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)
Pin
Number
20-pin Side of the
Connected Signal Cable
ML0(p)
GND
ML0(n)
ML1(p)
GND
ML1(n)
ML2(p)
GND
ML2(n)
ML3(p)
GND
ML3(n)
GND
GND
AUX(p)
GND
AUX(n)
GND
Re-PWR
+3.3 V DP_PWR
22 | About Your Monitor
DisplayPort Connector
1
2
3
4
5
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13
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19
20