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J9
J5
J4
J3
J5
J7
J8
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 1cfd
![Schematic of [Example] Arduino MKR Memory Shield 1cfd](data:image/png;base64,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)