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Ys0-Planetary 3600pm Stone Brick Factory
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This blueprint is not for endgame, but once you reach Planetary Logistics and MKIII conveyor belts this will help you streamline your Stone Brick production.
You will need 3600 Stone per min.
The blueprint produces 3600 Stone Brick per min.
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BLUEPRINT:0,32,1108,2003,2302,0,0,0,639025322986515092,0.10.33.27026,P_60xStoneBrick,"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"E653239BC63FDA8F5EF8BE20883F49DB
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Author:
Ys0s3r1ous
Collection:
Factories
Game version:
0.9.27.15466
Copied:
1 time
Created:
about 22 hours ago
1
This blueprint requires
506
structures
15
60
60
1
120
310
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