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紀念勛章·九周年  
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發(fā)表于 2016-10-21 12:23:20  只看樓主 

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各位大神，請解答！


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2016-10-21 12:22:35  下載次數(shù): 40
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    紀念勛章·九周年  
    積分 -900
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    注冊 2013-8-8
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    發(fā)表于 2016-10-21 12:25:02  只看樓主 
    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
    圖片搞錯了�。�

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    公益·慈善勛章   財富勛章·小財主   財富勛章·富甲一方   紀念勛章·九周年  
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    發(fā)表于 2016-10-25 18:05:38 
    異頻切換沒有頻率優(yōu)先級吧，重選才有。

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    發(fā)表于 2016-10-26 16:21:17 
    沒有基于頻率優(yōu)先級的切換。

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    發(fā)表于 2016-10-26 17:01:51 
    以前我也認為是沒有的，大唐的認證試題里是有基于頻率優(yōu)先級切換的，也就是說大唐設備實現(xiàn)了？

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    發(fā)表于 2016-10-27 10:30:09  QQ
    這是考試題？

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    這個宇宙整體的真理就是無常，沒有所謂的完全的正義與完全的邪惡
     
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    發(fā)表于 2016-10-27 11:35:19 
    基于覆蓋可以用A3\A5，基于頻率可以用A4切換；異頻一般可以通過A2測量控制，另A5可以調(diào)整A5門限1和2控制，A4切換調(diào)整A4門限。

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    發(fā)表于 2016-10-27 11:55:10 
    應該是有切換頻點優(yōu)先級的看不同的設備廠商了，據(jù)我所知愛立信有這個設置，華為參數(shù)里也有設置但沒用到

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