Game of Life
Posted: Fri Apr 27, 2018 12:25 am
by Brathahn
Hi,
i made a Game of Life cell thats easily tileable.
(so finally i have beat the trailer
)
The actual cell looks like this:
With the famous glider:
To set or reset a cell turn on and off the two constant combinators with L for life and D for death. (dont forget to turn off after setting)
To start the game, turn on the constant combinator on the timing circuit.
Blueprint with timing circuit - you need this once:
i made a Game of Life cell thats easily tileable.
(so finally i have beat the trailer

- GOL1.PNG (1.76 MiB) Viewed 1772 times
- GOL2.PNG (632.68 KiB) Viewed 1772 times
- GOL3.PNG (800.77 KiB) Viewed 1772 times
To start the game, turn on the constant combinator on the timing circuit.
Blueprint with timing circuit - you need this once:
with timer
Blueprint without timing circuit - used for tiling:
Code: Select all
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
without timer
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