![](data:image/png;base64,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)
18 | Tentang Monitor Anda
Penentuan Pena
Konektor DisplayPort
Nomor
Pena
20-pena di Sisi Kabel Sinyal
yang Tersambung
1ML0(p)
2GND
3ML0(n)
4ML1(p)
5GND
6ML1(n)
7ML2(p)
8GND
9ML2(n)
10 ML3(p)
11 GND
12 ML3(n)
13 GND
14 GND
15 AUX(p)
16 GND
17 AUX(n)
18 GND
19 PWR Kembali
20 +3,3 V DP_PWR