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Universe matrix 180 pods
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180 science pods for constructing white science cubes.
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BLUEPRINT:0,10,6006,0,0,0,0,0,637665583908883326,0.8.20.8116,Universe%20matrix%20180%20pods,This%20contraption%20constructs%204x3x15%20matrix%20of%20Universe%20matrix%20science%20pods."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"E7120EE0637FAE0F5F5A5A9AD83E4733
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Author:
sleeptyper
Collection:
Public
Game version:
0.8.20.8116
Copied:
1 time
Created:
over 3 years ago
0
This blueprint requires
1329
structures
12
180
180
2
3
84
1048
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