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)
23
演示定时器表示一个从预设时间开始的倒数。可用于掌握演讲经过多长时间了,以在预设时间内完成演
讲。您设定的演示定时器可以显示在投影中。
如何显示定时器
当定时器未显示在投影中时,按[TIMER]键一次。
如果在定时器的功能选单上 “ 连续显示 ” 设定选择的是“关”,则定时器将出现约五秒钟,然后自动消
失。
如何显示定时器的功能选单
当定时器未显示在投影中时,按[TIMER]键两次。在定时器显示过程中,按[TIMER]键一次。
用此选单开始、暂停、恢复或复位定时器,或配置各种定时器的设定。
演示定时器的使用(TIMER)