Compact Iron Gear Assembly (Blue Belt)
Posted: Tue Aug 27, 2019 8:23 pm
by Vladmirangel
So my goal was to fill 2 blue belts full of iron gears with as little space as possible.
Someone could probably make it a little bit smaller by replacing the productivity modules with speed modules. But then again i like that it looks somewhat symmetrical compared to 5 assemblers full of speed modules. The circuitry is just some indicator lights on how good the throughput is at the moment. 3 Green Lights near full, 1 red light and 2 green light at 2/3. then 1/3, then 0/3 which is all redlights which basically means almost nothing is passing through.
It is scalable with the current beacon arrangement if more gears are needed, save up on those beacons and modules.
- Compact Iron Gear Assembly
- Screenshot_2554.png (1.87 MiB) Viewed 8378 times
It is scalable with the current beacon arrangement if more gears are needed, save up on those beacons and modules.
- 50Mb gif showing optimal throughput
- 1.gif (50.39 MiB) Viewed 8378 times
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