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DENSE Circuit Boards - 5400/min (not symmetrical)
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My attempt at a dense Circuit Board setup. Including Mk3 proliferator, this is the most compact setup i could devise. This should produce 5400 CB per minute or get very close to that number. If you can do better, feel free to improve on it.
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BLUEPRINT:0,10,0,0,0,0,0,0,637790368187464775,0.9.24.11286,New%20Blueprint,"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"84DAC984A51CDF5A0788F18D8A69E7C3
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Author:
Deepcage
Collection:
Factories
Game version:
0.9.24.11271
Copied:
10 times
Created:
over 3 years ago
6
This blueprint requires
838
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4
13
1
8
36
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108
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