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
- 32x32 factory 3spm.png (2.64 MiB) Viewed 3634 times
It produces 3 science per minute.
Production graph
- 32x32 factory 3spm graph.png (205.47 KiB) Viewed 3634 times
I also made a low-tech version that only requires a few green science techs to build and costs less than 10% of the original. It produces non-infinite science at 1.5 SPM, with a smooth upgrade path to the final factory. The first bottlenecks are copper cable and efficiency modules.
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