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Processors 90m Raw Borg (Dense) Tileable
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Input: Copper Ore 4.5s, Iron Ore 3s, Silicon Ore 6s
Output: Processor 1.5s
Based on Ludus' example. I just added bits to build from raw. Ludus's
360 processor/min tileable & Borg compatible
.
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BLUEPRINT:0,33,1303,2303,2002,0,0,0,638027311576788285,0.9.27.14659,Processors%2090m%20Raw%20Borg%20Tileable,Input%3A%20Copper%20Ore%204.5s%2C%20Iron%20Ore%203s%2C%20Silicon%20Ore%206s%0AOutput%3A%20Processor%201.5s"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"9C72ED6CF5AD7E1EA1F0FB44223B7C13
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Author:
graushwein
Collection:
Factories
Game version:
0.9.27.14546
Copied:
21 times
Created:
over 2 years ago
2
This blueprint requires
670
structures
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2
8
20
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3
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5
86
2
522
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