lejun
2011-10-01, 07:36 PM
Hi all,
I have worked in CDMA2000 1x EVDO, now i create this thread and share many documents about this technology (Focus on Planning &Optimization).
1. Some guides from HW about planning engineering:
Contents in the image attached file.
http://www.finetopix.com/data:image/png;base64,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Regards
I have worked in CDMA2000 1x EVDO, now i create this thread and share many documents about this technology (Focus on Planning &Optimization).
1. Some guides from HW about planning engineering:
Contents in the image attached file.
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