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)
16 | Više o monitoru
DP priključak (izlaz)
Broj kontakta Strana povezanog signalnog kabela s 20 kontakata
1 ML0(p)
2 GND
3 ML0(n)
4 ML1(p)
5 GND
6 ML1(n)
7 ML2(p)
8 GND
9 ML2(n)
10 ML3(p)
11 GND
12 ML3(n)
13 CONFIG1
14 CONFIG2
15 AUX CH(p)
16 GND
17 AUX CH(n)
18 Hot Plug Detect
19 Return
20 DP_PWR