![](data:image/png;base64,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)
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