Annina 发表于 2022-10-26 14:03:13

[原创][3.1.6+]K-train Base

本帖最后由 Max温焰 于 2022-10-26 14:26 编辑

相信很多朋友的追加几乎都是K-train改贴图的吧
但是,3.1.5出来以后,多了车头的电显,这就导致车头的电显有时候会出现在错误的位置(会有部分车受影响,比如森哥的)
于是就有了这个K-Train的Base
本追加通过自定义列车的手段删除了车头的电显,大家就能继续使用K-train改贴图来制作列车
下面是文件

本追加内置3D转向架,与原版K-train的所有类型(正常,小型,迷你)

XHG78999 发表于 2022-10-26 18:53:40

话说开门方式字段怎么搞的

Furina_汇百川 发表于 2022-10-26 19:16:32

XHG78999 发表于 2022-10-26 18:53
话说开门方式字段怎么搞的

3.1.6,请(虽然我也没试过:D

qingqing 发表于 2022-11-19 15:10:46

那做一下M-Train,R-Trin,C-Train,S-Train的车吧

bobopopo 发表于 2022-11-24 22:11:25

Wow,就是贴图怎么导入?

吴哥 发表于 2023-3-13 18:17:48

可以二创吗?

pokOS 发表于 2023-4-15 09:12:42

好家伙data:image/png;base64,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
页: [1]
查看完整版本: [原创][3.1.6+]K-train Base