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)
152 Adding and Replacing Parts
DC Power Connector P7
DC Power Connectors P8, P9, P13, and P14
Pin Number Signal name 22-AWG Wire
1+5 VDCRed
2COMBlack
3COMBlack
4 +12 VADC Yellow
Pin Number Signal name 18-AWG Wire
1 +3.3 VDC Orange
2COMBlack
3+5 VDCRed
4COMBlack
5 +12 VBDC White