First the Blueprint Remote (containing ON and OFF signals, all 9 colours, and all 5 ores)
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And here are the toggels, numpads (and a couple contraptions that I made that use it just thrown in there)
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
Here is the 8-bit numpad set with various colour signals and values using binary
- Capture A.PNG (4.93 MiB) Viewed 2310 times
- Capture B.PNG (3.72 MiB) Viewed 2310 times
- Capture C.PNG (3.63 MiB) Viewed 2310 times
- Capture D.PNG (5.07 MiB) Viewed 2310 times