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Gravity Matrix, Green Science, 300/s smelting outpost
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Notes
You need to build one of these for each of the
main Gravity Matrix factories
Output
Iron Ingot
Copper Ingot
High-purity Silicon
Input
Copper Ore
Iron Ore
Silicon Ore
Size
76x16
Link
Matrix Box Collection
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Blueprint
BLUEPRINT:0,21,6005,2302,0,0,0,0,637627376340747609,0.8.19.7662,Gravity%20Matrix%20Smelting%20Outpost%20Box,Smelting%20outpost%20for%20the%20Gravity%20Matrix%20Box"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"4CBC3B7763BFF452DA59D1AE38AE1E62
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Author:
Ghanjo
Collection:
Matrix boxes
Game version:
0.8.19.7662
Copied:
46 times
Created:
almost 4 years ago
14
This blueprint requires
587
structures
2
80
40
25
15
3
160
342
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