![Schematic of NF-Dual Output Buck | Basic Board 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)
U1
LED3
L2
Inductance
2.2uH
J4
LED2
R1
Resistance
1.5kΩ
C2
Capacitance
22uF
J3
LED1
C1
Capacitance
10uF
L1
Inductance
2.2uH
R2
Resistance
330 Ω
C3
Capacitance
22uF
R7
Resistance
180kΩ
TP3
R4
Resistance
10kΩ
R3
Resistance
49.9 Ω
R5
Resistance
360kΩ
R6
Resistance
180kΩ
TP2
TP1
TP5
TP4
DNP
Resistance
10kΩ
R8
Resistance
820kΩ
Reviews