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[Example] Arduino MKR Memory Shield 5338
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J9
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10kΩ
R1
Resistance
Resistance
Resistance
10kΩ
Project
[Example] Arduino MKR Memory Shield 5338
![Schematic of [Example] Arduino MKR Memory Shield 5338](data:image/png;base64,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)