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[Multi-layer] JLCPCB Constraints - test
Files
Schematic
PCB
Open in Flux
C1
Capacitance
Capacitance
R1
Resistance
500 Ω
L1
Inductance
Inductance
Reviews
![Schematic of [Multi-layer] JLCPCB Constraints - test](data:image/png;base64,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