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