Bot based make everything with fluid
Posted: Thu Aug 07, 2025 7:25 am
by boeljoet
so turns out barrels are the way for a make everything factory.
Basically I use these slots, 16 by 32
this is the basic factory.
how does it work?
so i only use 1 wire. wich goes to a main calculator
what i want - what i have = what i need to make (this is over simplified as i alsow use buffers)
then for each factory type i have a combinator telling me what i can make there
the number is how many steps from raw recorces it is away
the above 2 make sure i pick only the items on the red and get the one item with the lowest number.
this prevents a stall
from 1 factory in the chain i read the recepy and if it contains a fluid then unload that specific barrel.
however if there is a diferent fluid in the pipes then barrel that fluid first
this is how i go from fluid to unbarreling recepy
i do the same for barreling
i added my blueprint book.
it is not finished. but i hope someone will pick up the idea and finishes it as i am not that far into the game myself
- afbeelding.png (697.15 KiB) Viewed 175 times
- afbeelding.png (1.4 MiB) Viewed 175 times
how does it work?
so i only use 1 wire. wich goes to a main calculator
what i want - what i have = what i need to make (this is over simplified as i alsow use buffers)
then for each factory type i have a combinator telling me what i can make there
- afbeelding.png (117.18 KiB) Viewed 175 times
- afbeelding.png (303.73 KiB) Viewed 175 times
- afbeelding.png (60.42 KiB) Viewed 175 times
this prevents a stall
from 1 factory in the chain i read the recepy and if it contains a fluid then unload that specific barrel.
however if there is a diferent fluid in the pipes then barrel that fluid first
- afbeelding.png (182.44 KiB) Viewed 175 times
i do the same for barreling
i added my blueprint book.
it is not finished. but i hope someone will pick up the idea and finishes it as i am not that far into the game myself
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