abu baniaz
Moderator
Can you expalin why there are .125, .375, .500 and .750 entries in the cables.xml file?
No idea, I didn't create the file. Satellites.xml is rounded to the nearest MHz value.Can you expalin why there are .125, .375, .500 and .750 entries in the cables.xml file?
I've never seen an STB that takes frequency input in anything but MHz values. Why make a user enter 6 figures when only 3 are required?That makes two things that have to be changed then.
Now I'm even more confusedCan you expalin why there are .125, .375, .500 and .750 entries in the cables.xml file?
<transponder frequency="218750000" symbol_rate="6952000" fec_inner="3" modulation="5" inversion="1"/>
<transponder frequency="219000000" symbol_rate="6952000" fec_inner="3" modulation="5" inversion="1"/>
Look at lines 6248 and 6249. Two entries pointing at the same transponder. There are others like this. Just means the receiver will double scan the same transponder. Bandwidth is 8MHz in this part of the band so it is impossible they are different transponders.With all due respect, you are assuming that they have been rounded off.
Yes, they are in hertz, but, what is being discussed here is false precision.Abu, I contribute and maintain the NOS cable operator entry on cable.xml, I can confirm that the frequency on the file is in Hz.
the number of significant figures used in the presentation of data should be limited to what is warranted by the precision of those data. For example, if an instrument can be read to tenths of a unit of measurement, results of calculations using data obtained from that instrument can only be confidently stated to the tenths place, regardless of what the raw calculation returns or whether other data used in the calculation are more accurate. Even outside these disciplines, there is a tendency to assume that all the non-zero digits of a number are meaningful; thus, providing excessive figures may lead the viewer to expect better precision than actually exists.
When we did the Blindscan plugin one of the biggest improvements was removing those long numbers that no one understood.How could frequency in Hz be of any interest when the bandwidth is 8MHz?
It is not permissible to be exact. We must round to nearest integer.Rob van der Does said:Exactly .
https://en.wikipedia.org/wiki/Rounding