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Science Cube Disposal
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Input the rainbow and antimatter, turn it into white cubes, store them and make them go away. Chain or stack it as high as you want.
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BLUEPRINT:0,10,2901,6005,6002,6003,6001,0,637777071117207323,0.8.23.9989,Science%20Cube%20Disposal,Input%20the%20rainbow%20and%20antimatter%2C%20turn%20it%20into%20white%20cubes%2C%20store%20them%20and%20make%20them%20go%20away."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"C6CA46BE9974855735D012478C2E0DFD
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Author:
Tarfu
Collection:
Public
Game version:
0.8.23.9989
Copied:
2 times
Created:
almost 3 years ago
1
This blueprint requires
524
structures
1
16
3
10
67
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