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)
24 │ O monitoru
Dodjela pinova
VGA priključak
Broj pina 15-pinska strana priključenog
signalnog kabela
1 Video-crvena
2 Video-zelena
3 Video-plava
4 Masa
5 Samoprovjera
6 Masa-R
7 Masa-G
8 Masa-B
9 Računalo 5 V/3,3 V
10 Masa-sinkronizacija
11 Masa
12 DDC podaci
13 H-sinkronizacija
14 V-sinkronizacija
15 DDC takt