VMP 3.4 过 虚拟机 检测 原理 图示
本帖最后由 davidhee 于 2022-1-1 15:57 编辑逆向环境：虚拟机WIN7x64
涉及工具：OD、CPUZ 、instDrv、BCDICE..等
教程类型：原理展示 。
是否讲解思路和原理：是
以下为图文内容：
VMware16虚拟机win7x64 设置了 反 检测 ，
（图一）
vmware-vmx.exe
VMware 的特征码 处理干净。
（图二）
大部分壳都过了。但是 3.4.VMP.exe 过不了。
（图三）
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度 娘 搜 索，没 找到答案。
细查， 找到原因， 分享 。
关键词：DMI
（图四）
后面 ，就简单了。
上驱动：
（图五）
注：驱动 要 开 测试 模式
（图六）
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
过 VM 成功
（图七）
klun 发表于 2022-1-2 00:09
图一是什么软件
补充：
图六：
补充
有关工具：
嗯。。。。。学习一下。有点没看懂 一生 发表于 2022-1-25 10:57
楼主，驱动的那个压缩包需要密码，密码是多少哇，算不出来啊
给了线索了，发扬cracker精神，爬楼找。 补充：VMX配置文件加点料
bios440.filename = "BIOS.440.ROM"
cpuid.1.ecx = "0--------------0----------------"
cpuid.1.edx = "-----------0---------0----------"
cpuid.80000002.eax = "00110001001100010011000100110001"
cpuid.80000002.ebx = "00110001001100010011000100110001"
cpuid.80000002.ecx = "00110001001100010011000100110001"
cpuid.80000002.edx = "00110001001100010011000100110001" 本帖最后由 davidhee 于 2022-1-1 15:58 编辑
帖子 限制 88888 个 字 ，图片上不了。版主帮助 搞 ？
直接截图粘贴的兼容性不太好，使用上传图片的方式将图片插入文中 Shark恒 发表于 2022-1-1 15:51
直接截图粘贴的兼容性不太好，使用上传图片的方式将图片插入文中
谢谢老大。 好东西，再看一下，学习了 好东西，学习了 多谢大佬分享。 看看什么东西 图一是什么软件 这可是好教程不顶不行