Output is exactly 140/s, controlled by timed output inserters. They are timed in a way to sync and slightly throttle production, so buffers will build (give it time) and every inserter will swing only with a full hand. Limit is the input of 2x45/s copper ore.
It looks very uniform, however it contains much customized spaghetti to make it tileable and get the circuits out opposite to the ore.
Comments anyone? I wasn't able to find anything like that anywhere for inspiration, but I cannot believe this hasn't been done before.
- Screenshot 2024-07-30 143918.png (2.27 MiB) Viewed 1459 times
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