Deskpack 拼版角线
分享一个deskpack拼版角线模板包含全轮转和Ps版半轮转
ps版是340x588的版 咬口50mm
链接：https://pan.baidu.com/s/1V_9fncHBbiF2JzdkOt3ozQ
提取码：**** 本内容需购买 ****
data:image/png;base64,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
data:image/png;base64,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
data:image/png;base64,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
自动生成 前提是定义好裁切框 （宽度是总跳距，高度是分切宽度X排数）
补充内容 (2023-3-25 10:03):
拼版视频
链接：https://pan.baidu.com/s/17vZ-8moBhk1IQoHxUPL-Aw
提取码：55al
复制这段内容后打开百度网盘手机App，操作更方便哦
补充内容 (2023-3-25 10:04):
AI新建的时候画板大小：宽度是总跳距，高度是分切宽度X排数 能不能搞个制作教程来出售 什么样的教程 拼版的吗
补充内容 (2023-3-25 10:01):
拼版的视频
链接：https://pan.baidu.com/s/17vZ-8
moBhk1IQoHxUPL-Aw
提取码：55al tianlong 发表于 2023-3-25 09:55
能不能搞个制作教程来出售
主要是时间太长了 这套角线是我测试了几个月 根据机台建议修改出来的 只有我觉得DP加角线不如170脚本或者天天大佬的印前角线https://www.52cnp.com/thread-17683-1-1.html好用吗？ aututu 发表于 2023-3-25 11:30
只有我觉得DP加角线不如170脚本或者天天大佬的印前角线https://www.52cnp.com/thread-17683-1-1.html好用吗 ...
只能说各有各的优势吧 这个我这边一直直接调用 目前不用设置任何参数中文专色轻松识别 别的我用了几个 脚本对专色处理难 zhangda 发表于 2023-3-25 11:42
只能说各有各的优势吧 这个我这边一直直接调用 目前不用设置任何参数中文专色轻松识别 别的我用了几 ...
:handshake你说的这个专色其他加脚本的确实做不到自动，每次都要自定义。
DP我主要觉得菜单太深了，窗口--ESKO--。。每次要点好几层{:4_317:} aututu 发表于 2023-3-25 16:12
你说的这个专色其他加脚本的确实做不到自动，每次都要自定义。
DP我主要觉得菜单太深了，窗口- ...
我就放在窗口的工具中data:image/png;base64,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 zhangda 发表于 2023-3-27 10:05
我就放在窗口的工具中
你的图片都是看不到的{:3_62:} 再传一下 aututu 发表于 2023-3-27 11:31
你的图片都是看不到的 再传一下
我都是缩小在AI的这些工具里面
页:
[1]
2