You need to enable JavaScript to run Flux.
degohoon
/
[Example] LED Simulator Template ff01 d397
Files
Pins
Symbol
PCB
Open in Flux
No schematic yet
Talk to Flux to get started.
Top
2D
Reviews
![PCB layout of [Example] LED Simulator Template ff01 d397](data:image/png;base64,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)