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Power Option 1 (+Hub) for Science Planet V1
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Hub + 165 artificial stars (11.88 GW)
Science Planet: https://www.dysonsphereblueprints.com/blueprints/science-planet-v1-1800-white-science-min
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"A261472EEEDF30C37D4A337C3A472B3C
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Author:
jjapster
Collection:
Blueprints for everything
Game version:
0.8.20.8116
Copied:
15 times
Created:
over 3 years ago
6
This blueprint requires
1869
structures
165
8
5
24
12
165
1490
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