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【Python 逆向滑块】(实战六)逆向滑块,并实现用Python+Node.js 生成滑块、识别滑块、验证滑块、发送短信

逆向日期:2024.08.04

使用工具:Python,Node.js

本章知识:逆向【NECaptchaValidate】参数并成功发送短信

文章难度:中等(没耐心的请离开)

文章全程已做去敏处理!!!  【需要做的可联系我】 

AES解密处理(直接解密即可)(crypto-js.js 标准算法):​​​​​​在线AES加解密工具

注意 注意 注意!!!

为了保护本作者可以持续的更新知识,此次逆向出的网站源码代码不分享,有需要可以直接找我。但作者所写出的代码(非网页源代码)会在网站最低部公示
看此文章前请先看预热阶段的文章!!!
【Python 逆向网易易盾滑块】(实战一)预热阶段
【Python 逆向网易易盾滑块】(实战二)逆向【fp】参数
【Python 逆向网易易盾滑块】(实战三)逆向【cb】参数
【Python 逆向网易易盾滑块】(实战四)逆向【data】参数里的【d】【p】【f】【ext】参数
【Python 逆向网易易盾滑块】(实战五)Python+Node 成功绕过滑块验证
本篇文章讲一下【NECaptchaValidate】参数的生成,并成功发送短信验证码

1、打开某某网站(请使用文章开头的AES在线工具解密):Fm5MEvkUJN2pPTwS2vZbsXghwyHOyrcScCaJUwb7+kOMuzt/TW46136qDKIb3PTd
2、打开网站后,我们随便填写信息,然后打开控制台,点击发送验证码,即可触发滑块验证,然后我们把滑块验证成功,可以在控制台里看到【NECaptchaValidate】参数,直接去断点找,或者全局试试【NECaptchaValidate】也可以,毕竟这个参数的名字也比较唯一。我们直接去打断点,并重新验证一下滑块

3、顺着堆栈找了一会,发现有一些可疑的地方,全部打上断点,然后再去验证滑块

4、没错,断住了,然后我在控制台输出了一下,发现就是这个位置,我把他们进行拆分后发现里面传的参都是从【fp】【validate】里拿的,所以这里我们也就不用担心了,直接去扣代码

5、顺藤摸瓜进去,把内容都复制粘贴到本地js,然后顺便把混淆手动进行解除,再把所需参数写死,方便我们调试,记得把代码优化整理一下

6、运行本地js,发现报错,错误显示没有C0方法,那我们就去浏览器里对C0打上断点,然后进入C0里面

7、进来了后,我们直接把代码复制到本地js,代码需要加一下方法名字,加完之后,我们继续运行,发现又缺少了Cp,还是一样的操作,继续去断点,找到后再次复制到本地即可

8、在此我就不再继续演示了,因为都是一样的操作步骤,多加细心即可成功,下面给大家大致看一下成功后的代码吧。

9、接下来再让大家看一下完成版的滑块绕过并发送短信的过程

10、讲一下整个运行流程和效果,首先是开头的整个id和phone,每个网站所对应的id都是不一样的,整个id就是用来调用网易易盾的滑块滴,phone就不用说了。然后哪个dt是直接通过请求就能获取,前提是需要人家的id。fp是直接调用我们之前逆向的js文件也能直接生成。参数都有了,,接下来就是请求滑块信息,然后再去识别滑块的距离,,OCR识别的滑块的距离是虚拟的,我们要的是真实拖动的距离,所以我们这里在此进行计算获取真实的距离,然后再通过真实的距离生成轨迹,其实用OCR识别的距离直接生成轨迹也是没什么问题,只是可能会有失败率,所以我们尽量按照人家的逻辑来运行代码。有了轨迹有了参数,那我们就可以把这些都是都一起发送到js里,让js给我们生成验证滑块所需要的参数,然后再去验证滑块。验证成功后,在触发发送短信功能。

获取dt也就这样,只要有id,就能获取id所对应的dt密钥

这是用来获取滑块的图片和token的,先去逆向好参数的生成,才能来做下一步的进展

这个就是OCR识别距离了,识别后的距离还要经过计算才能得出真实距离,里面的注释也写的非常的清晰

其次就是轨迹的生成了,我发现这个轨迹的生成非常的简单,所以我这里就用随机值来代替我们人模拟滑动所产生的停顿和滑动所需用的时间,每一个参数都是我细细琢磨出来的,注释也写的及其明白

验证滑块也是一样的操作,都是用cmd命令去调用node.js运行js文件,生成【NECaptchaValidate】参数,然后再用这个参数去触发发送验证码

这里就是发送验证码了,都是正常的请求,也没什么难度

【附上代码】由于网页原代码受保护,在次不能进行公开,还请谅解

【完整版绕过网易易盾滑块发送验证码.py】 请用文章顶部的AES解密工具进行解密处理
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