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VLS Array Single
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72 VLS, 360RPM Theoretical
Intended to be placed just above or below the equator, this can be repeated for four units on each side of the equator, or you can use the full ring at https://www.dysonsphereblueprints.com/blueprints/vls-array-ring
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BLUEPRINT:0,21,2312,1503,0,0,0,0,637698834845805591,0.8.22.8915,VLS%20Array,360%20rpm%20theoretical"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"6FCAD95278154D9E771919344A0AEAC4
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Author:
NihilRex
Collection:
Public
Game version:
0.8.22.8915
Copied:
9 times
Created:
over 3 years ago
2
This blueprint requires
1601
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