没事瞎整的烂活
本帖最后由 TomatoRoger 于 2023-6-20 11:02 编辑最新进度
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TomatoRoger 发表于 2023-7-7 11:35
圆角窗户就是在窗户角再多叠一些旋转过的cube是吧?
对的,就是这样 DF11Z-003A 发表于 2023-6-22 12:52
对,然后上上颜色
圆角窗户就是在窗户角再多叠一些旋转过的cube是吧? TomatoRoger 发表于 2023-6-22 11:02
像这样?
对,然后上上颜色 DF11Z-003A 发表于 2023-6-21 21:08
e,就是车窗用立体的,你如果有上海包你就知道了,更逼真
像这样?
data:image/png;base64,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
TomatoRoger 发表于 2023-6-21 18:01
立体车窗是什么?是通过多个cube拼出来的吗?我这个是用贴图改的
e,就是车窗用立体的,你如果有上海包你就知道了,更逼真 DF11Z-003A 发表于 2023-6-17 11:16
woc大佬,建议加个立体车窗
立体车窗是什么?是通过多个cube拼出来的吗?我这个是用贴图改的 SINZTm5t 发表于 2023-6-20 11:30
大佬,怎么建模的啊?能不能私聊教教我?
e,這有點難教啊 大佬,怎么建模的啊?能不能私聊教教我? 张文皓 发表于 2023-6-17 10:46
烂活(x)好活(√)
非常感谢您的支持,城际特快将会越来越好
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