Got two blueprints to share: train station loading and unloading that are hopefully smart, but please let me know if any issues!
Loading: https://factorioprints.com/view/-OFdUpE_qz6Ht7aMSt8u
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
Plop the Loading one down first to see how it works. With this, at any given point on any planet, you can request an item from another planet to you simply with the nearest constant combinator that links to the planet's cargo landing bay and all space platforms without requiring power to do so. In the screen shot for unloading, for example, I am requesting Cryogenic Plant from Aquilo on some random location in Nauvis simply by requesting it at that constant combinator, second from the bottom right. After setting the request at that combinator, the cargo landing pad requests this item, the space platform receives the request due to the reciprocal nature of the section, the space platform picks up the cryogenic plant from Aquilo, delivers it to Nauvis. Then, logistic bots send it to the requester constant combinator on the loading blueprint, which is set to the same section, and the item is loaded onto a train that delivers it to me wherever the unloading outpost is. The cargo wagons will never overfill, and if you change your mind about what you want, the loading side will purge whatever is no longer needed. Fishbooks no longer required to maintain space. This blueprint lets you transition to a megabase by efficiently distributing resources amongst all planets however you desire. Requests at local train stations are proportionally based, so you can never overfill and so long as you keep producing, every outpost will see whatever you desire at a reasonable resource cost overall, making for an efficient interplanetary system.
^ Loading
^ Unloading