- Can be build incrementally while researching, thus a bootstrap factory
- Self contained, thus no need for intermediate products on a main bus
- Not included are: Miners, smelters, refineries, labs and a power plant
- Compact, thus requires less material for logistics and defence walls
- Requires only basic building materials, thus a less complex mall
- Split in three blocks, so you can run trains or have roboports in between
- Science packs 1-4: 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
- Science pack 5: 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
- Science pack 6: 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
- Science packs 1-4:
tiny 90 SPM bootstrap factory
Forum rules
Circuit-free solutions of basic factory-design to achieve optimal item-throughput
tiny 90 SPM bootstrap factory
- Can be build incrementally while researching, thus a bootstrap factory
- Self contained, thus no need for intermediate products on a main bus
- Not included are: Miners, smelters, refineries, labs and a power plant
- Compact, thus requires less material for logistics and defence walls
- Requires only basic building materials, thus a less complex mall
- Split in three blocks, so you can run trains or have roboports in between
- Science packs 1-4:
- Science pack 5:
- Science pack 6:
- Attachments
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- Sci 6.png (7.68 MiB) Viewed 1624 times
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- Sci 5.png (6.99 MiB) Viewed 1624 times
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- Sci 1-4.png (6.78 MiB) Viewed 1624 times
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- Manual Inserter
- Posts: 1
- Joined: Sun Nov 03, 2024 9:04 pm
- Contact:
Re: tiny 90 SPM bootstrap factory
Nive work. I prefer these types of bases to the Main Bus/City Block types. My science pack 1 - 4 is not as compact as your but I still had fun creating it.
Re: tiny 90 SPM bootstrap factory
I think this is great. Small science setups are fun to build, but I know some players get tired of re-making them each time they start a world, or get stuck on trying to build an even amount of all the sciences. Something they can just plug into their main bus is super handy to have.
Being able to build it in stages is also an excellent bonus, and I appreciate that it's all similarly sized for all 3 stages.
Now you just need a modular bootstrap mall to go with it!
Being able to build it in stages is also an excellent bonus, and I appreciate that it's all similarly sized for all 3 stages.
Now you just need a modular bootstrap mall to go with it!