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1 Quantum Chip per Second Perfect Ratio From Raw Materials
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Good and easy design for early/mid game
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BLUEPRINT:0,10,1305,0,0,0,0,0,638037870848085755,0.9.27.15033,1%20Quantum%20Chip%20per%20Second%20%28Raw%20Mats%29,This%20is%20a%20perfect%20ratio%201%20QC%20per%20second.%20Recommended%20for%20early%20game%2C%20but%20also%20good%20design%20for%20mid%20game"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"7BB675C2D559F89D9B485FB62342E9B4
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Author:
_cursed
Collection:
Factories
Game version:
0.9.27.14546
Copied:
19 times
Created:
over 2 years ago
2
This blueprint requires
1840
structures
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45
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