![Schematic of [2-layer] JLCPCB Constraints prFj](data:image/png;base64,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)
POT2A
Terminal Order
Terminal Order
POT2B
Terminal Order
Terminal Order
POT1B
Terminal Order
Terminal Order
POT2C
Terminal Order
Terminal Order
P_PWR
P_GND
POT1A
Terminal Order
Terminal Order
POT1C
Terminal Order
Terminal Order
U1
U2
Reviews
Reviews