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)
Informazioni sul monitor | 25
Connettore DisplayPort
Numero pin Lato a 20 pin del cavo segnale collegato
1 ML3 (n)
2 Massa
3 ML3 (p)
4 ML2 (n)
5 Massa
6 ML2 (p)
7 ML1 (n)
8 Massa
9 ML1 (p)
10 ML0 (n)
11 Massa
12 ML0 (p)
13 Massa
14 Massa
15 AUX (p)
16 Massa
17 AUX (n)
18 Rilevamento Hot Plug
19 Re-PWR
20 +3,3 V DP_PWR