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10+
R4
Resistance
1000 Ω
R1
J1
H4
H5
R3
Resistance
1000 Ω
R2
Resistance
10000 Ω
H3
H2
H1
Project
[2-layer] JLCPCB Constraints 9e8K
![Schematic of [2-layer] JLCPCB Constraints 9e8K](data:image/png;base64,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)