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[COMPACT] Proliferated Foundation 3000/m
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7200
Stone Brick
2400
Steel
3000
Foundation
I tried to make it as compact as possible (52x12) and also proliferate it, its not the highest prodution rate blueprint but it has a decent rate (3000/m or 50/s) and also looks nice.
Any problems hmu on discord:
.lacorte
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BLUEPRINT:0,21,2305,1131,0,0,0,0,638423790996760808,0.10.28.21308,COMPACT%20FOUNDATION,Input%3A%3A%0A7200%2Fm%20Stone%20Brick%0A2400%2Fm%20Steel%0A%0AOutput%3A%0A3000%2Fm%20Foundation"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"9AD7E708385AAF712AC28D2B61C08AE1
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Author:
LaCorte
Collection:
Factories
Game version:
0.9.27.15466
Copied:
18 times
Created:
over 1 year ago
1
This blueprint requires
660
structures
1
27
27
7
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81
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