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)
24 │ Acerca del monitor
Conector ascendente USB
Conector descendente USB
Número de patillas Extremo de conector de 9 clavijas
1 VCC
2 D-
3 D+
4 GND
5 SSTX-
6 SSTX+
7 GND
8 SSRX-
9 SSRX+
Número de patillas Extremo de conector de 9 clavijas
1 VCC
2 D-
3 D+
4 GND
5 SSRX-
6 SSRX+
7 GND