![](data:image/png;base64,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)
Više o monitoru | 17
mDP priključak
Broj kontakta Strana povezanog signalnog kabela s 20 kontakata
1 GND
2 Hot Plug Detect
3 ML3 (n)
4 CONFIG1
5 ML3 (p)
6 CONFIG2
7 GND
8 GND
9 ML2 (n)
10 ML0 (p)
11 ML2 (p)
12 ML0 (p)
13 GND
14 GND
15 ML1 (n)
16 AUX (p)
17 ML1 (p)
18 AUX (n)
19 GND
20 DP_PWR