Trains delivering science also get refueled. There is an additional station for delivering fuel - just send a 1.1 train there with fuel in the wagon, and the robots will take care of unloading the fuel and distributing it to the other science stations.
If you deploy this blueprint you will need to add around 500 bots.
Complete list of features:
* 1,200 science per minute with beaconed labs and bots
* Buffers up to 8 minutes of science (at full output)
* Flexible unloading station, trains deliver any single color, all stations have the same name. You can also send multiple trains with the same color science pack and the unloader will do the right thing.
* Separate station for delivering train fuel
* Low profile attachment to the rail system (small intersection)
* Large setback (distance from the intersection to the factory). This helps keep the logistics network isolated (a requirement)
* Long lead-in and lead-out from the intersection: trains enter the complex at full speed and don't slow down until they are inside. When leaving, trains have room to accelerate so they exit the intersection at full speed. This reduces the impact of traffic at the intersection
* Solar panels and accumulators to fill in some gaps for aesthetics and to provide a small discount on power consumption.
Blueprint:
Code: Select all
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