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省地板的高纬度164X火箭台----Space-saving Launchers-three rows-164X ( High latitude)
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=因为只需要接收火箭就行所以塔是断电的。Towers don't need electricity
=极地的空间留给电磁炮或是发电什么的..
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BLUEPRINT:0,32,2312,1503,41523,0,0,0,637793675848207653,0.9.24.11286,164X,"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"BC5E2F6A854EDAF5C88AEC8C106B8404
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Author:
BlanK2U
Collection:
Dyson Spheres
Game version:
0.9.24.11271
Copied:
33 times
Created:
about 3 years ago
7
This blueprint requires
558
structures
164
165
1
166
62
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