baitang36 发表于 2021-6-2 15:32:23

vlx fas 免费加密工具 pvlx 2.21发布

本帖最后由 baitang36 于 2022-8-31 08:43 编辑

可以直接加密fas和vlx文件,防止反编译。
2.21版提高了兼容性。欢迎高手破解试验.

这个版本用汇编语言写的,杀毒软件误报病毒很常见,请选择信任。
建议仅用于免费软件源码保护,商业使用请购买专业版pfas2.x

baitang36 发表于 2021-6-7 08:54:41

小菜123 发表于 2021-6-5 09:30
每次升级,都表示加密强度变高么?

加密和解密是矛和盾的关系,升级是改变加密方法,让以前的解密方法失效。
有朋友告诉我,以前的免费版本已有人做出完美解密工具。

baitang36 发表于 2021-6-3 08:31:41

本帖最后由 baitang36 于 2021-11-26 16:00 编辑

感谢有币的朋友,无币的朋友请在这里下载。

baitang36 发表于 2024-1-24 07:39:36

本帖最后由 baitang36 于 2024-1-24 07:53 编辑

yu411038522 发表于 2024-1-23 18:05
没搞明白,FAS格式是CAD认的格式,不管怎么加密,CAD还能认识它吗,认识的原理是啥
这个是对付反编译的。
加密后的格式还是符合cad的标准的,只是把有些东西移动一下,变换一下,让反编译软件不认识了。
反编译软件是死的,必须符合固定的格式才能反编译,不符合了它就会出错。
也就是说,符合cad的标准有很多办法,但符合反编译工具的只有一种标准。因为反编译程序无法用lisp语言来表示所有的fas指令,fas指令和lisp没有一一对应关系,比如goto这个指令,lisp没有,但fas有。

f4800 发表于 2021-6-2 15:48:54

不错,,支持,

f4800 发表于 2021-6-2 15:49:10

非常不错的小工具。。顶。。。

尘缘一生 发表于 2021-6-2 16:51:55

本帖最后由 尘缘一生 于 2021-6-2 16:56 编辑

支持大师作品,防止360误杀,好像需要引入几个函数,。。

xj6019 发表于 2021-6-2 20:54:09

真的是下载完接着就被杀掉呀

paulpipi 发表于 2021-6-3 07:13:45

baitang36 发表于 2021-6-3 08:30:05

xj6019 发表于 2021-6-2 20:54
真的是下载完接着就被杀掉呀

这杀毒软件也太霸道了,只能关了它

luqzcm 发表于 2021-6-3 09:58:32

支持

tryhi 发表于 2021-6-3 10:28:55

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


加密前后好像没有任何区别
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