囧次元协议分析与破解

两只羊 Lv2

抓包分析

抓包,发现响应被加密,且app-api-verify-sign需要分析

image-20250520194512835

定位到加密算法在com.toolboxvtwo.appleboxvtwo.utils.ApiEncryptUtils中

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通过nmap库的classes3Init0方法进行注册

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用ida打开

image-20250520201732859

用unidbg跑一下,发现果然动态注册了

image-20250520202410721

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encryptData =>  1747744848
encryptData res => L8yY9165RTxVvvHnVANY2w==
decryptData => 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\u771f\u4eba\u7248","vod_pic":"https:\/\/p26.toutiaoimg.com\/img\/tos-cn-i-siecs4i2o7\/42d1436bdf2045e0a344384a49de6522~noop.image","vod_pic_slide":"","vod_remarks":"HD","vod_sub":"","vod_class":"\u52a8\u4f5c,\u5947\u5e7b,\u5192\u9669,\u52a8\u6f2b\u7535\u5f71","vod_actor":"","vod_score":"9.0","vod_year":"2017","vod_lang":"\u65e5\u8bed","vod_area":"\u65e5\u672c","vod_blurb":"\u78a7\u6d77\u84dd\u5929\u3001\u5b89\u9038\u8212\u9002\u7684\u6e2f\u53e3\u57ce\u5e02\u675c\u738b\u753a\uff0c\u5728\u8fc7\u53bb\u4e09\u5e74\u91cc\u76f8\u7ee7\u53d1\u751f\u79bb\u5947\u8be1\u5f02\u7684\u6b7b\u4ea1\u4e8b\u4ef6\u3002\u4e00\u65f6\u95f4\u5929\u5802\u53d8\u6210\u5730\u72f1\uff0c\u4eba\u4eba\u81ea\u5371\u3002\u5e9f\u67f4\u7537\u751f\u5e7f\u6fd1\u5eb7\u4e00\uff08\u795e\u6728\u9686\u4e4b\u4ecb\u9970\uff09\u4e0a\u5b66\u8def\u4e0a\u906d\u5230\u4e0d\u826f\u5c11\u5e74\u5201\u96be\uff0c\u4e0d\u8fc7\u5374\u7531\u6b64\u7ed3\u8bc6\u4e86\u540c\u73ed\u540c\u5b66\u4e1c\u65b9\u4ed7\u52a9\uff08\u5c71"}]}

app-api-verify-sign与响应解密

image-20250520212714355

补环境代码

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@Override
public int callIntMethodV(BaseVM vm, DvmObject<?> dvmObject, String signature, VaList vaList) {
switch (signature) {
case "java/lang/String->hashCode()I":
{
String input = (String) dvmObject.getValue();
return input.hashCode();
//System.out.println(input);
//return 114514;
}

}
return super.callIntMethodV(vm, dvmObject, signature, vaList);
}

@Override
public DvmObject<?> callStaticObjectMethodV(BaseVM vm, DvmClass dvmClass, String signature, VaList vaList) {

switch (signature) {
case "com/blankj/utilcode/util/ConvertUtils->string2Bytes(Ljava/lang/String;)[B":
{
String input = (String) vaList.getObjectArg(0).getValue();
System.out.println(input);

byte[] bytes = input.getBytes();
return new ByteArray(vm, bytes);
}

case "com/blankj/utilcode/util/EncryptUtils->encryptAES2Base64([B[BLjava/lang/String;[B)[B":
{

//672263e98f232a05
byte[] input = (byte[]) vaList.getObjectArg(0).getValue();
byte[] key = (byte[]) vaList.getObjectArg(1).getValue();
String mode = (String) vaList.getObjectArg(2).getValue();
byte[] iv = (byte[]) vaList.getObjectArg(3).getValue();
System.out.println(Arrays.toString(input));
System.out.println(Arrays.toString(key));
System.out.println(mode);
System.out.println(Arrays.toString(iv));
}
}
return super.callObjectMethodV(vm, dvmClass, signature, vaList);
}

通过unidbg可发现该算法为aes_cbc,key和iv为672263e98f232a05

image-20250520212756728

成功验证

image-20250520212815306

继续模拟执行解密函数

image-20250520213134246

可以看到相同的key和iv生成,直接解密成功

image-20250520213307833

Vip破解

在com.toolboxvtwo.appleboxvtwo.bean.UserBean类中,存放着当前用户的各种信息

image-20250521194615364

直接hook就行了

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function hook_vip() {

Java.perform(function () {

var UserBean = Java.use("com.toolboxvtwo.appleboxvtwo.bean.UserBean")
var isVip = UserBean.isVip
var getVipDays = UserBean.getVipDays
var getUserPoints = UserBean.getUserPoints
var getInviteCount = UserBean.getInviteCount

isVip.implementation = function(){
let res = this.isVip()
console.log("isVip res => ", res)
return true
}

getVipDays.implementation = function(){
let res = this.getVipDays()
console.log("getVipDays res => ", res)
return 114
}

getUserPoints.implementation = function(){
let res = this.getUserPoints()
console.log("getUserPoints res => ", res)
return 114514
}

getInviteCount.implementation = function(){
let res = this.getInviteCount()
console.log("getInviteCount res => ", res)
return 1919810
}
})
}



setImmediate(hook_vip)

//frida -U -f "com.viva.note" -l hook.js
  • 标题: 囧次元协议分析与破解
  • 作者: 两只羊
  • 创建于 : 2025-05-21 19:41:27
  • 更新于 : 2025-05-21 20:18:32
  • 链接: https://twogoat.github.io/2025/05/21/囧次元协议分析与破解/
  • 版权声明: 本文章采用 CC BY-NC-SA 4.0 进行许可。
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囧次元协议分析与破解