赛通远程教学平台-论坛

首页 » 软件应用交流区 » 五味杂陈 » 测试结果:几何画板做出来的图片不能设置排版格式,在全选粘贴时,不能一次性粘贴图片和公式
206180 - 2010-1-8 15:56:00
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
200960 - 2010-1-9 16:48:00
是啊,几何画板使用不够方便。
213857 - 2010-5-16 13:48:00
赚点分分
1
查看完整版本: 测试结果:几何画板做出来的图片不能设置排版格式,在全选粘贴时,不能一次性粘贴图片和公式