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My Cargo landing pad setup
Posted: Mon Jun 16, 2025 11:25 pm
by Tomatenmark
Here is my easy to use landing pad. Just pick an output lane and add the item you want to the constant combinator above it. Will not overfow and work really fast outputing a stacked green belt in it`s best case scenario.
I haven`t looked into the automatically requesting them from other planets but maybe thats possible with interrrupts?
Suggestions for improvement are greatly appreciated.
06-17-2025, 01-21-53.png (4.64 MiB) Viewed 831 times
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Re: My Cargo landing pad setup
Posted: Mon Jun 23, 2025 2:10 pm
by h.q.droid
I suggest you flip it vertically. The "output hatch" of the hub is in the top-left corner so flying up is more efficient than flying down. Also, the combinators are inflating precious flight distance so it could be worthwhile to pack them in the current roboport space, or flip the whole combinator-chest-belt complex.
Re: My Cargo landing pad setup
Posted: Thu Jun 26, 2025 5:15 pm
by Tomatenmark
I took your advice to heart an flipped it, moved the circuits out of the way, moved the cargo pad a bit into the loaders and added one more row to make flighttime shorter.
Theoretically you could remove one row of inserters on each loader lane to fit one more lane for max flight time reduction and space efficiency but then you wouldnt get a full belt output but that shouldnt matter because the limit is more likely the space platforms. I added a picture of a incomplete design at the bottom. Thoughts on this version?
06-26-2025, 18-59-24.png (3.21 MiB) Viewed 524 times
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06-26-2025, 19-13-28.png (2.18 MiB) Viewed 524 times
Re: My Cargo landing pad setup
Posted: Sun Jun 29, 2025 3:24 pm
by h.q.droid
At a closer look, your stuff don't seem legendary? (Deduced from substation distance) Well that would be a great optimization since two legendary stack inserters would fill a green belt. And legendary substations have wider coverage so you need less of them. Legendary roboports and bots are almost must-haves when you start needing bots to unload stuff. Not to mention legendary landing pad has really good radar coverage.
Re: My Cargo landing pad setup
Posted: Sun Jun 29, 2025 6:47 pm
by Tomatenmark
Thats true. To be honest I dont have any quality production set up yet
Also Im not the biggest fan on using Quality since it kind of feels like cheating.
Also this is the current setup I have in my World.
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