- N constant combinators outputing the same signal (lamp = 1)
- combinators and lamps are connected on one circuit
- changing on/off of any constant combinator should toggle the connected lamps
- no more than 2 signals should be on that network: one is the sum of currently active combinators and the second as lamp control signal
Edit:
nevermind.... i was thinking way too complicated.
Simplistic solution was using every odd number.

 , computers.
, computers.











 I'd like to know if it is possible to encode multiple signals in another signal with a dictionary. So I want to encode words, which I order with power of two slots, so signal "T=2, R=4, A=8, I=(16+128+256), N=32" will display "TRAIN II" on my nixie-tubes setup. Problem is in my memory cells I use signal letters for commands so the letters cannot travel as they are. Of course another solution is change the instructions for the memory so they use colors for example instead of letters but I'd like to know if somebody came to an encoder capable of this since I tried but ddin't came with a solution. As well I can think on a way of sending the letters sequentially or in a separate wire but then it will make the display more complicated. So the task would be:
 I'd like to know if it is possible to encode multiple signals in another signal with a dictionary. So I want to encode words, which I order with power of two slots, so signal "T=2, R=4, A=8, I=(16+128+256), N=32" will display "TRAIN II" on my nixie-tubes setup. Problem is in my memory cells I use signal letters for commands so the letters cannot travel as they are. Of course another solution is change the instructions for the memory so they use colors for example instead of letters but I'd like to know if somebody came to an encoder capable of this since I tried but ddin't came with a solution. As well I can think on a way of sending the letters sequentially or in a separate wire but then it will make the display more complicated. So the task would be:


