I tried to find a good overall size and ratio between roboport and substation coverage, and also having walking space if tiled. It became a 150 tile wide field, tileable at size 149. If you tile it, overlap them by 1 tile according to the preconfigured grid size in the blueprint, so the inner sidewalks are still 1 tile wide, not 2 tiles. Use tiling by mouse dragging, it just works correctly.
The roboports are only used for construction, but you cannot reach them afterwards, and you cannot really remove them in a tiled setup, because if they are removed in the wrong order, they might become unreachable for the bots. The holes they leave behind cannot be filled anyway, because, well, there is no roboport coverage any more.
I tried but was not able to thin the roboport and substation coverage more. Any try to thin more, the ratios become wrong and the whole thing explodes.
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
Single:
- 2022-09-04 16-37-58 start=0 length=0.15 fps=30.gif (924.26 KiB) Viewed 4015 times
Tiled:
- Screenshot 2022-09-04 164425.jpg (1.33 MiB) Viewed 4015 times
Near view:
- Screenshot 2022-09-04 164615.jpg (1.6 MiB) Viewed 4015 times
A 9x9 grid in map view (you see how the tiles connect the power to each other)
- Screenshot 2022-09-04 171133.png (61.86 KiB) Viewed 4015 times