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Square plot, 6 480 spiniform -> 2 700 carbon nanotube
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NOTE: ONLY works next to equator because chemical facility scaling will give intersection errors farther away.
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BLUEPRINT:0,10,1124,0,0,0,0,0,638037224357620976,0.9.27.15033,Carbon%20Nanotube%20v2,6%20480%20spiniform%20-%3E%202%20700%20carbon%20nanotube"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"2D0F55D42657A4E3DAC1566170A85C2E
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Author:
Mishavozduh
Collection:
Factories
Game version:
0.9.27.14546
Copied:
16 times
Created:
over 2 years ago
4
This blueprint requires
629
structures
20
4
36
36
1
72
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