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"No Hazmat Permit": Gigacharger 6 Module, 1170MW Lens Required
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Self-contained Gigacharger module served by PLS. 1170MW charge capacity.
See the reddit post for details.
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BLUEPRINT:0,50,2206,2207,2103,1209,2209,0,637651864211882110,0.8.20.8092,1200MW%20Lens%20Charger,The%20PLS%20goes%20on%20the%20equator.%20%20Use%20the%20tesla%20at%20the%20end%20to%20line%20it%20up%20on%20a%20longitude%20line."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"11A864CA221DF8C18EDD694E83CFA1C7
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Author:
Ambush_Bug
Collection:
No Hazmat Permit
Game version:
0.8.20.7996
Copied:
1 time
Created:
about 3 years ago
4
This blueprint requires
1017
structures
30
26
40
1
4
916
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