前言

某宝的x-mini-wua中带着硬件参数 如果是新设备 则可以不带账号获取一些淘宝商品的数据 如果能生成海量的wua那岂不是可以无限不带账号拿数据?
好了开始分析 样本21年的某宝
本文并不会贴出对应的算法 只会一带而过 重点是mini-wua生成的流程
以下代码快内容都人工加了和谐二字

SG_INNER_DATA 分析

真机关闭网络后只会生成短wua和短umt 那么说明肯定是走了网络请求
发现某宝会读取本地 data\user\0\com.taobao.taobao\app_SGLib\SG_INNER_DATA
文件里面存放这AES加密后的数据 通用固定key 16位

{"SGTMAGIC":"A4Zgd/OU1poS/0vNsfiKU+mdS3LdmQqHbae5EwzDgq0=","SGSAFETOKEN_IN":"21c2&20n8wkqcYc5cQb+nyCa9br571kglq5BB7JqHddGd4gSVUavHTWJXNOGEMX33dMSafN7C0pwpTPfgqBLiajKe6Y50TFXyzEQp4kgXFpiqo0KNRmH69zQD4hpj7efyX/3uMxDj28U1W7iBYbvAqOIuU5WcKO0ah2pMHnOaHu2Q7nOtPKVXS5iJ3H5A59eWnsoZLYiQg7l5d/+0ZdCJK/Uu8uSIlnrOfHaW3PiBp/RYPIu+X和wM5xZObiMwVk0ft76guJSaTwH/1xTUiJ4vBZHzB5+9nDvUxeSZLKFTGrtQHg+NLRCW92FdqbcFrbjrUDFJ87LwoK4v8P2b8qK/+/m70Jj8yd3RFx51t9LDjlVoB5wk+Dcd5hso7GsplCqLIgebHKACz4C7HVvmVqRhA+WeCCG0GMNdOygw78M6qV3wRy+uL7u2+mZvyVm6OUKmy/tjH0y6pva8kkDgysEAzWbjVR----------------和谐-----------------------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"}

第一次解密后的json

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QJC1sBo6A4Q5i和谐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和谐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","wua_config_rconfig":"009&2d093caecVJe1qYEb0N+f8IbX4xoR3ozpwVAPFUUVjJL+4ZlAtlLVqWyE9qMAIF/eILU6LRlazOxUeuRXaXhmqXmpawe6ERNwvs1PAIIe+houZqm+o4=","rck":"009&2d093caeaYBQGF/eMY9o3FP0BIer5Rgs6vZK0DlvhX79dRmWQxRLWikhA+Hz8ap8UD249Yht","sdfsd-0":"009&2d093caeJQEbwv2sh9urJKQi/ZZpxue/RxK和谐OkmocSABJq0K/9MqenWXKnqUkDcKdidna/s0abMt3ucI+lsyGxQPxn42qVh4FxuzxACvMe7wLVGS6c7vfY2pcLtPvvCX3coNnZNzG6vaDFhu5FbDYKeWjgh7bBxnCsX4C0Fkfhw=","rt_cdn_url0":"009&2d093caeJSGwB0Dqusg8zc88SDRcH和谐gJKRIY3n/zTHbH8cl3HihOPoR1/Z9sBnH2YG8","lastSplReqTime":"009&2d093caeIcKXRJSP2RA9F1H8lpWlCA=="}

二级解密 key计算规则 xxxxx-型号-com.taobao.taobao-inode

stid45-0解密后:JUGAjpFLPIas和谐KDFb64OmfA6hVyh+o1
sdfsd-0解密后:M1gAV4yYmWsMjJC3QiFOrilMVDvc0和谐2sTzPRbgMq99E0XYF6W2eq9G0ads0和谐r42h3HyQ0pzCQ/EbdxChpSb2q3和谐Bi9ut8TDSq7fV/txQdBUQ==

stid45-0=umt sdfsd-0=长wua 至于其他几个json key的解密就不贴了

app刚打开的时候只会有rt_undef_key0 发完硬件信息请求拿到M1g 才会加密写入SG_INNER_DATA内 本地的算法只能生成短wua 必须读取到sdfsd=eeid才会生成长wua

协议(部分)

好几条请求 基本都是上报硬件信息及手机环境等 权限给的越多 上报的硬件信息则会增加

      jsonObject.put("403e",setSV("5e07","sirius")); //设备jsonObject.put("aaca",setSV("5e07","MI 8 SE")); //型号jsonObject.put("b07c",setSV("5e07","sdm710")); //处理器jsonObject.put("2b23",setSV("5e07","Xiaomi")); //品牌jsonObject.put("2b09",setSV("5e07","OPM1.171019.019")); //Build IDjsonObject.put("f471",setSV("5e07","8.1.0")); //android版本jsonObject.put("b8c8",setSV("5e07","release-keys"));jsonObject.put("f31c",setSV("5e07","27")); //SDKjsonObject.put("0048",setSV("cecf","864111111112756")); //IMEIjsonObject.put("1090",setSV("cecf","460000000000002"));jsonObject.put("79c0",setSV("cecf","890000009060006700023"));jsonObject.put("aaa0",setSV("cecf","1080*2114"));jsonObject.put("a2c2",setSV("cecf","1080*2244")); //分辨率jsonObject.put("1462",setSV("cecf","MPSS-SDM710-0727_1666_2b0e169")); //基带版本jsonObject.put("f02e",setSV("cecf","中国联通"));//指纹jsonObject.put("fd52",setSV("5e07","Xiaomi/sirius/sirius:8.1.0/OPM1.171019.019/V9.5.51.0.OEBCAFA:user/release-keys"));jsonObject.put("8fdc",setSV("5e07","sirius-user 8.1.0 OPM1.171019.019 V9.1.12.0.OEBCNFA release-keys"));jsonObject.put("1cdb",setSV("5e07","c3-miui-ota-bd188.bj"));//Build HostjsonObject.put("3b0a",setSV("5e07","V9.8.22.0.OEBCNFA"));//incremental

json

"0864": [
{"s": "e097",
"v": "00:18:48:3d:b3:33"
},
{"s": "9487",
"v": "(dummy0)4a:80:1b:19:b5:0a"
},
{"s": "98e9",
"v": "(wlan0)2a:e2:d7:6e:ed:a6(rmnet_data0)00:00:00:00:00:00(dummy0)4a:80:1b:19:b5:0a"
},
{"s": "cecf",
"v": "2A:E2:D7:6E:ED:A6"
}
],
"a506": [
{"s": "cecf",
"v": "1662518624366"
},
{"s": "7c1c",
"v": "{\"/data\":\"2CDB31062CDB31062CDB31162CDB31062CDB31062CDB3106\",\"/dev\":\"27923A2917923A2927923A2927923A2927823A2927923A29\",\"/storage\":\"2947AA002947AA003047AA002947AA002947AA002947AA00\"}"
}
],

完整json分三个部分ct内容包含了以上硬件信息相关 我们只要对整个json数据逐一分析 用随机的硬件信息或真机库数据进行动态修改并发送请求 即可获取大量eeid 短wua算法+eeid=长wua

发送请求

所有参数破解后生成完整josn加密 head带上4个基础签名x-umt x-sign x-sgext 短x-mini-wua进行请求

Gzip一下然后再解密返回数据

总结

真机无root xp frida生成的eeid可以用反之环境异常手机则不行
拿着eeid生成完整4签名即可不带账号获取到商品详情数据
还有一些细节没有完善 以及大量请求风控之类的 我不爬淘宝数据
只想研究下这种结合服务端的签名算法 也是头一次搞 很有意思
改机的彻底应该也能过 就是效率低了些 对wua感兴趣的可以去研究libsgmainso.so

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