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Self Assembling Planetary Base Blueprint with Shields
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Self Assembling Blueprint with BABs. Basic Version with just Planetary Shield Generators
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BLUEPRINT:0,10,0,0,0,0,0,0,638464523449904863,0.10.29.21950,Self%20Assemble%20Base%20with%20Shields,"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"C90188B84BAE29398B13FCBF6D931458
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Author:
robofuzzy
Collection:
Factories
Game version:
0.9.27.15466
Copied:
7 times
Created:
about 1 year ago
3
This blueprint requires
1358
structures
136
182
132
900
8
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