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062 - Extra Supermagnetic Rings
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This blueprint is part of my 2024 Masterclass series. Check it out here:
https://www.youtube.com/playlist?list=PLvL9DTY8LNDNz7CmTth48nklHkhJS_1jJ
The Preview feature is unavailable at the time.
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BLUEPRINT:0,10,1205,0,0,0,0,0,638463910526945449,0.10.29.21950,Efficient%20Rings,Intended%20to%20upgrade%20production%20for%20the%20mall%20planet"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"791C3E763F09515938A15DFD5B74828E
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Author:
The Dutch Actuary
Collection:
2024 Master Class
Game version:
0.9.27.15466
Copied:
31 times
Created:
about 1 year ago
0
This blueprint requires
825
structures
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