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)
Über Ihren Monitor | 17
Pinbelegung
DisplayPort-Anschluss
Pinnummer Seite mit 20 Stiften des
angeschlossenen Signalkabels
1ML0(p)
2 Masse
3ML0(n)
4ML1(p)
5 Masse
6ML1(n)
7ML2(p)
8 Masse
9ML2(n)
10 ML3(p)
11 Masse
12 ML3(n)
13 Masse
14 Masse
15 AUX(p)
16 Masse
17 AUX(n)
18 Masse
19 PWR Return
20 +3,3 V DP_PWR