求助调色板原理出处
基于Vision Assistant 的图像处理使用教程 2013版的23页调色板 的温度调色板原理 和24页 彩虹调色板原理这两个(就是下面这两个图)出处在哪里,从什么地方(图书或文献)引用过来的啊data:image/jpeg;base64,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
就是红,绿,蓝0到255值的那两个图
页:
[1]