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[2-layer] JLCPCB Constraints
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6
R3
Resistance
220 Ω
R1
Resistance
220 Ω
R2
Resistance
220 Ω
Project
[2-layer] JLCPCB Constraints
![Schematic of [2-layer] JLCPCB Constraints](data:image/png;base64,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)