Fenmo 发表于 2023-7-29 16:46:27

模↑型↓

大家做MTR追加包时制作时,做模型时最经常用的软件是什么()()():D

MC西段 发表于 2023-7-29 17:03:07

方块长椅(即答

zwh 发表于 2023-7-29 17:45:01

blockbench(确信)

XHG78999 发表于 2023-7-29 17:57:11

布洛克本驰(京式翻译

杰哥王老六 发表于 2023-7-29 19:00:05

块长凳(某建模软件的图标翻译)::D

李抒洋TO_GA 发表于 2023-7-29 20:17:02

原版用的是blockbench,如果想要圆滑曲线obj模型可以用水杉建模或blender

pokOS 发表于 2023-7-29 23:50:02

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

qingqing 发表于 2023-7-30 07:35:56

当然是Blockbench

TomatoRoger 发表于 2023-7-30 10:30:14

请善用搜索引擎,先查再问:D

596wjr 发表于 2023-7-30 14:30:48

搅拌机(不楞得儿)
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查看完整版本: 模↑型↓