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Proliferated Copper
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Simple smelting setup
https://youtu.be/YGPeqKwxSD0
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BLUEPRINT:0,10,1104,0,0,0,0,0,637852033215797840,0.9.24.11286,Proliferated%20Copper%20%28upgraded%29,Will%20produce%2030%20copper%2Fs"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"03E93A51209FDE8E2F289C169C43CF94
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Author:
The Dutch Actuary
Collection:
Super Proliferation Run
Game version:
0.9.24.11271
Copied:
21 times
Created:
about 3 years ago
1
This blueprint requires
469
structures
4
2
12
48
48
1
96
306
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