- 1-belt-crusher-legendary.png (10.68 MiB) Viewed 179 times
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
is the BP for what you see. It started with the question "What does it take to process a full green belt of random chunks?" and it turns out the above is the answer. I found lots of people making single item ships (only iron, only coal, etc). This ship does all 3 in one. It is not particularly hard to reduce the design down to only output one roid type, just add a stage that reprocesses legendary 'bad' types with prod modules.
Note: This was ONLY tested on the run from the Solar System Edge to the Shattered Planet. In my testing, that was the only place with rocks dense enough to fill a belt easily. Though, now that I see...this might work in other places with some tweaking to handle the ratios.
Notes for testing/changes:
- the inner belts that deposit results need to be roughly equal length and spread to the inner tracks evenly. Design will jam if you have too many together.
- About 50 legendary crushers can be in a module before your belts cannot supply enough rocks to keep them all busy.
- The single blue belt is because I didn't want to use one extra tile of width, and you don't need 60 items/s to feed the modules, they can't consume that much anyway while still reprocessing their outputs.
- 8 legendary fast inserters can fill/consume a green belt of chunks, so if you're in super dense asteroids, you get one full green belt every 8 inserters.
- Outputs enough legendary metallic chunks to keep 23 legendary smelters busy (prod3 modules), no speed beacons). ....oh right, I finally have fusion power and can actually afford speed beacons.