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ccnc32
[Example] STM32F4x Preliminary Design
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10+
VDD
LED
R4
Resistance
470 Ω
C4
Capacitance
0.1uF
I2C1_SCL
Project
[Example] STM32F4x Preliminary Design
![Schematic of [Example] STM32F4x Preliminary Design](data:image/png;base64,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