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Schematic
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J3
R2
Resistance
Resistance
Resistance
10kΩ
U2
C1
Capacitance
Capacitance
Capacitance
10uF
U1
C2
Capacitance
Capacitance
Capacitance
100nF
R1
Resistance
Resistance
Resistance
10kΩ
J2
Project
[Example] Arduino MKR Memory Shield
![Schematic of [Example] Arduino MKR Memory Shield](data:image/png;base64,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)