[悬赏100车费]Blockbench膨胀问题
本帖最后由 pokOS 于 2023-12-1 22:31 编辑因为Blockbench的“模组版实体”(Minecraft: Java Edition)并不能改UV大小,所以要整出比贴图本身更清晰的纹理就只能使用“膨胀”功能data:image/png;base64,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
比如说,我的贴图一Minecraft格是16px的,但是我要做车内指示就得用更高清的一格100px,那么我使用膨胀要怎么处理?(经常一膨胀完就比例失调)
悬赏100车费
调整大于0.5时就会比例失调,建议按住Shift或Ctrl-Shift以微调 可以修改贴图(列车纹理)自己本身的像素 没落学渣 发表于 2023-12-2 08:35
可以修改贴图(列车纹理)自己本身的像素
试过了 最大1wx1wpx,这样子也是太小了 ShentongMetro 发表于 2023-12-3 18:49
调整大于0.5时就会比例失调,建议按住Shift或Ctrl-Shift以微调
Ctrl对应的是Control还是Command(
还有微调调的也是膨胀吗(真的不懂) 按住键盘左下角ctr(control)l键并用鼠标点击膨胀数值两端调整箭头
当膨胀至小于1或-1时比例不会失调
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