5735988 发表于 2026-1-28 14:36:28

怎么调用同一类型的字体为粗体,看图(已解决)

本帖最后由 5735988 于 2026-2-1 04:23 编辑

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
电脑上面有同一个字体,怎么调用 第二个粗体
$Label2 = GUICtrlCreateLabel("小王:" & $du, $100, 100, 998, 998)
GUICtrlSetFont(-1, 38, 200, 1, "Verdana") ;设置指定控件的字体. Verdana 粗体
GUICtrlSetColor(-1, "0x000000") ;设置指定控件的文本颜色.
GUICtrlSetBkColor(-1, $GUI_BKCOLOR_TRANSPARENT)                GUISetState(@SW_SHOW)
Verdana 粗体   这个显示不出来


这个帮助,写的不清楚,我一直以为这个400 ,是显示层数的 优先级。没有想到是字体粗细、


yuantian 发表于 2026-1-29 00:04:32

Verdana Blold ?
这是两个不同的字体,而不是一个字体包含多种样式吧

msold5 发表于 2026-1-30 09:45:10

字体家族

gyp2000 发表于 2026-1-31 21:40:05

为啥不看帮助呢?
GUICtrlSetFont 字体粗细设置中
200 为特细
400 为正常
700 为粗体
斜体在字体属性中设置。

gyp2000 发表于 2026-1-31 21:50:07

字体文件的详细信息 会显示出这个字体文件支持的几种标准格式 比如粗体 斜体等等。
并不是每种格式对应一个字体,而是这一个字体文件支持这些格式。
AUTOTI并不关心这些信息,他只是调用API 设置你想要的字体尺寸。
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查看完整版本: 怎么调用同一类型的字体为粗体,看图(已解决)