深南大盗 发表于 2017-3-13 08:53:51

ericzhang1912 发表于 2017-3-14 10:47:17

就是,什么是好

usagikun 发表于 2017-4-5 17:20:04

https://www.chinadsl.net/forum.php?mod=image&aid=72998&size=300x300&key=92870ede7c5a22f7&nocache=yes&type=fixnone移动50m光纤,一般般吧

loveinmy 发表于 2017-4-18 13:13:53

笑傲酱糊 发表于 2017-4-29 20:43:27

本帖最后由 笑傲酱糊 于 2017-4-29 20:45 编辑

不同的猫光衰也不一样,130C4500电信定制的8245要比这个原厂130C6400的大2DB左右
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

生如夏花- 发表于 2017-4-30 21:56:51

https://www.chinadsl.net/forum.php?mod=image&aid=73356&size=300x300&key=45f0e2c88ff56a7f&nocache=yes&type=fixnone

生如夏花- 发表于 2017-5-2 14:46:38

看光衰没什么用的,主要影响光衰号的是通信机房,一般不超过-25都没问题的。

no_bdy 发表于 2017-5-20 19:31:18

我的是-19.23 小区网关直连

oulei 发表于 2017-5-20 19:48:11

还不错!

fhqje183 发表于 2017-5-24 19:59:41

帮助
IPv4连接信息
IPv6连接信息
4in6隧道连接信息
EPON信息
统计信息
EPON状态        已注册已认证
FEC状态        关闭
加密模式        使能
光模块输入功率(dBm)        -9.1
光模块输出功率(dBm)        1.9
光模块供电电压(微伏)        3221000
光发送机偏置电流(微安)        14950
光模块工作温度(度)        51
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