*I avoided having any extra inserters or items that did not directly affect the production rate*
Design Requirements:
Tile-able
Substation aligned
Aesthetically pleasing
4 Fully compressed output belts
Smallest footprint possible
Cooper goes to the outside belts and iron plates on the two belts closest to the assembly machines in the inside. Output belts are the four belts located in the middle of everything!
Feedback would be greatly appreciated!
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