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)
O monitoru | 17
Mini DisplayPort priključak
Broj
pinova
20-pinska strana priključenog
signalnog kabela
1GND
2 OTKRIVANJE PRIKLJUČIVANJA
BEZ ISKLJUČIVANJA SUSTAVA
3ML3(n)
4GND
5ML3(n)
6GND
7GND
8GND
9ML2(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 +3,3 V DP_PWR