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)
Više o monitoru | 19
DP priključak (ulaz)
Broj kontakta Strana povezanog signalnog kabela s 20 kontakata
1 ML3 (n)
2 GND
3 ML3 (p)
4 ML2 (n)
5 GND
6 ML2 (p)
7 ML1 (n)
8 GND
9 ML1 (p)
10 ML0 (n)
11 GND
12 ML0 (p)
13 GND
14 GND
15 AUX (p)
16 GND
17 AUX (n)
18 Hot Plug Detect
19 Re-PWR
20 +3.3 V DP_PWR