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)
184 Jumpers and Connectors
Figure 6-5. SAS Backplane Board for 3.5-Inch Hard Drives (6 Slots)
1 drive 1 connector 2 drive 0 connector
3 drive 3 connector 4 drive 2 connector
5 drive 5 connector 6 drive 4 connector
7 backplane power (BP_PWR) 8 SAS A connector
9 SAS B connector