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)
E19
参考部分
小图片:缩小图像尺寸
1 按多重选择器 H 或 I 选择所需复制
尺寸,然后按k按钮。
• 可以使用的尺寸为 640 × 480、 320 ×
240和160×120。
• 图像模式设定为 z 5120 × 2880 时拍
摄的图像将以640×360像素保存。 进
入步骤2。
2 选择是并按k按钮。
• 创建一个较小尺寸的新副本 (压缩比
约为1:16)。
• 播放期间使用小图片功能创建的副本
将以较小尺寸显示,同时带有C图标
(A10)。
按
c
按钮 (播放模式)
M
选择图像
M
d
按钮
M
小图片
M
k
按钮
ᇣ⠛
ᰃ
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