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)
34 │ About your monitor
DisplayPort connector
Pin
number
20-pin side of the
connected signal cable
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