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[Example] Arduino MKR Memory Shield
Files
Schematic
PCB
Open in Flux
C1
Capacitance
Capacitance
Capacitance
10uF
C2
Capacitance
Capacitance
Capacitance
100nF
J2
J9
J5
J4
J3
U1
J5
J7
J8
R2
Resistance
Resistance
Resistance
10kΩ
U2
R1
Resistance
Resistance
Resistance
10kΩ
Reviews
![Schematic of [Example] Arduino MKR Memory Shield](data:image/png;base64,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)