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太阳能板50/min
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太阳能板黑盒 前期开荒使用
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BLUEPRINT:0,10,2205,0,0,0,0,0,637884219218185819,0.9.25.12201,%E5%A4%AA%E9%98%B3%E8%83%BD%E6%9D%BF50,%E5%89%8D%E6%9C%9F%E5%BB%BA%E7%AD%91"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"686B0E96FC1E8334B0C5AA791067F92C
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Author:
托钛洛斯
Collection:
Factories
Game version:
0.9.25.12201
Copied:
1 time
Created:
almost 3 years ago
0
This blueprint requires
450
structures
30
10
4
16
6
7
2
5
1
86
320
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