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[Example] Arduino MKR Memory Shield a70a
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10+
10+
R2
Resistance
Resistance
Resistance
10kΩ
U2
C1
Capacitance
Capacitance
Capacitance
10uF
C2
Capacitance
Capacitance
Capacitance
100nF
R1
Resistance
Resistance
Resistance
10kΩ
U1
J2
Project
[Example] Arduino MKR Memory Shield a70a
![Schematic of [Example] Arduino MKR Memory Shield a70a](data:image/png;base64,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)