039-DES:gov招标(解密)

案例网址:招标网

(声明:文章只做学习分享,不可商用,如有问题与本人无关)

找接口

通过翻页可以找到接口:

很显然这里有加密的返回值,我们要解密这个返回值:

定位加密位置

打上xhr断点(这时xhr只是为了保证后面hook不会hook到别的接口):

然后开启hook:

第一次是密文,然后就该解密了:

然后我们回到上个栈看看:

看名字是解密,那还说啥了,进吧:

解密复现

导入库然后就有了:

javascript 复制代码
const CryptoJS = require("crypto-js");
function decryptByDES(ciphertext) {
  var keyHex = CryptoJS.enc.Utf8.parse("1qaz@wsx3e");
  var decrypted = CryptoJS.DES.decrypt({
    ciphertext: CryptoJS.enc.Base64.parse(ciphertext),
  },
                                       keyHex, {
                                         mode: CryptoJS.mode.ECB,
                                         padding: CryptoJS.pad.Pkcs7,
                                       }
                                      );
  return decrypted.toString(CryptoJS.enc.Utf8)
}

console.log(decryptByDES('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'));

result:

拿下

小结

本文解密比较简单,难的那个是载荷参数,后续会出,如本文有任何问题请及时提出,加油加油

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