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  #1 (permalink)  
Old 01-17-2014, 7:05 PM
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Post UPDATED lagrange georgia talkgroups

updated lagrange Georgia talkgroups
lagrange is part of the Columbus consolidated system
TROUP COUNTY SHERIFF TALKGROUPS
#42512 digital tactical
#42615 digital bolos-simulcast
#42672 digital security at government center
TROUP COUNTY FIRE DEPT.TALKGROUPS
#42775 digital announce
#98790 digital alarm
#42960 digital tactical
#10416 analog mutal aid one with lagrange f.d.
TROUP COUNTY E.M.S.--A.M.R.
#10775 analog announce
#11736 analog private
TROUP COUNTY GOV.TALKGROUPS
#43031 digital wx.warnings-
#42672 digital government center
ARMY CORP OF ENGINEERS TALKGROUPS
#43824 digital corp rangers
goodplumb
lagrange
georgia
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Old 01-18-2014, 8:46 AM
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A lot of these are already in the database:

Quote:
Originally Posted by goodplumb View Post
42775 digital announce
DEC HEX Mode Alpha Tag Description Tag
42768 a71 A TCFD Disp Fire Dispatch Fire

Your talkgroup of 42775 is really 42768 + a Status Bit of 7 (multiselect)

Read Wise's thread for an explanation of why they're the same.
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Old 01-19-2014, 11:20 AM
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With that in mind, how can we tell if a TG that is already in the database is actually in the correct format or not?
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Old 01-19-2014, 12:29 PM
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All talkgroups in the database for a Motorola 3600baud Type II trunking system should be divisible by 16. In fact, if you try and enter anything not divisible by 16, the database rejects it.

Here's how to compare what you've found with your scanner with the database:

Take what your scanner gives you and divide by 16.

If it divides evenly, you've got the base talkgroup and you can check the database for that talkgroup.

If it doesn't divide evenly, take the whole number (number to the left of the decimal point) and multiply by 16. That will give you the base talkgroup that you can compare to the database.

If you're curious as to what the status bit is, multiply the number to the right of the decimal point by 16. You can compare the number with the table in the Wiki.

For example, if you see a talkgroup number of 35. Dividing by 16 gives you 2.1875.

Multiplying 16 by 2 gives you a base talkgroup of 32. You would check the database for a talkgroup of 32.

Multiplying .1875 by 16 gives you 3 which is the indication that the talkgroup is currently patched.

To sum up, you've found talkgroup 32 which is currently patched.
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Last edited by MikeOxlong; 01-19-2014 at 12:33 PM..
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