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)
4
English
Connector pin assignment
15-pin color display signal cable
PIN No. Description PIN No. Description
1 Red 9 +5 V
2 Green 10 Logic ground
3 Blue 11 Monitor ground
4 Monitor ground 12 DDC-serial data
5 DDC-return 13 H-sync
6 R-ground 14 V-sync
7 G-ground 15 DDC-serial clock
8B-ground
15
6
10
11
15