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Coal vs graphite
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Compare of coal and graphite as fuel for power plants. Graphite win it's give 6% more energy (970 vs 1030)
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BLUEPRINT:0,20,1006,1109,0,0,0,0,637809571785879088,0.9.24.11286,Coal%20vs%20graphite,"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"691CCC83458F77BED1317280417184CE
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Author:
Sorad
Collection:
Factories
Game version:
0.9.24.11271
Copied:
3 times
Created:
about 3 years ago
2
This blueprint requires
1009
structures
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