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Upgradable Copper Prof Smelting
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Upgradable Copper Prof Smelting
https://youtu.be/0x4s3TLL494
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BLUEPRINT:0,10,1104,0,0,0,0,0,637799523982470756,0.9.24.11286,Copper,Upgradeble%20build%20for%20Copper%20%2860%2Fs%29"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"EDDE99B44BD2432FC39C4ED6BC04A6DE
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Author:
The Dutch Actuary
Collection:
Super Proliferation Run
Game version:
0.9.24.11271
Copied:
44 times
Created:
about 3 years ago
6
This blueprint requires
429
structures
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2
10
48
48
1
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