Intro - Let direct insertion fight with the full beacon setup
- I did some to work on the simplest science pack sub-base: Red Science / Automation- the UPS impact is almost zero on a megabase (smallest science pack), but for a UPS opt exercise & to move to the bigger packs was a big fun
- I share my results here just for fun, maybe some will find it interesting / challenging
- conditions are as usual: produce a full blue belt, benchmark it as x100, max UPS is the success crieria nothing else
- Note: I add this to the combinator sub-forum as I plan to add timing as a final step, don't want to be offtopic in belt only topic..
Belter v0.5 (lame)
- to embarass myslef I share here my old red science base- very bad, but fully beaconed It has some legacy back to the red belt era even
- chopped down to 2700 spm (was desigend for 3000 spm)
- to improve: a lot, see next
Belter v0.54
- I've optimized v0.5 as I was able to (made it modular, cut many inserters, merged two ore belt to one 2 lane belt, compressed beacons...)- calc: here
- to improve: the only thing left is timing
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
BelterDI v1.0
- This is my DI attempt. Turned out this is almost the same as the one shown in this video- calc: here
- to improve: the only thing left is timing. I might add it later
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
- BelterDI-v1_0-cut.png (530.1 KiB) Viewed 4686 times
Results
- happy to see the v0.5 -> v0.54 major improvement in UPS- the +11% on top of v.0.54 for DI is impressive also
- savegames attached