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BLUEPRINT:0,21,1503,2104,0,0,0,0,637716540876150886,0.8.22.9331,Rockets,"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"92DFEB309312FBC45902BA8DC258D030
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Author:
The Dutch Actuary
Collection:
By the book - Let's play- All blueprints - The Dutch Actuary
Game version:
0.8.22.9331
Copied:
3 times
Created:
over 3 years ago
0
This blueprint requires
583
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24
24
4
1
96
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