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[EXAMPLE] Flux onboarding Demo circuit
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Schematic
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10+
C1
Capacitance
10uF
R2
Resistance
1000 Ω
Q2
R1
Resistance
1kΩ
C2
Capacitance
10uF
R3
Resistance
1kΩ
D1
VCC
Q1
Project
[EXAMPLE] Flux onboarding Demo circuit
![Schematic of [EXAMPLE] Flux onboarding Demo circuit](data:image/png;base64,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)
![[EXAMPLE] Flux onboarding Demo circuit thumbnail](data:image/svg+xml;base64,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){kind=small}