Line 27 seems to have the same iffiness as in this thread.
I don't think so. The number 17689015 doesn't fit the right format; the best way to check is to put the number into a calculator with a binary mode - the one in Windows 7 has a "programmer mode", with a radio button that allows you to enter in decimal, then swap to binary, and includes an extra binary display.
If it shows with all the high-end bits as "1", then it is a candidate. The highest bit absolutely *must* be "1" (it signifies a negative number, in signed integers).
By "all high-end bits", I mean up to a nice byte boundary - so to bit 15, or bit 31 in most cases.
17689015 = 00000001000011011110100110110111
From the other thread,
4294967290 = 11111111111111111111111111111010
For me, Line 27 is of the right kind of order as Line 4 downstream, with the difference explainable with 1 resync while the box has been up.
The first hint of something wrong is that Line 4 downstream is relatively large compared to Line 3 downstream, suggesting a lot of noise.
What looks "off" is that Line 3 downstream shouldn't hold the same value as Line 1 downstream, and neither should be the same as upstream.
I assume it's 20-24 you are referring to?
I've never seen these lines before.
UPBOkle appears to stand for "Upstream Power Backoff" "electrical loop length" "estimated"
UPBO = Upstream Power Backoff
KL = electrical loop length
E = estimated
Going well off-topic:
I've certainly seen "kl
0" used to represent electrical loop length before, in some graphs for vectoring; I think it is measured in dB, and is a form of attenuation ... but it usually comes with a specification of what frequency is being measured. For example, "a kl
0 of 20db @ 1MHz".
One interesting document that shows actual trial results for VDSL2 Vectoring comes from Denmark, but their graphs for rate vs reach are done using "kl
0 @ 1MHz" values...
https://erhvervsstyrelsen.dk/sites/default/files/pun...
From BT's SIN 498, it appears that they think 500m of 0.5mm copper is "(equivalent to an electrical loss of 10dB measured at 1MHz)" which I guess makes it easy to compare the Danish results.
That SIN also tells us that the CAL value for each cabinet is calculated from the loss at 300kHz; my rule of thumb for *that* kind of loss is that 10dB represents 1km, so scales differently from that measured at 1MHz.
The Danish document has this factor: "dB[150 kHz] = 0,38* dB[1 MHz]"
From all that, I reach the conclusion that we can't know what a value of 7738 means for UPBOkle, without knowing what frequency it is measured at.