m_nLength=1
for(int i=0 i<BI_MAXLEN i++)m_ulValue[i]=0
}
//解构大数对象
CInteger::~CInteger()
{
}
/*大数比较
调用方式:N.Cmp(A)
返回值:若N<A返回-1;若N=A返回0;若N>A返回1
*/
int CInteger::Cmp(CInteger& A))
- 2012-05-16 11:09:35下载
- 积分:1
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SFZ
身份证15位转18位的算法原码,可以自动将转换后的结果放入剪贴板中(Algorithm of the original code ID card 15 turn 18, you can automatically converted into the clipboard)
- 2012-08-22 12:17:21下载
- 积分:1
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chaos
针对Logistic映射,实现数字图像迭代混沌加密算法()
- 2007-08-06 22:30:58下载
- 积分:1
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RSA
RSA算法的解密和加密,用扩展的欧几里得算法求乘法逆元(rsa)
- 2010-06-20 13:05:12下载
- 积分:1
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080702
公钥密码基础设施应用技术体系
密码设备应用接口规范
做系统安全性的参考文档。(Application of public key cryptography infrastructure equipment application technology system password security system interface specifications make reference to the document.)
- 2011-08-09 00:24:47下载
- 积分:1
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AES
用C/C++实现加解密算法及其应用:AES 和基于AES 的CMAC(Encryption and decryption algorithm and its application with C/C++: AES and CMAC based on AES)
- 2020-07-04 10:00:02下载
- 积分:1
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NDIS
实现透明加密,驱动模型,文件过滤系统介绍(To achieve transparent encryption, drive model, document filtering system introduced)
- 2011-05-19 11:26:20下载
- 积分:1
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6
说明: 六种加密算法源码,包括CRC32校验,DES加密,MD5,rsa数字签名,RSA演示,简单加密(Six encryption algorithm source code, including the CRC32 checksum, DES encryption, MD5, rsa digital signature, RSA presentation, simple encryption)
- 2010-09-23 23:14:02下载
- 积分:1