Compact processing unit design with perfect ratios

[WhiteFang34]

Inputs: 30/s iron plate, 50/s copper plate, 5/s plastic, 6.25/s sulfuric acid
Outputs: 1.25/s processing unit

[Xanox-xx5]

Hey, nice design, can you post the blueprint code?

[WhiteFang34]

Here's the blueprint:

Code: Select all

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

[tamanous]

Thank you for this design.
I will use this in the midgame stage, though I applied some minor changes:

- removed some belts and inserters ( - 15 items)
- replaced many belt belts and some inserters with lower grades ( - 30553 raw resources (ore + oil) and - 75439,2 seconds construction time [taken from ingame info])
- output stays the same (75 processing unites / minute)
- removed lamps

Code: Select all

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