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View Full Version : Question R99 DL with each BEARER



lamhd_bk
2012-06-26, 04:05 PM
Dear all!
I have a R99 DL Logfile and our customer request to separate result follow this table (attached file)
That mean i should statistic result for each bearer.
anybody can help me do the requirement?

Thanks so much

bino
2012-06-26, 06:08 PM
Dear all!
I have a R99 DL Logfile and our customer request to separate result follow this table (attached file)
That mean i should statistic result for each bearer.
anybody can help me do the requirement?

Thanks so much

Hi,

You can use actix to analyze like as below picture and export to excel to calculate per bearer.

http://www.finetopix.com/image/png;base64,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28214

lamhd_bk
2012-06-28, 01:37 PM
I know with Actix, so how to show with Nemo Analyze?